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Online visibility to the Speakers and Experts</p> </div> </div> </div> </div> </div>  <article class="container"> <div class="row"> <div class="col-md-9">  <div id="homeCarousel" class="carousel slide sub_conference_slide"> <div class="carousel-inner"> <div class="item active"> <img src="https://d2cax41o7ahm5l.cloudfront.net/cs/upload-images/physics@@2025-63408.jpg" alt="" >   </div> <div class="item"> <img src="https://d2cax41o7ahm5l.cloudfront.net/cs/upload-images/physics@@2025-60262.jpg" alt="" > </div> <div class="item"> <img src="https://d2cax41o7ahm5l.cloudfront.net/cs/upload-images/physics@@2025-64458.jpg" alt="" > </div> </div> <div class="carousel-controls"> <a href="#homeCarousel" class="left carousel-control" data-slide="prev" title="homeslide"><i class="fa fa-angle-double-left fa-lg"></i></a> <a href="#homeCarousel" class="right carousel-control" data-slide="next" title="homeslide"><i class="fa fa-angle-double-right fa-lg"></i></a> </div> </div>  <section class="speakers-main"> <h3 class="text-center text-uppercase text-warning"><strong> Renowned Speakers</strong></h3> <div class="row speakers-sub"> <div class="col-lg-3 col-md-3 col-sm-4 col-xs-6 text-center"> <div class="speaker-container"><img alt="" title="Gun Woong Bahng" src="https://d2cax41o7ahm5l.cloudfront.net/cs/renowned-speakers/PHYSICSCONGRESS2025-Gun-Woong-Bahng.jpg" class="img-responsive img-circle center-block"></div> <h4 class="home-speak">Gun Woong Bahng</h4> <p class="text-muted">Korea Research Institute of Standards and Science South Korea </p> </div>  <div class="col-lg-3 col-md-3 col-sm-4 col-xs-6 text-center"> <div class="speaker-container"><img alt="" title="Won H Kim" src="https://d2cax41o7ahm5l.cloudfront.net/cs/renowned-speakers/PHYSICSCONGRESS2025-Won-H-Kim.jpg" class="img-responsive img-circle center-block"></div> <h4 class="home-speak">Won H Kim</h4> <p class="text-muted">Professor Yonsei University South Korea </p> </div>  <div class="col-lg-3 col-md-3 col-sm-4 col-xs-6 text-center"> <div class="speaker-container"><img alt="" title="Hari Mohan Srivastva" src="https://d2cax41o7ahm5l.cloudfront.net/cs/renowned-speakers/PHYSICSCONGRESS2025-Hari-Mohan-Srivastva.jpg" class="img-responsive img-circle center-block"></div> <h4 class="home-speak">Hari Mohan Srivastva</h4> <p class="text-muted">Department of Mathematics and Statistics University of Victoria Victoria </p> </div>  <div class="col-lg-3 col-md-3 col-sm-4 col-xs-6 text-center"> <div class="speaker-container"><img alt="" title="Liping Wei" src="https://d2cax41o7ahm5l.cloudfront.net/cs/renowned-speakers/PHYSICSCONGRESS2025-Liping-Wei.jpg" class="img-responsive img-circle center-block"></div> <h4 class="home-speak">Liping Wei</h4> <p class="text-muted">Environmental Science New Jersey Institute of Technology USA </p> </div>  <div class="col-lg-3 col-md-3 col-sm-4 col-xs-6 text-center"> <div class="speaker-container"><img alt="" title="Almut Beige" src="https://d2cax41o7ahm5l.cloudfront.net/cs/renowned-speakers/PHYSICSCONGRESS2025-Almut-Beige.png" class="img-responsive img-circle center-block"></div> <h4 class="home-speak">Almut Beige</h4> <p class="text-muted">University of Leeds UK </p> </div>  <div class="col-lg-3 col-md-3 col-sm-4 col-xs-6 text-center"> <div class="speaker-container"><img alt="" title="Maria Chekhova" src="https://d2cax41o7ahm5l.cloudfront.net/cs/renowned-speakers/PHYSICSCONGRESS2025-Maria-Chekhova.jpg" class="img-responsive img-circle center-block"></div> <h4 class="home-speak">Maria Chekhova</h4> <p class="text-muted">Max-Planck Institute for the Science of Light Germany </p> </div>  <div class="col-lg-3 col-md-3 col-sm-4 col-xs-6 text-center"> <div class="speaker-container"><img alt="" title="Elena Tobisch" src="https://d2cax41o7ahm5l.cloudfront.net/cs/renowned-speakers/PHYSICSCONGRESS2025-Elena-Tobisch.jpg" class="img-responsive img-circle center-block"></div> <h4 class="home-speak">Elena Tobisch</h4> <p class="text-muted">J Kepler University Austria </p> </div>  <div class="col-lg-3 col-md-3 col-sm-4 col-xs-6 text-center"> <div class="speaker-container"><img alt="" title="G Rupper" src="https://d2cax41o7ahm5l.cloudfront.net/cs/renowned-speakers/PHYSICSCONGRESS2025-G-Rupper.png" class="img-responsive img-circle center-block"></div> <h4 class="home-speak">G Rupper</h4> <p class="text-muted">Army Research Laboratory USA </p> </div>  <div class="col-xs-12 text-center"><a class="btn-sm btn btn-warning" href="renowned-speakers.php">View More</a></div> </div> </section>   <div class="conf-content-main"> <div class="conf-content"> <div class="conf-list-area row"> <h4 class="text-center recg">Recommended Global <span class="text-uppercase "><strong>Physics</strong></span> Webinars & Conferences</h4> <div class="1col-lg-4 col-md-4 col-sm-4 conf-list-region zeropadding"> <div class="conf-list-region-box europe-list"> <div class="conf-list"> <h5 class="text-center text-success text-uppercase country"><strong>Europe & UK</strong></h5> <div class="list-group"> <a href="https://astrophysics.physicsmeeting.com" target="_blank" title="ASTRO PHYSICS 2025,Hungary" class="list-group-item"><span>ASTRO PHYSICS 2025</span>, <strong class="text-success">Hungary</strong></a> </div> </div> </div> </div> <div class="col-lg-4 col-md-4 col-sm-4 conf-list-region zeropadding"> <div class="conf-list-region-box asia-pacific-list"> <div class="conf-list"> <h5 class="text-center text-success text-uppercase country"><strong>Asia Pacific & Middle East</strong></h5> <div class="list-group"> </div> </div> </div> </div> <div class="col-lg-4 col-md-6 col-sm-6conf-list-region zeropadding"> <div class="conf-list-region-box "> <div class="conf-list"> <h5 class="text-center text-success text-uppercase country"><strong>Canada</strong></h5> <div class="list-group"> </div> </div> </div> </div> </div> </div> </div>  <div class="conf-content-main"> <div class="conf-content"> <h2 class="text-uppercase text-center text-white heading bg-success-gradient">PHYSICS CONGRESS 2025</h2> <div class="card-block conference-main-info welcome-message">    <ul class="nav nav-tabs"> <li> <a href="#section_About Conference" rel="section_About Conference">About Conference</a></li><li> <a href="#section_Major Sessions" rel="section_Major Sessions">Major Sessions</a></li><li> <a href="#section_Benefits of Attending" rel="section_Benefits of Attending">Benefits of Attending</a></li><li> <a href="#section_Market Analysis" rel="section_Market Analysis">Market Analysis</a></li><li> <a href="#section_Visa Trip Advisor" rel="section_Visa Trip Advisor">Visa Trip Advisor</a></li> </ul> <div id="mainPageContent" class="tab-content" > <div id="section_About Conference"> <h3>About Conference</h3> <p> <div align="center"></div><br><p style="color: rgb(255, 0, 255); text-align: justify;"> <marquee behavior="scroll" direction="right">Early Bird Discount available (50%) until this month</marquee></p> <div> <p style="text-align: justify;"> The upcoming <strong><a href="https://physics.annualcongress.com/">7<sup>th</sup> International Congress on Physics</a></strong>, scheduled for <strong><a href="https://physics.annualcongress.com/registration.php">June 24-25, 2025</a></strong>, in <strong><a href="https://physics.annualcongress.com/registration.php">Chicago, USA</a></strong>, and with the theme of "<strong>Revolutionizing Energy Systems through Physics Innovation</strong>" promises to be a gathering of some of the brightest minds in the field. This event will bring together leading physicists, researchers, and academicians from around the world to discuss the latest advancements and trends in both theoretical and experimental physics. With a focus on fostering collaboration and innovation, the conference will serve as a platform for exchanging ideas that could shape the future of the discipline.</p> <p style="text-align: justify;"> The conference will cover a broad range of topics, from quantum mechanics and particle physics to astrophysics and cosmology. Participants will have the opportunity to attend keynote presentations by renowned experts, engage in panel discussions on pressing issues, and explore ground-breaking research through interactive sessions. The event will also highlight emerging technologies and their potential to revolutionize our understanding of the physical world.</p> <p style="text-align: justify;"> In addition to the scientific sessions, the conference will offer ample networking opportunities, allowing attendees to connect with peers, establish new collaborations, and engage in thought-provoking conversations. Chicago, known for its vibrant scientific community and rich history, provides the perfect backdrop for this gathering. Attendees can also explore the city’s cultural landmarks, further enriching their conference experience.</p> <p style="text-align: justify;"> <strong>Conference Highlights:</strong></p> <ol> <li style="text-align: justify;"> <strong>Research Presentations</strong>: Attendees will have the opportunity to hear about the latest breakthroughs in physics, covering topics such as quantum mechanics, astrophysics, condensed matter, and theoretical physics.</li> <li style="text-align: justify;"> <strong>Clinical Updates</strong>: Experts will share insights into the latest experimental techniques, advancements in particle physics, and case studies that highlight innovative applications and best practices in the field.</li> <li style="text-align: justify;"> <strong>Workshops</strong> <strong>and Training</strong>: Participants can take part in interactive workshops and training sessions designed to teach new experimental techniques, computational methods, and emerging technologies.</li> <li style="text-align: justify;"> <strong>Keynote Addresses</strong>: Renowned physicists will deliver keynote speeches, presenting ground-breaking research and discussing future directions in various branches of physics.</li> <li style="text-align: justify;"> <strong>Poster Sessions</strong>: These sessions will provide early-career researchers a platform to present their findings in an interactive and informal environment, encouraging feedback and discussion.</li> <li style="text-align: justify;"> <strong>Networking Opportunities</strong>: The conference will offer ample opportunities to network with fellow physicists, mentors, and leaders in the field, fostering collaboration and professional growth.</li> <li style="text-align: justify;"> <strong>Exhibitions</strong>: Leading companies and organizations will showcase the latest products, technologies, and services related to physics, providing insights into industry trends and innovations.</li> </ol> </div> <p>  </p> </p> </div> <div id="section_Major Sessions"> <h3>Major Sessions</h3> <p> <p style="text-align: justify;"> <strong>Session 01: <a href="https://physics.annualcongress.com/events-list/physics">Physics</a></strong></p> <p style="text-align: justify;"> Physics is the study of matter, energy, and the fundamental forces that govern the universe, ranging from the smallest particles to the vastness of space. It encompasses a wide range of topics, including quantum mechanics, which explores the behaviour of particles at the atomic scale, and relativity, which examines the nature of space and time. Through both theoretical models and experimental techniques, physics seeks to understand the underlying principles that explain natural phenomena, driving technological advancements and contributing to our comprehension of the cosmos.</p> <p style="text-align: justify;"> <strong>Related Conferences</strong>: <a href="https://physics.annualcongress.com/abstract-submission.php">Physics Conferences</a> | <a href="https://physics.annualcongress.com/registration.php">Quantum physics Conferences</a> | <a href="https://physics.annualcongress.com/venue-hospitality.php">European physics Conferences</a> | <a href="https://physics.annualcongress.com/call-for-abstracts.php">Top physics Conferences</a> | <a href="https://physics.annualcongress.com/venue-hospitality.php">Applied Physics Conferences</a> | <a href="https://physics.annualcongress.com/registration.php">Semiconductor Physics Conferences</a> | <a href="https://physics.annualcongress.com/call-for-abstracts.php">Quantum Mechanics and Relativity Conferences</a> | <a href="https://physics.annualcongress.com/venue-hospitality.php">physics Meetings</a> | <a href="https://physics.annualcongress.com/events-list/future-directions-and-emerging-trends-in-science">American physics Conferences</a>    </p> <p style="text-align: justify;"> <strong>Worldwide Associations and Societies</strong>: <a href="https://physics.annualcongress.com/venue-hospitality.php">American Physics Association</a> | <a href="https://physics.annualcongress.com/registration.php">Association for Physics</a> | <a href="https://physics.annualcongress.com/registration.php">Association of Applied Physics</a> | <a href="https://physics.annualcongress.com/events-list/future-directions-and-emerging-trends-in-science">International Association of Semiconductor physics</a> | <a href="https://physics.annualcongress.com/events-list/future-directions-and-emerging-trends-in-science">World Physics Association</a> | <a href="https://physics.annualcongress.com/venue-hospitality.php">Indian Physics Society</a> | <a href="https://physics.annualcongress.com/registration.php">Astrophysics America</a> | <a href="https://physics.annualcongress.com/call-for-abstracts.php">Quantum Physics and Relativity Association of America</a> | <a href="https://physics.annualcongress.com/abstract-submission.php">Physics Institute</a> | <a href="https://physics.annualcongress.com/registration.php">International High-Energy Physics Foundation</a></p> <p style="text-align: justify;"> <strong>Session 02: <a href="https://physics.annualcongress.com/events-list/applied-physics">Applied physics</a></strong></p> <p style="text-align: justify;"> Applied physics bridges the gap between fundamental physics principles and practical applications, focusing on the utilization of physical concepts to solve real-world problems and develop new technologies. This field encompasses a diverse range of applications, from designing advanced materials and improving electronic devices to developing medical imaging techniques and enhancing energy systems. By leveraging theoretical knowledge and experimental techniques, applied physics drives innovation across various industries, contributing to advancements in fields such as telecommunications, renewable energy, and biomedical engineering.</p> <p style="text-align: justify;"> <strong>Related Conferences</strong>: <a href="https://physics.annualcongress.com/abstract-submission.php">Physics Conferences</a> | <a href="https://physics.annualcongress.com/registration.php">Quantum physics Conferences</a> | <a href="https://physics.annualcongress.com/venue-hospitality.php">European physics Conferences</a> | <a href="https://physics.annualcongress.com/call-for-abstracts.php">Top physics Conferences</a> | <a href="https://physics.annualcongress.com/venue-hospitality.php">Applied Physics Conferences</a> | <a href="https://physics.annualcongress.com/registration.php">Semiconductor Physics Conferences</a> | <a href="https://physics.annualcongress.com/call-for-abstracts.php">Quantum Mechanics and Relativity Conferences</a> | <a href="https://physics.annualcongress.com/venue-hospitality.php">physics Meetings</a> | <a href="https://physics.annualcongress.com/events-list/future-directions-and-emerging-trends-in-science">American physics Conferences</a>    </p> <p style="text-align: justify;"> <strong>Worldwide Associations and Societies</strong>: <a href="https://physics.annualcongress.com/venue-hospitality.php">American Physics Association</a> | <a href="https://physics.annualcongress.com/registration.php">Association for Physics</a> | <a href="https://physics.annualcongress.com/registration.php">Association of Applied Physics</a> | <a href="https://physics.annualcongress.com/events-list/future-directions-and-emerging-trends-in-science">International Association of Semiconductor physics</a> | <a href="https://physics.annualcongress.com/events-list/future-directions-and-emerging-trends-in-science">World Physics Association</a> | <a href="https://physics.annualcongress.com/venue-hospitality.php">Indian Physics Society</a> | <a href="https://physics.annualcongress.com/registration.php">Astrophysics America</a> | <a href="https://physics.annualcongress.com/call-for-abstracts.php">Quantum Physics and Relativity Association of America</a> | <a href="https://physics.annualcongress.com/abstract-submission.php">Physics Institute</a> | <a href="https://physics.annualcongress.com/registration.php">International High-Energy Physics Foundation</a></p> <p style="text-align: justify;"> <strong>Session 03: <a href="https://physics.annualcongress.com/events-list/semiconductor-physics">Semiconductor physics</a></strong></p> <p style="text-align: justify;"> Semiconductor physics focuses on the properties and behaviours of materials that have electrical conductivity between that of conductors and insulators. These materials, such as silicon and gallium arsenide, are fundamental to modern electronics, forming the basis of devices like transistors, diodes, and integrated circuits. The study of semiconductor physics involves understanding the movement of electrons and holes within these materials, the effects of doping, and the impact of external factors such as temperature and electric fields.</p> <p style="text-align: justify;"> <strong>Related Conferences</strong>: <a href="https://physics.annualcongress.com/abstract-submission.php">Physics Conferences</a> | <a href="https://physics.annualcongress.com/registration.php">Quantum physics Conferences</a> | <a href="https://physics.annualcongress.com/venue-hospitality.php">European physics Conferences</a> | <a href="https://physics.annualcongress.com/call-for-abstracts.php">Top physics Conferences</a> | <a href="https://physics.annualcongress.com/venue-hospitality.php">Applied Physics Conferences</a> | <a href="https://physics.annualcongress.com/registration.php">Semiconductor Physics Conferences</a> | <a href="https://physics.annualcongress.com/call-for-abstracts.php">Quantum Mechanics and Relativity Conferences</a> | <a href="https://physics.annualcongress.com/venue-hospitality.php">physics Meetings</a> | <a href="https://physics.annualcongress.com/events-list/future-directions-and-emerging-trends-in-science">American physics Conferences</a>    </p> <p style="text-align: justify;"> <strong>Worldwide Associations and Societies</strong>: <a href="https://physics.annualcongress.com/venue-hospitality.php">American Physics Association</a> | <a href="https://physics.annualcongress.com/registration.php">Association for Physics</a> | <a href="https://physics.annualcongress.com/registration.php">Association of Applied Physics</a> | <a href="https://physics.annualcongress.com/events-list/future-directions-and-emerging-trends-in-science">International Association of Semiconductor physics</a> | <a href="https://physics.annualcongress.com/events-list/future-directions-and-emerging-trends-in-science">World Physics Association</a> | <a href="https://physics.annualcongress.com/venue-hospitality.php">Indian Physics Society</a> | <a href="https://physics.annualcongress.com/registration.php">Astrophysics America</a> | <a href="https://physics.annualcongress.com/call-for-abstracts.php">Quantum Physics and Relativity Association of America</a> | <a href="https://physics.annualcongress.com/abstract-submission.php">Physics Institute</a> | <a href="https://physics.annualcongress.com/registration.php">International High-Energy Physics Foundation</a></p> <p style="text-align: justify;"> <strong>Session 04: <a href="https://physics.annualcongress.com/events-list/astrophysics-cosmology-and-space-exploration">Astrophysics, cosmology, and space exploration</a></strong></p> <p style="text-align: justify;"> Astrophysics, cosmology, and space exploration are interconnected fields that push the boundaries of our understanding of the universe. Astrophysics delves into the physical properties and interactions of celestial bodies, from the smallest particles to the largest galaxies, unraveling the fundamental laws that govern their behavior. Cosmology, on the other hand, studies the universe as a whole, focusing on its origin, evolution, and eventual fate, often addressing profound questions about the nature of dark matter and dark energy.</p> <p style="text-align: justify;"> <strong>Related Conferences</strong>: <a href="https://physics.annualcongress.com/abstract-submission.php">Physics Conferences</a> | <a href="https://physics.annualcongress.com/registration.php">Quantum physics Conferences</a> | <a href="https://physics.annualcongress.com/venue-hospitality.php">European physics Conferences</a> | <a href="https://physics.annualcongress.com/call-for-abstracts.php">Top physics Conferences</a> | <a href="https://physics.annualcongress.com/venue-hospitality.php">Applied Physics Conferences</a> | <a href="https://physics.annualcongress.com/registration.php">Semiconductor Physics Conferences</a> | <a href="https://physics.annualcongress.com/call-for-abstracts.php">Quantum Mechanics and Relativity Conferences</a> | <a href="https://physics.annualcongress.com/venue-hospitality.php">physics Meetings</a> | <a href="https://physics.annualcongress.com/events-list/future-directions-and-emerging-trends-in-science">American physics Conferences</a>    </p> <p style="text-align: justify;"> <strong>Worldwide Associations and Societies</strong>: <a href="https://physics.annualcongress.com/venue-hospitality.php">American Physics Association</a> | <a href="https://physics.annualcongress.com/registration.php">Association for Physics</a> | <a href="https://physics.annualcongress.com/registration.php">Association of Applied Physics</a> | <a href="https://physics.annualcongress.com/events-list/future-directions-and-emerging-trends-in-science">International Association of Semiconductor physics</a> | <a href="https://physics.annualcongress.com/events-list/future-directions-and-emerging-trends-in-science">World Physics Association</a> | <a href="https://physics.annualcongress.com/venue-hospitality.php">Indian Physics Society</a> | <a href="https://physics.annualcongress.com/registration.php">Astrophysics America</a> | <a href="https://physics.annualcongress.com/call-for-abstracts.php">Quantum Physics and Relativity Association of America</a> | <a href="https://physics.annualcongress.com/abstract-submission.php">Physics Institute</a> | <a href="https://physics.annualcongress.com/registration.php">International High-Energy Physics Foundation</a></p> <p style="text-align: justify;"> <strong>Session 05: <a href="https://physics.annualcongress.com/events-list/fundamental-physics-quantum-mechanics-and-relativity">Fundamental physics: Quantum Mechanics and Relativity</a></strong></p> <p style="text-align: justify;"> Fundamental physics explores the core principles governing the universe, with quantum mechanics and relativity offering profound insights into the nature of reality. Quantum mechanics reveals the behaviour of particles at the smallest scales, introducing concepts like wave-particle duality and uncertainty that challenge classical notions of determinism. It provides a framework for understanding phenomena such as atomic interactions and quantum entanglement.</p> <p style="text-align: justify;"> <strong>Related Conferences</strong>: <a href="https://physics.annualcongress.com/abstract-submission.php">Physics Conferences</a> | <a href="https://physics.annualcongress.com/registration.php">Quantum physics Conferences</a> | <a href="https://physics.annualcongress.com/venue-hospitality.php">European physics Conferences</a> | <a href="https://physics.annualcongress.com/call-for-abstracts.php">Top physics Conferences</a> | <a href="https://physics.annualcongress.com/venue-hospitality.php">Applied Physics Conferences</a> | <a href="https://physics.annualcongress.com/registration.php">Semiconductor Physics Conferences</a> | <a href="https://physics.annualcongress.com/call-for-abstracts.php">Quantum Mechanics and Relativity Conferences</a> | <a href="https://physics.annualcongress.com/venue-hospitality.php">physics Meetings</a> | <a href="https://physics.annualcongress.com/events-list/future-directions-and-emerging-trends-in-science">American physics Conferences</a>    </p> <p style="text-align: justify;"> <strong>Worldwide Associations and Societies</strong>: <a href="https://physics.annualcongress.com/venue-hospitality.php">American Physics Association</a> | <a href="https://physics.annualcongress.com/registration.php">Association for Physics</a> | <a href="https://physics.annualcongress.com/registration.php">Association of Applied Physics</a> | <a href="https://physics.annualcongress.com/events-list/future-directions-and-emerging-trends-in-science">International Association of Semiconductor physics</a> | <a href="https://physics.annualcongress.com/events-list/future-directions-and-emerging-trends-in-science">World Physics Association</a> | <a href="https://physics.annualcongress.com/venue-hospitality.php">Indian Physics Society</a> | <a href="https://physics.annualcongress.com/registration.php">Astrophysics America</a> | <a href="https://physics.annualcongress.com/call-for-abstracts.php">Quantum Physics and Relativity Association of America</a> | <a href="https://physics.annualcongress.com/abstract-submission.php">Physics Institute</a> | <a href="https://physics.annualcongress.com/registration.php">International High-Energy Physics Foundation</a></p> <p style="text-align: justify;"> <strong>Session 06: <a href="https://physics.annualcongress.com/events-list/particle-physics-and-high-energy-physics">Particle physics and high-energy physics</a></strong></p> <p style="text-align: justify;"> Particle physics and high-energy physics delve into the fundamental constituents of matter and the forces that govern their interactions. Particle physics focuses on identifying and understanding the basic building blocks of the universe, such as quarks, leptons, and bosons, and how these particles interact through fundamental forces. High-energy physics, a subset of particle physics, involves studying these particles at extremely high energies, often using particle accelerators to probe conditions similar to those just after the Big Bang.</p> <p style="text-align: justify;"> <strong>Related Conferences</strong>: <a href="https://physics.annualcongress.com/abstract-submission.php">Physics Conferences</a> | <a href="https://physics.annualcongress.com/registration.php">Quantum physics Conferences</a> | <a href="https://physics.annualcongress.com/venue-hospitality.php">European physics Conferences</a> | <a href="https://physics.annualcongress.com/call-for-abstracts.php">Top physics Conferences</a> | <a href="https://physics.annualcongress.com/venue-hospitality.php">Applied Physics Conferences</a> | <a href="https://physics.annualcongress.com/registration.php">Semiconductor Physics Conferences</a> | <a href="https://physics.annualcongress.com/call-for-abstracts.php">Quantum Mechanics and Relativity Conferences</a> | <a href="https://physics.annualcongress.com/venue-hospitality.php">physics Meetings</a> | <a href="https://physics.annualcongress.com/events-list/future-directions-and-emerging-trends-in-science">American physics Conferences</a>    </p> <p style="text-align: justify;"> <strong>Worldwide Associations and Societies</strong>: <a href="https://physics.annualcongress.com/venue-hospitality.php">American Physics Association</a> | <a href="https://physics.annualcongress.com/registration.php">Association for Physics</a> | <a href="https://physics.annualcongress.com/registration.php">Association of Applied Physics</a> | <a href="https://physics.annualcongress.com/events-list/future-directions-and-emerging-trends-in-science">International Association of Semiconductor physics</a> | <a href="https://physics.annualcongress.com/events-list/future-directions-and-emerging-trends-in-science">World Physics Association</a> | <a href="https://physics.annualcongress.com/venue-hospitality.php">Indian Physics Society</a> | <a href="https://physics.annualcongress.com/registration.php">Astrophysics America</a> | <a href="https://physics.annualcongress.com/call-for-abstracts.php">Quantum Physics and Relativity Association of America</a> | <a href="https://physics.annualcongress.com/abstract-submission.php">Physics Institute</a> | <a href="https://physics.annualcongress.com/registration.php">International High-Energy Physics Foundation</a></p> <p style="text-align: justify;"> <strong>Session 07: <a href="https://physics.annualcongress.com/events-list/laser-physics-plasma-physics-nuclear-physics">Laser Physics / Plasma Physics / Nuclear Physics </a> </strong></p> <p style="text-align: justify;"> Laser physics, plasma physics, and nuclear physics each explore different yet interconnected aspects of fundamental science. Laser physics investigates the principles and applications of laser technology, including the generation and manipulation of coherent light beams, which have revolutionized fields such as medicine, communications, and manufacturing. Plasma physics, on the other hand, studies ionized gases—plasma—and their interactions with electromagnetic fields, playing a critical role in understanding phenomena like solar flares and advancing technologies such as fusion energy.</p> <p style="text-align: justify;"> <strong>Related Conferences</strong>: <a href="https://physics.annualcongress.com/abstract-submission.php">Physics Conferences</a> | <a href="https://physics.annualcongress.com/registration.php">Quantum physics Conferences</a> | <a href="https://physics.annualcongress.com/venue-hospitality.php">European physics Conferences</a> | <a href="https://physics.annualcongress.com/call-for-abstracts.php">Top physics Conferences</a> | <a href="https://physics.annualcongress.com/venue-hospitality.php">Applied Physics Conferences</a> | <a href="https://physics.annualcongress.com/registration.php">Semiconductor Physics Conferences</a> | <a href="https://physics.annualcongress.com/call-for-abstracts.php">Quantum Mechanics and Relativity Conferences</a> | <a href="https://physics.annualcongress.com/venue-hospitality.php">physics Meetings</a> | <a href="https://physics.annualcongress.com/events-list/future-directions-and-emerging-trends-in-science">American physics Conferences</a>    </p> <p style="text-align: justify;"> <strong>Worldwide Associations and Societies</strong>: <a href="https://physics.annualcongress.com/venue-hospitality.php">American Physics Association</a> | <a href="https://physics.annualcongress.com/registration.php">Association for Physics</a> | <a href="https://physics.annualcongress.com/registration.php">Association of Applied Physics</a> | <a href="https://physics.annualcongress.com/events-list/future-directions-and-emerging-trends-in-science">International Association of Semiconductor physics</a> | <a href="https://physics.annualcongress.com/events-list/future-directions-and-emerging-trends-in-science">World Physics Association</a> | <a href="https://physics.annualcongress.com/venue-hospitality.php">Indian Physics Society</a> | <a href="https://physics.annualcongress.com/registration.php">Astrophysics America</a> | <a href="https://physics.annualcongress.com/call-for-abstracts.php">Quantum Physics and Relativity Association of America</a> | <a href="https://physics.annualcongress.com/abstract-submission.php">Physics Institute</a> | <a href="https://physics.annualcongress.com/registration.php">International High-Energy Physics Foundation</a></p> <p style="text-align: justify;"> <strong>Session 08:</strong> <strong><a href="https://physics.annualcongress.com/events-list/condensed-matter-physics">Condensed matter physics</a></strong></p> <p style="text-align: justify;"> Condensed matter physics investigates the properties and behaviours of solid and liquid materials at the atomic and molecular levels, focusing on phenomena that arise from the collective interactions of a large number of particles. This field encompasses a wide range of topics, including the study of crystals, magnetic materials, superconductors, and nanomaterials. By examining how atoms and molecules arrange themselves and interact, condensed matter physics provides insights into the physical properties of materials, such as electrical conductivity, magnetism, and thermal properties.</p> <p style="text-align: justify;"> <strong>Related Conferences</strong>: <a href="https://physics.annualcongress.com/abstract-submission.php">Physics Conferences</a> | <a href="https://physics.annualcongress.com/registration.php">Quantum physics Conferences</a> | <a href="https://physics.annualcongress.com/venue-hospitality.php">European physics Conferences</a> | <a href="https://physics.annualcongress.com/call-for-abstracts.php">Top physics Conferences</a> | <a href="https://physics.annualcongress.com/venue-hospitality.php">Applied Physics Conferences</a> | <a href="https://physics.annualcongress.com/registration.php">Semiconductor Physics Conferences</a> | <a href="https://physics.annualcongress.com/call-for-abstracts.php">Quantum Mechanics and Relativity Conferences</a> | <a href="https://physics.annualcongress.com/venue-hospitality.php">physics Meetings</a> | <a href="https://physics.annualcongress.com/events-list/future-directions-and-emerging-trends-in-science">American physics Conferences</a>    </p> <p style="text-align: justify;"> <strong>Worldwide Associations and Societies</strong>: <a href="https://physics.annualcongress.com/venue-hospitality.php">American Physics Association</a> | <a href="https://physics.annualcongress.com/registration.php">Association for Physics</a> | <a href="https://physics.annualcongress.com/registration.php">Association of Applied Physics</a> | <a href="https://physics.annualcongress.com/events-list/future-directions-and-emerging-trends-in-science">International Association of Semiconductor physics</a> | <a href="https://physics.annualcongress.com/events-list/future-directions-and-emerging-trends-in-science">World Physics Association</a> | <a href="https://physics.annualcongress.com/venue-hospitality.php">Indian Physics Society</a> | <a href="https://physics.annualcongress.com/registration.php">Astrophysics America</a> | <a href="https://physics.annualcongress.com/call-for-abstracts.php">Quantum Physics and Relativity Association of America</a> | <a href="https://physics.annualcongress.com/abstract-submission.php">Physics Institute</a> | <a href="https://physics.annualcongress.com/registration.php">International High-Energy Physics Foundation</a></p> <p style="text-align: justify;"> <strong>Session 09: <a href="https://physics.annualcongress.com/events-list/atomic-molecular-optical-physics">Atomic, Molecular & Optical Physics</a></strong></p> <p style="text-align: justify;"> Atomic, molecular, and optical physics explores the interactions between light and matter at the atomic and molecular scales, providing crucial insights into the fundamental processes governing these interactions. Atomic physics focuses on the structure and behaviour of atoms, including electron configurations and atomic transitions, while molecular physics examines the bonds and interactions between atoms within molecules. Optical physics investigates the properties and manipulation of light, including phenomena such as diffraction, polarization, and quantum optics.</p> <p style="text-align: justify;"> <strong>Related Conferences</strong>: <a href="https://physics.annualcongress.com/abstract-submission.php">Physics Conferences</a> | <a href="https://physics.annualcongress.com/registration.php">Quantum physics Conferences</a> | <a href="https://physics.annualcongress.com/venue-hospitality.php">European physics Conferences</a> | <a href="https://physics.annualcongress.com/call-for-abstracts.php">Top physics Conferences</a> | <a href="https://physics.annualcongress.com/venue-hospitality.php">Applied Physics Conferences</a> | <a href="https://physics.annualcongress.com/registration.php">Semiconductor Physics Conferences</a> | <a href="https://physics.annualcongress.com/call-for-abstracts.php">Quantum Mechanics and Relativity Conferences</a> | <a href="https://physics.annualcongress.com/venue-hospitality.php">physics Meetings</a> | <a href="https://physics.annualcongress.com/events-list/future-directions-and-emerging-trends-in-science">American physics Conferences</a>    </p> <p style="text-align: justify;"> <strong>Worldwide Associations and Societies</strong>: <a href="https://physics.annualcongress.com/venue-hospitality.php">American Physics Association</a> | <a href="https://physics.annualcongress.com/registration.php">Association for Physics</a> | <a href="https://physics.annualcongress.com/registration.php">Association of Applied Physics</a> | <a href="https://physics.annualcongress.com/events-list/future-directions-and-emerging-trends-in-science">International Association of Semiconductor physics</a> | <a href="https://physics.annualcongress.com/events-list/future-directions-and-emerging-trends-in-science">World Physics Association</a> | <a href="https://physics.annualcongress.com/venue-hospitality.php">Indian Physics Society</a> | <a href="https://physics.annualcongress.com/registration.php">Astrophysics America</a> | <a href="https://physics.annualcongress.com/call-for-abstracts.php">Quantum Physics and Relativity Association of America</a> | <a href="https://physics.annualcongress.com/abstract-submission.php">Physics Institute</a> | <a href="https://physics.annualcongress.com/registration.php">International High-Energy Physics Foundation</a></p> <p style="text-align: justify;"> <strong>Session 10: <a href="https://physics.annualcongress.com/events-list/gauss-law-electric-work-and-energy">Gauss law, Electric Work and Energy</a></strong></p> <p style="text-align: justify;"> Gauss's law, electric work, and electric energy are fundamental concepts in electromagnetism that describe the behaviour of electric fields and their interactions with charges. Gauss's law states that the electric flux through a closed surface is proportional to the enclosed electric charge, providing a powerful tool for calculating electric fields in various symmetric situations. Electric work refers to the energy required to move a charge within an electric field, and it is directly related to the force exerted by the field on the charge.</p> <p style="text-align: justify;"> <strong>Related Conferences</strong>: <a href="https://physics.annualcongress.com/abstract-submission.php">Physics Conferences</a> | <a href="https://physics.annualcongress.com/registration.php">Quantum physics Conferences</a> | <a href="https://physics.annualcongress.com/venue-hospitality.php">European physics Conferences</a> | <a href="https://physics.annualcongress.com/call-for-abstracts.php">Top physics Conferences</a> | <a href="https://physics.annualcongress.com/venue-hospitality.php">Applied Physics Conferences</a> | <a href="https://physics.annualcongress.com/registration.php">Semiconductor Physics Conferences</a> | <a href="https://physics.annualcongress.com/call-for-abstracts.php">Quantum Mechanics and Relativity Conferences</a> | <a href="https://physics.annualcongress.com/venue-hospitality.php">physics Meetings</a> | <a href="https://physics.annualcongress.com/events-list/future-directions-and-emerging-trends-in-science">American physics Conferences</a>    </p> <p style="text-align: justify;"> <strong>Worldwide Associations and Societies</strong>: <a href="https://physics.annualcongress.com/venue-hospitality.php">American Physics Association</a> | <a href="https://physics.annualcongress.com/registration.php">Association for Physics</a> | <a href="https://physics.annualcongress.com/registration.php">Association of Applied Physics</a> | <a href="https://physics.annualcongress.com/events-list/future-directions-and-emerging-trends-in-science">International Association of Semiconductor physics</a> | <a href="https://physics.annualcongress.com/events-list/future-directions-and-emerging-trends-in-science">World Physics Association</a> | <a href="https://physics.annualcongress.com/venue-hospitality.php">Indian Physics Society</a> | <a href="https://physics.annualcongress.com/registration.php">Astrophysics America</a> | <a href="https://physics.annualcongress.com/call-for-abstracts.php">Quantum Physics and Relativity Association of America</a> | <a href="https://physics.annualcongress.com/abstract-submission.php">Physics Institute</a> | <a href="https://physics.annualcongress.com/registration.php">International High-Energy Physics Foundation</a></p> <p style="text-align: justify;"> <strong>Session 11: <a href="https://physics.annualcongress.com/events-list/classical-modern-physics">Classical & Modern physics</a></strong></p> <p style="text-align: justify;"> Classical and modern physics represent two distinct but interconnected eras of understanding the natural world. Classical physics, which includes fields such as mechanics, electromagnetism, and thermodynamics, provides a framework for describing a wide range of physical phenomena using concepts like force, energy, and motion. It is largely based on deterministic principles and works well for macroscopic systems at everyday scales. Modern physics, on the other hand, emerged in the early 20th century with the development of quantum mechanics and relativity, addressing phenomena that classical physics could not explain, such as atomic and subatomic processes, and the effects of high velocities and strong gravitational fields.</p> <p style="text-align: justify;"> <strong>Related Conferences</strong>: <a href="https://physics.annualcongress.com/abstract-submission.php">Physics Conferences</a> | <a href="https://physics.annualcongress.com/registration.php">Quantum physics Conferences</a> | <a href="https://physics.annualcongress.com/venue-hospitality.php">European physics Conferences</a> | <a href="https://physics.annualcongress.com/call-for-abstracts.php">Top physics Conferences</a> | <a href="https://physics.annualcongress.com/venue-hospitality.php">Applied Physics Conferences</a> | <a href="https://physics.annualcongress.com/registration.php">Semiconductor Physics Conferences</a> | <a href="https://physics.annualcongress.com/call-for-abstracts.php">Quantum Mechanics and Relativity Conferences</a> | <a href="https://physics.annualcongress.com/venue-hospitality.php">physics Meetings</a> | <a href="https://physics.annualcongress.com/events-list/future-directions-and-emerging-trends-in-science">American physics Conferences</a>    </p> <p style="text-align: justify;"> <strong>Worldwide Associations and Societies</strong>: <a href="https://physics.annualcongress.com/venue-hospitality.php">American Physics Association</a> | <a href="https://physics.annualcongress.com/registration.php">Association for Physics</a> | <a href="https://physics.annualcongress.com/registration.php">Association of Applied Physics</a> | <a href="https://physics.annualcongress.com/events-list/future-directions-and-emerging-trends-in-science">International Association of Semiconductor physics</a> | <a href="https://physics.annualcongress.com/events-list/future-directions-and-emerging-trends-in-science">World Physics Association</a> | <a href="https://physics.annualcongress.com/venue-hospitality.php">Indian Physics Society</a> | <a href="https://physics.annualcongress.com/registration.php">Astrophysics America</a> | <a href="https://physics.annualcongress.com/call-for-abstracts.php">Quantum Physics and Relativity Association of America</a> | <a href="https://physics.annualcongress.com/abstract-submission.php">Physics Institute</a> | <a href="https://physics.annualcongress.com/registration.php">International High-Energy Physics Foundation</a></p> <p style="text-align: justify;"> <strong>Session 12: <a href="https://physics.annualcongress.com/events-list/interdisciplinary-applications-of-physics">Interdisciplinary Applications of Physics</a></strong></p> <p style="text-align: justify;"> Interdisciplinary applications of physics bridge the gap between fundamental scientific principles and practical advancements across diverse fields. By integrating concepts from physics with disciplines such as biology, chemistry, engineering, and medicine, researchers and practitioners can solve complex problems and develop innovative technologies. For instance, in medical physics, principles of radiation and imaging are used to advance diagnostic tools and treatments. In material science, physics contributes to the design of new materials with unique properties for electronics and energy applications.</p> <p style="text-align: justify;"> <strong>Related Conferences</strong>: <a href="https://physics.annualcongress.com/abstract-submission.php">Physics Conferences</a> | <a href="https://physics.annualcongress.com/registration.php">Quantum physics Conferences</a> | <a href="https://physics.annualcongress.com/venue-hospitality.php">European physics Conferences</a> | <a href="https://physics.annualcongress.com/call-for-abstracts.php">Top physics Conferences</a> | <a href="https://physics.annualcongress.com/venue-hospitality.php">Applied Physics Conferences</a> | <a href="https://physics.annualcongress.com/registration.php">Semiconductor Physics Conferences</a> | <a href="https://physics.annualcongress.com/call-for-abstracts.php">Quantum Mechanics and Relativity Conferences</a> | <a href="https://physics.annualcongress.com/venue-hospitality.php">physics Meetings</a> | <a href="https://physics.annualcongress.com/events-list/future-directions-and-emerging-trends-in-science">American physics Conferences</a>    </p> <p style="text-align: justify;"> <strong>Worldwide Associations and Societies</strong>: <a href="https://physics.annualcongress.com/venue-hospitality.php">American Physics Association</a> | <a href="https://physics.annualcongress.com/registration.php">Association for Physics</a> | <a href="https://physics.annualcongress.com/registration.php">Association of Applied Physics</a> | <a href="https://physics.annualcongress.com/events-list/future-directions-and-emerging-trends-in-science">International Association of Semiconductor physics</a> | <a href="https://physics.annualcongress.com/events-list/future-directions-and-emerging-trends-in-science">World Physics Association</a> | <a href="https://physics.annualcongress.com/venue-hospitality.php">Indian Physics Society</a> | <a href="https://physics.annualcongress.com/registration.php">Astrophysics America</a> | <a href="https://physics.annualcongress.com/call-for-abstracts.php">Quantum Physics and Relativity Association of America</a> | <a href="https://physics.annualcongress.com/abstract-submission.php">Physics Institute</a> | <a href="https://physics.annualcongress.com/registration.php">International High-Energy Physics Foundation</a></p> <p style="text-align: justify;"> <strong>Session 13: </strong><strong><a href="https://physics.annualcongress.com/events-list/theoretical-physics-and-mathematical-models">Theoretical physics and mathematical models</a></strong></p> <p style="text-align: justify;"> Theoretical physics and mathematical models are deeply intertwined, with mathematical models serving as the language through which theoretical physicists describe and predict physical phenomena. Theoretical physics seeks to understand the fundamental principles governing the universe, often developing abstract concepts and hypotheses about the nature of matter, energy, and spacetime. Mathematical models are essential tools in this process, providing a structured framework to express theories, test predictions, and derive quantitative results.</p> <p style="text-align: justify;"> <strong>Related Conferences</strong>: <a href="https://physics.annualcongress.com/abstract-submission.php">Physics Conferences</a> | <a href="https://physics.annualcongress.com/registration.php">Quantum physics Conferences</a> | <a href="https://physics.annualcongress.com/venue-hospitality.php">European physics Conferences</a> | <a href="https://physics.annualcongress.com/call-for-abstracts.php">Top physics Conferences</a> | <a href="https://physics.annualcongress.com/venue-hospitality.php">Applied Physics Conferences</a> | <a href="https://physics.annualcongress.com/registration.php">Semiconductor Physics Conferences</a> | <a href="https://physics.annualcongress.com/call-for-abstracts.php">Quantum Mechanics and Relativity Conferences</a> | <a href="https://physics.annualcongress.com/venue-hospitality.php">physics Meetings</a> | <a href="https://physics.annualcongress.com/events-list/future-directions-and-emerging-trends-in-science">American physics Conferences</a>    </p> <p style="text-align: justify;"> <strong>Worldwide Associations and Societies</strong>: <a href="https://physics.annualcongress.com/venue-hospitality.php">American Physics Association</a> | <a href="https://physics.annualcongress.com/registration.php">Association for Physics</a> | <a href="https://physics.annualcongress.com/registration.php">Association of Applied Physics</a> | <a href="https://physics.annualcongress.com/events-list/future-directions-and-emerging-trends-in-science">International Association of Semiconductor physics</a> | <a href="https://physics.annualcongress.com/events-list/future-directions-and-emerging-trends-in-science">World Physics Association</a> | <a href="https://physics.annualcongress.com/venue-hospitality.php">Indian Physics Society</a> | <a href="https://physics.annualcongress.com/registration.php">Astrophysics America</a> | <a href="https://physics.annualcongress.com/call-for-abstracts.php">Quantum Physics and Relativity Association of America</a> | <a href="https://physics.annualcongress.com/abstract-submission.php">Physics Institute</a> | <a href="https://physics.annualcongress.com/registration.php">International High-Energy Physics Foundation</a></p> <p style="text-align: justify;"> <strong>Session 14: <a href="https://physics.annualcongress.com/events-list/electromagnetism-and-electronics">Electromagnetism and Electronics</a></strong></p> <p style="text-align: justify;"> Electromagnetism and electronics are closely related fields that explore the behavior and application of electric and magnetic fields. Electromagnetism, a fundamental area of physics, describes the interactions between charged particles and electromagnetic fields through principles such as Maxwell's equations, which unify electric and magnetic phenomena. This theory underpins a wide range of technologies, including electric motors, transformers, and communication systems. Electronics, on the other hand, focuses on the design and application of electronic circuits and devices that manipulate electrical signals to perform various functions.</p> <p style="text-align: justify;"> <strong>Related Conferences</strong>: <a href="https://physics.annualcongress.com/abstract-submission.php">Physics Conferences</a> | <a href="https://physics.annualcongress.com/registration.php">Quantum physics Conferences</a> | <a href="https://physics.annualcongress.com/venue-hospitality.php">European physics Conferences</a> | <a href="https://physics.annualcongress.com/call-for-abstracts.php">Top physics Conferences</a> | <a href="https://physics.annualcongress.com/venue-hospitality.php">Applied Physics Conferences</a> | <a href="https://physics.annualcongress.com/registration.php">Semiconductor Physics Conferences</a> | <a href="https://physics.annualcongress.com/call-for-abstracts.php">Quantum Mechanics and Relativity Conferences</a> | <a href="https://physics.annualcongress.com/venue-hospitality.php">physics Meetings</a> | <a href="https://physics.annualcongress.com/events-list/future-directions-and-emerging-trends-in-science">American physics Conferences</a>    </p> <p style="text-align: justify;"> <strong>Worldwide Associations and Societies</strong>: <a href="https://physics.annualcongress.com/venue-hospitality.php">American Physics Association</a> | <a href="https://physics.annualcongress.com/registration.php">Association for Physics</a> | <a href="https://physics.annualcongress.com/registration.php">Association of Applied Physics</a> | <a href="https://physics.annualcongress.com/events-list/future-directions-and-emerging-trends-in-science">International Association of Semiconductor physics</a> | <a href="https://physics.annualcongress.com/events-list/future-directions-and-emerging-trends-in-science">World Physics Association</a> | <a href="https://physics.annualcongress.com/venue-hospitality.php">Indian Physics Society</a> | <a href="https://physics.annualcongress.com/registration.php">Astrophysics America</a> | <a href="https://physics.annualcongress.com/call-for-abstracts.php">Quantum Physics and Relativity Association of America</a> | <a href="https://physics.annualcongress.com/abstract-submission.php">Physics Institute</a> | <a href="https://physics.annualcongress.com/registration.php">International High-Energy Physics Foundation</a></p> <p style="text-align: justify;"> <strong>Session 15: <a href="https://physics.annualcongress.com/events-list/high-energy-nuclear-physics">High Energy Nuclear Physics</a></strong></p> <p style="text-align: justify;"> High-energy nuclear physics investigates the properties and interactions of atomic nuclei under extreme conditions, typically involving collisions at energies far exceeding those in normal nuclear processes. This field explores fundamental questions about the nature of matter, including the behaviour of quarks and gluons the building blocks of protons and neutrons under high temperatures and densities. Experiments in high-energy nuclear physics often involve particle accelerators that recreate conditions similar to those just after the Big Bang, enabling the study of quark-gluon plasma and the forces governing nuclear matter.</p> <p style="text-align: justify;"> <strong>Related Conferences</strong>: <a href="https://physics.annualcongress.com/abstract-submission.php">Physics Conferences</a> | <a href="https://physics.annualcongress.com/registration.php">Quantum physics Conferences</a> | <a href="https://physics.annualcongress.com/venue-hospitality.php">European physics Conferences</a> | <a href="https://physics.annualcongress.com/call-for-abstracts.php">Top physics Conferences</a> | <a href="https://physics.annualcongress.com/venue-hospitality.php">Applied Physics Conferences</a> | <a href="https://physics.annualcongress.com/registration.php">Semiconductor Physics Conferences</a> | <a href="https://physics.annualcongress.com/call-for-abstracts.php">Quantum Mechanics and Relativity Conferences</a> | <a href="https://physics.annualcongress.com/venue-hospitality.php">physics Meetings</a> | <a href="https://physics.annualcongress.com/events-list/future-directions-and-emerging-trends-in-science">American physics Conferences</a>    </p> <p style="text-align: justify;"> <strong>Worldwide Associations and Societies</strong>: <a href="https://physics.annualcongress.com/venue-hospitality.php">American Physics Association</a> | <a href="https://physics.annualcongress.com/registration.php">Association for Physics</a> | <a href="https://physics.annualcongress.com/registration.php">Association of Applied Physics</a> | <a href="https://physics.annualcongress.com/events-list/future-directions-and-emerging-trends-in-science">International Association of Semiconductor physics</a> | <a href="https://physics.annualcongress.com/events-list/future-directions-and-emerging-trends-in-science">World Physics Association</a> | <a href="https://physics.annualcongress.com/venue-hospitality.php">Indian Physics Society</a> | <a href="https://physics.annualcongress.com/registration.php">Astrophysics America</a> | <a href="https://physics.annualcongress.com/call-for-abstracts.php">Quantum Physics and Relativity Association of America</a> | <a href="https://physics.annualcongress.com/abstract-submission.php">Physics Institute</a> | <a href="https://physics.annualcongress.com/registration.php">International High-Energy Physics Foundation</a></p> <p style="text-align: justify;"> <strong>Session 16: <a href="https://physics.annualcongress.com/events-list/heavy-ion-physics">Heavy-Ion-Physics</a></strong></p> <p style="text-align: justify;"> Heavy-ion physics focuses on the study of collisions between heavy atomic nuclei at high energies, probing the fundamental properties of nuclear matter under extreme conditions. These collisions, typically conducted in particle accelerators, generate temperatures and densities high enough to create a quark-gluon plasma, a state of matter thought to have existed just after the Big Bang. By examining how this plasma forms and behaves, heavy-ion physics provides critical insights into the strong force, which binds quarks together within protons and neutrons.</p> <p style="text-align: justify;"> <strong>Related Conferences</strong>: <a href="https://physics.annualcongress.com/abstract-submission.php">Physics Conferences</a> | <a href="https://physics.annualcongress.com/registration.php">Quantum physics Conferences</a> | <a href="https://physics.annualcongress.com/venue-hospitality.php">European physics Conferences</a> | <a href="https://physics.annualcongress.com/call-for-abstracts.php">Top physics Conferences</a> | <a href="https://physics.annualcongress.com/venue-hospitality.php">Applied Physics Conferences</a> | <a href="https://physics.annualcongress.com/registration.php">Semiconductor Physics Conferences</a> | <a href="https://physics.annualcongress.com/call-for-abstracts.php">Quantum Mechanics and Relativity Conferences</a> | <a href="https://physics.annualcongress.com/venue-hospitality.php">physics Meetings</a> | <a href="https://physics.annualcongress.com/events-list/future-directions-and-emerging-trends-in-science">American physics Conferences</a>    </p> <p style="text-align: justify;"> <strong>Worldwide Associations and Societies</strong>: <a href="https://physics.annualcongress.com/venue-hospitality.php">American Physics Association</a> | <a href="https://physics.annualcongress.com/registration.php">Association for Physics</a> | <a href="https://physics.annualcongress.com/registration.php">Association of Applied Physics</a> | <a href="https://physics.annualcongress.com/events-list/future-directions-and-emerging-trends-in-science">International Association of Semiconductor physics</a> | <a href="https://physics.annualcongress.com/events-list/future-directions-and-emerging-trends-in-science">World Physics Association</a> | <a href="https://physics.annualcongress.com/venue-hospitality.php">Indian Physics Society</a> | <a href="https://physics.annualcongress.com/registration.php">Astrophysics America</a> | <a href="https://physics.annualcongress.com/call-for-abstracts.php">Quantum Physics and Relativity Association of America</a> | <a href="https://physics.annualcongress.com/abstract-submission.php">Physics Institute</a> | <a href="https://physics.annualcongress.com/registration.php">International High-Energy Physics Foundation</a></p> <p style="text-align: justify;"> <strong>Session 17: <a href="https://physics.annualcongress.com/events-list/material-physics">Material physics</a></strong></p> <p style="text-align: justify;"> Material physics is the study of the physical properties and behaviors of materials, focusing on how their atomic and molecular structures influence their overall characteristics. This field explores a wide range of materials, including metals, semiconductors, polymers, and composites, to understand phenomena such as conductivity, magnetism, and phase transitions. By applying principles of quantum mechanics, thermodynamics, and electromagnetism, material physicists investigate how materials respond to external forces, temperature changes, and electromagnetic fields.</p> <p style="text-align: justify;"> <strong>Related Conferences</strong>: <a href="https://physics.annualcongress.com/abstract-submission.php">Physics Conferences</a> | <a href="https://physics.annualcongress.com/registration.php">Quantum physics Conferences</a> | <a href="https://physics.annualcongress.com/venue-hospitality.php">European physics Conferences</a> | <a href="https://physics.annualcongress.com/call-for-abstracts.php">Top physics Conferences</a> | <a href="https://physics.annualcongress.com/venue-hospitality.php">Applied Physics Conferences</a> | <a href="https://physics.annualcongress.com/registration.php">Semiconductor Physics Conferences</a> | <a href="https://physics.annualcongress.com/call-for-abstracts.php">Quantum Mechanics and Relativity Conferences</a> | <a href="https://physics.annualcongress.com/venue-hospitality.php">physics Meetings</a> | <a href="https://physics.annualcongress.com/events-list/future-directions-and-emerging-trends-in-science">American physics Conferences</a>    </p> <p style="text-align: justify;"> <strong>Worldwide Associations and Societies</strong>: <a href="https://physics.annualcongress.com/venue-hospitality.php">American Physics Association</a> | <a href="https://physics.annualcongress.com/registration.php">Association for Physics</a> | <a href="https://physics.annualcongress.com/registration.php">Association of Applied Physics</a> | <a href="https://physics.annualcongress.com/events-list/future-directions-and-emerging-trends-in-science">International Association of Semiconductor physics</a> | <a href="https://physics.annualcongress.com/events-list/future-directions-and-emerging-trends-in-science">World Physics Association</a> | <a href="https://physics.annualcongress.com/venue-hospitality.php">Indian Physics Society</a> | <a href="https://physics.annualcongress.com/registration.php">Astrophysics America</a> | <a href="https://physics.annualcongress.com/call-for-abstracts.php">Quantum Physics and Relativity Association of America</a> | <a href="https://physics.annualcongress.com/abstract-submission.php">Physics Institute</a> | <a href="https://physics.annualcongress.com/registration.php">International High-Energy Physics Foundation</a></p> <p style="text-align: justify;"> <strong>Session </strong><strong>18: </strong><strong><a href="https://physics.annualcongress.com/events-list/nano-physics">Nano-Physics</a></strong></p> <p style="text-align: justify;"> Nano-physics is the study of physical phenomena at the nanometre scale, where the properties of materials can differ significantly from their behaviour in bulk form. At this scale, quantum effects become prominent, and the manipulation of individual atoms and molecules becomes possible, leading to unique electrical, optical, and mechanical properties. Nano-physics explores these phenomena to understand how materials behave when their dimensions are reduced to the nanometre range.</p> <p style="text-align: justify;"> <strong>Related Conferences</strong>: <a href="https://physics.annualcongress.com/abstract-submission.php">Physics Conferences</a> | <a href="https://physics.annualcongress.com/registration.php">Quantum physics Conferences</a> | <a href="https://physics.annualcongress.com/venue-hospitality.php">European physics Conferences</a> | <a href="https://physics.annualcongress.com/call-for-abstracts.php">Top physics Conferences</a> | <a href="https://physics.annualcongress.com/venue-hospitality.php">Applied Physics Conferences</a> | <a href="https://physics.annualcongress.com/registration.php">Semiconductor Physics Conferences</a> | <a href="https://physics.annualcongress.com/call-for-abstracts.php">Quantum Mechanics and Relativity Conferences</a> | <a href="https://physics.annualcongress.com/venue-hospitality.php">physics Meetings</a> | <a href="https://physics.annualcongress.com/events-list/future-directions-and-emerging-trends-in-science">American physics Conferences</a>    </p> <p style="text-align: justify;"> <strong>Worldwide Associations and Societies</strong>: <a href="https://physics.annualcongress.com/venue-hospitality.php">American Physics Association</a> | <a href="https://physics.annualcongress.com/registration.php">Association for Physics</a> | <a href="https://physics.annualcongress.com/registration.php">Association of Applied Physics</a> | <a href="https://physics.annualcongress.com/events-list/future-directions-and-emerging-trends-in-science">International Association of Semiconductor physics</a> | <a href="https://physics.annualcongress.com/events-list/future-directions-and-emerging-trends-in-science">World Physics Association</a> | <a href="https://physics.annualcongress.com/venue-hospitality.php">Indian Physics Society</a> | <a href="https://physics.annualcongress.com/registration.php">Astrophysics America</a> | <a href="https://physics.annualcongress.com/call-for-abstracts.php">Quantum Physics and Relativity Association of America</a> | <a href="https://physics.annualcongress.com/abstract-submission.php">Physics Institute</a> | <a href="https://physics.annualcongress.com/registration.php">International High-Energy Physics Foundation</a></p> <p style="text-align: justify;"> <strong>Session </strong><strong>19: </strong><strong><a href="https://physics.annualcongress.com/events-list/innovative-experimental-techniques">Innovative Experimental Techniques</a></strong></p> <p style="text-align: justify;"> Innovative experimental techniques are at the forefront of scientific discovery, enabling researchers to explore new frontiers in various fields of study. These techniques involve the development and application of cutting-edge tools and methodologies that allow for more precise measurements, deeper analysis, and the observation of phenomena previously beyond our reach. Advances such as high-resolution imaging, ultrafast spectroscopy, and quantum measurement devices have revolutionized our ability to investigate the complexities of matter, energy, and biological systems.</p> <p style="text-align: justify;"> <strong>Related Conferences</strong>: <a href="https://physics.annualcongress.com/abstract-submission.php">Physics Conferences</a> | <a href="https://physics.annualcongress.com/registration.php">Quantum physics Conferences</a> | <a href="https://physics.annualcongress.com/venue-hospitality.php">European physics Conferences</a> | <a href="https://physics.annualcongress.com/call-for-abstracts.php">Top physics Conferences</a> | <a href="https://physics.annualcongress.com/venue-hospitality.php">Applied Physics Conferences</a> | <a href="https://physics.annualcongress.com/registration.php">Semiconductor Physics Conferences</a> | <a href="https://physics.annualcongress.com/call-for-abstracts.php">Quantum Mechanics and Relativity Conferences</a> | <a href="https://physics.annualcongress.com/venue-hospitality.php">physics Meetings</a> | <a href="https://physics.annualcongress.com/events-list/future-directions-and-emerging-trends-in-science">American physics Conferences</a>    </p> <p style="text-align: justify;"> <strong>Worldwide Associations and Societies</strong>: <a href="https://physics.annualcongress.com/venue-hospitality.php">American Physics Association</a> | <a href="https://physics.annualcongress.com/registration.php">Association for Physics</a> | <a href="https://physics.annualcongress.com/registration.php">Association of Applied Physics</a> | <a href="https://physics.annualcongress.com/events-list/future-directions-and-emerging-trends-in-science">International Association of Semiconductor physics</a> | <a href="https://physics.annualcongress.com/events-list/future-directions-and-emerging-trends-in-science">World Physics Association</a> | <a href="https://physics.annualcongress.com/venue-hospitality.php">Indian Physics Society</a> | <a href="https://physics.annualcongress.com/registration.php">Astrophysics America</a> | <a href="https://physics.annualcongress.com/call-for-abstracts.php">Quantum Physics and Relativity Association of America</a> | <a href="https://physics.annualcongress.com/abstract-submission.php">Physics Institute</a> | <a href="https://physics.annualcongress.com/registration.php">International High-Energy Physics Foundation</a></p> <p style="text-align: justify;"> <strong>Session </strong><strong>20: <a href="https://physics.annualcongress.com/events-list/future-directions-and-emerging-trends-in-science">Future directions and emerging trends in science</a></strong></p> <p style="text-align: justify;"> Future directions and emerging trends in science and technology are shaping a rapidly evolving landscape, driven by advancements in fields such as artificial intelligence, quantum computing, biotechnology, and renewable energy. As interdisciplinary research becomes increasingly vital, we see a convergence of technologies that were once distinct, leading to innovations like AI-driven drug discovery, quantum communication networks, and sustainable energy solutions.</p> <p style="text-align: justify;"> <strong>Related Conferences</strong>: <a href="https://physics.annualcongress.com/abstract-submission.php">Physics Conferences</a> | <a href="https://physics.annualcongress.com/registration.php">Quantum physics Conferences</a> | <a href="https://physics.annualcongress.com/venue-hospitality.php">European physics Conferences</a> | <a href="https://physics.annualcongress.com/call-for-abstracts.php">Top physics Conferences</a> | <a href="https://physics.annualcongress.com/venue-hospitality.php">Applied Physics Conferences</a> | <a href="https://physics.annualcongress.com/registration.php">Semiconductor Physics Conferences</a> | <a href="https://physics.annualcongress.com/call-for-abstracts.php">Quantum Mechanics and Relativity Conferences</a> | <a href="https://physics.annualcongress.com/venue-hospitality.php">physics Meetings</a> | <a href="https://physics.annualcongress.com/events-list/future-directions-and-emerging-trends-in-science">American physics Conferences</a>    </p> <p style="text-align: justify;"> <strong>Worldwide Associations and Societies</strong>: <a href="https://physics.annualcongress.com/venue-hospitality.php">American Physics Association</a> | <a href="https://physics.annualcongress.com/registration.php">Association for Physics</a> | <a href="https://physics.annualcongress.com/registration.php">Association of Applied Physics</a> | <a href="https://physics.annualcongress.com/events-list/future-directions-and-emerging-trends-in-science">International Association of Semiconductor physics</a> | <a href="https://physics.annualcongress.com/events-list/future-directions-and-emerging-trends-in-science">World Physics Association</a> | <a href="https://physics.annualcongress.com/venue-hospitality.php">Indian Physics Society</a> | <a href="https://physics.annualcongress.com/registration.php">Astrophysics America</a> | <a href="https://physics.annualcongress.com/call-for-abstracts.php">Quantum Physics and Relativity Association of America</a> | <a href="https://physics.annualcongress.com/abstract-submission.php">Physics Institute</a> | <a href="https://physics.annualcongress.com/registration.php">International High-Energy Physics Foundation</a></p> </p> </div> <div id="section_Benefits of Attending"> <h3>Benefits of Attending</h3> <p> <p style="text-align: justify;"> <strong>Benefits of Participation- Speaker:</strong></p> <ul> <li style="text-align: justify;"> Worldwide acknowledgment of Researcher’s profile</li> <li style="text-align: justify;"> Obtain professional development credits</li> <li style="text-align: justify;"> Explore the best in Cutting Edge Research</li> <li style="text-align: justify;"> Make Lasting connections at Networking and Social Events</li> <li style="text-align: justify;"> An opportunity to give One-page advertisement in abstract book and flyers distribution which eventually gets 1 Million views and add great value to your research profile</li> <li style="text-align: justify;"> Learn beyond your field of interest, a change to know more about the new topics and research apart from your core subject from Food and Nutrition</li> <li style="text-align: justify;"> We provide unique convergence of Networking, Learning and Fun into a single package</li> </ul> <p style="text-align: justify;"> <strong>Benefits of Participation- Delegate:</strong></p> <ul> <li style="text-align: justify;"> Professional Development –Uplift the knowledge and skills</li> <li style="text-align: justify;"> Conference attendance inspires, rejuvenates, and energizes delegates</li> <li style="text-align: justify;"> Your participation at our conference will be helpful for a new approach and ideology that can be utilized for extending the outcome of companies or industries.</li> <li style="text-align: justify;"> Opportunities to meet through online webinar for Healthcare Summit researchers and experts of same field and share new ideas</li> </ul> <p style="text-align: justify;"> <strong>Exhibitor benefits:</strong></p> <ul> <li style="text-align: justify;"> One exhibit booth (Size-3X3 sqm).</li> <li style="text-align: justify;"> 1-page publication of the exhibitor profile in the souvenir- GLOBAL MENTAL HEALTH 2025.</li> <li style="text-align: justify;"> Promotion through the conference website.</li> <li style="text-align: justify;"> Promotional video on company products during the conference (Post session and Breaks).</li> <li style="text-align: justify;"> One complimentary scientific program registration.</li> <li style="text-align: justify;"> Logo recognition in the Scientific program, Conference banner and flyer.</li> <li style="text-align: justify;"> One A4 flyer insert in the conference kit.</li> <li style="text-align: justify;"> An opportunity to sponsor 1 Poster Presentation Award.</li> <li style="text-align: justify;"> Post conference -submission of the mailing list.</li> </ul> </p> </div> <div id="section_Market Analysis"> <h3>Market Analysis</h3> <p> <p style="text-align:justify"> According to a recent market research report, the global market for applications in physical technologies, such as optical communication and laser processing, across various sectors including commerce, telecommunications, research, defence, medical, automotive, electronics, and industrial, is projected to reach a value of $15.38 billion by 2022, with a compound annual growth rate (CAGR) of 5.2% from 2017 to 2022. Key factors driving this growth include increasing demand from the healthcare sector, a shift towards environmental and financial sectors, advancements in nanotechnology and micro-device production, and the adoption of high-performance processing techniques for traditional materials.<o:p></o:p></p> <p style="text-align:justify"> Nuclear physics plays a crucial role in defining, describing, and assessing the processes involved in the nuclear physics sector, with a focus on regional and end-user markets. The Nuclear Physics Market is anticipated to expand from $2.25 trillion to $2.85 trillion by 2021, with a projected compound annual growth rate (CAGR) of 4.8% over the calculation period from 2016, 2018 to 2022. This growth allows for an estimation of the market's size, with North America, Asia, and Europe being the three primary regions of focus in the nuclear physics sector.</p> <p style="text-align:justify"> Materials science is a foundational discipline within physics, often used to explore and understand the essential laws of nature. While material science and general concepts are sometimes applied too late, their purpose lies in mutual discovery and the formulation of fundamental scientific principles. As it evolved alongside advanced sciences, materials science became increasingly specialized, distinguishing itself from other branches of physics such as cosmology, surveying, and engineering. It plays a significant role across various scientific fields, each with its own branches governed by physical laws and theories, such as astronomy, geophysics, biophysics, and psychophysics. At its core, materials science can be defined as the study of matter, motion, and energy, with its laws articulated with precision in the language of science.</p> <p style="text-align:justify"> In a previous market analysis from 2019, the global physical market was projected to reach $3.4 billion. According to BCC Research market forecasters, the global market for physics-based industries was estimated at approximately $4.3 billion in 2018, with expectations of growth to around $6.2 billion by 2022, reflecting an annual growth rate of 7.7%. This growth is driven by applications in areas such as cardiac, breast MRI, and neurological fields, where the global market is anticipated to increase from $770 million in 2018 to $1.2 billion by 2020, representing an annual growth rate of 9.3%.</p> <p style="text-align:justify"> <img alt="" src="data:image/png;base64,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" /></p> </p> </div> <div id="section_Visa Trip Advisor"> <h3>Visa Trip Advisor</h3> <p> <p> Planning a trip to <strong>Chicago, USA?</strong> Attend our Meeting!</p> <p> <strong>Issue with VISA?</strong></p> <p> To support participants in their <strong>VISA application process</strong>, we provide VISA support documents as follows:</p> <ol> <li> Official Letter of Invitation</li> <li> Official Letter of Abstract Acceptance</li> <li> Receipt of Payment</li> </ol> <p> <strong>Points to note:</strong></p> <p> Visa Letter (official letter of invitation) will be issued only after successful registration and payment for the conference.</p> <p> Visa Letters can be issued only for the individual accepted to attend the conference. Please contact the <strong>Program Manager, Andrea, via medicine@meetingsseries.com to arrange for a Visa Letter.</strong></p> <p> <strong>Kindly provide us with the following information for Visa Letters:</strong></p> <ol> <li> Your name as it appears on your passport</li> <li> Passport Scan Copy (for passport number and date of birth)</li> <li> Abstract Acceptance letter for Presenters</li> </ol> <p> <strong>Payment Methods:</strong></p> <ol> <li> Payment Gateway/RAZORPAY</li> <li> Bank-to-Bank transfer</li> </ol> <p> <strong>Having trouble with registration?</strong></p> <p> Please contact Program Manager Andrea Davis, via medicine@meetingsseries.com. 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<option value="Panama">Panama</option> <option value="Papua New Guinea">Papua New Guinea</option> <option value="Paraguay">Paraguay</option> <option value="Peru">Peru</option> <option value="Philippines">Philippines</option> <option value="Pitcairn">Pitcairn</option> <option value="Poland">Poland</option> <option value="Portugal">Portugal</option> <option value="Qatar">Qatar</option> <option value="Reunion">Reunion</option> <option value="Romania">Romania</option> <option value="Russian Federation">Russian Federation</option> <option value="Rwanda">Rwanda</option> <option value="S. Georgia and S. Sandwich Isls.">S. Georgia and S. Sandwich Isls.</option> <option value="Saint Kitts and Nevis">Saint Kitts and Nevis</option> <option value="Saint Lucia">Saint Lucia</option> <option value="Saint Vincent and The Grenadines">Saint Vincent and The Grenadines</option> <option value="Samoa">Samoa</option> <option value="San Marino">San Marino</option> <option value="Sao Tome and Principe">Sao Tome and Principe</option> <option value="Saudi Arabia">Saudi Arabia</option> <option value="Senegal">Senegal</option> <option value="Serbia">Serbia</option> <option value="Seychelles">Seychelles</option> <option value="Sierra Leone">Sierra Leone</option> <option value="Singapore">Singapore</option> <option value="Slovak Republic">Slovak Republic</option> <option value="Slovenia">Slovenia</option> <option value="Solomon Islands">Solomon Islands</option> <option value="Somalia">Somalia</option> <option value="South Africa">South Africa</option> <option value="Spain">Spain</option> <option value="Sri Lanka">Sri Lanka</option> <option value="St. Helena">St. Helena</option> <option value="St. Pierre and Miquelon">St. Pierre and Miquelon</option> <option value="Sudan">Sudan</option> <option value="Suriname">Suriname</option> <option value="Svalbard and Jan Mayen Islands">Svalbard and Jan Mayen Islands</option> <option value="Swaziland">Swaziland</option> <option value="Sweden">Sweden</option> <option value="Switzerland">Switzerland</option> <option value="Syria">Syria</option> <option value="Taiwan">Taiwan</option> <option value="Tajikistan">Tajikistan</option> <option value="Tanzania">Tanzania</option> <option value="Thailand">Thailand</option> <option value="Togo">Togo</option> <option value="Tokelau">Tokelau</option> <option value="Tonga">Tonga</option> <option value="Trinidad and Tobago">Trinidad and Tobago</option> <option value="Tunisia">Tunisia</option> <option value="Turkey">Turkey</option> <option value="Turkmenistan">Turkmenistan</option> <option value="Turks and Caicos Islands">Turks and Caicos Islands</option> <option value="Tuvalu">Tuvalu</option> <option value="US Minor Outlying Islands">US Minor Outlying Islands</option> <option value="Uganda">Uganda</option> <option value="Ukraine">Ukraine</option> <option value="United Arab Emirates">United Arab Emirates</option> <option value="United Kingdom">United Kingdom</option> <option value="United States">United States</option> <option value="Uruguay">Uruguay</option> <option value="Uzbekistan">Uzbekistan</option> <option value="Vanuatu">Vanuatu</option> <option value="Vatican City State (Holy See)">Vatican City State (Holy See)</option> <option value="Venezuela">Venezuela</option> <option value="Viet Nam">Viet Nam</option> <option value="Virgin Islands (British)">Virgin Islands (British)</option> <option value="Wallis and Futuna Islands">Wallis and Futuna Islands</option> <option value="Western Sahara">Western Sahara</option> <option value="Yemen">Yemen</option> <option value="Yugoslavia">Yugoslavia</option> <option value="Zaire">Zaire</option> <option value="Zambia">Zambia</option> <option value="Zimbabwe">Zimbabwe</option> </select> </div> </div> <div class="form-group"> <label for="inputSubject" class="col-sm-2 control-label">Material Type</label> <div class="col-sm-10"> <select class="form-control" name="MaterialType" id="MaterialType" required=""> <option value="">Select Material Type</option> <option value="Proceedings (Souvenir) - Hard Copy">Proceedings (Souvenir) - Hard Copy</option> <option value="Proceedings (Souvenir) - Soft Copy">Proceedings (Souvenir) - Soft Copy</option> <option value="Attendees List & Contacts">Attendees List & Contacts</option> <option value="Post Conference Networking">Post Conference Networking</option> <option value="Conference Photos Gallery">Conference Photos Gallery</option> </select> </div> </div> <div class="form-group"> <label for="inputMessage" class="col-sm-2 control-label">Message</label> <div class="col-sm-10"> <textarea class="form-control" rows="3" name="inputMessage" id="inputMessage" name="message" Placeholder="Enter Your Message Here"></textarea> </div> </div> <div class="form-group"> <p class="text-center"><button type="button" id="purchaseTodayBtn" class="btn btn-success">Submit</button><button type="button" class="btn btn-default" data-dismiss="modal">Close</button></p> </div> </form> </div> </div> </div> </div> <script> $(document).ready(function(){ var Emailfilter = /^([a-zA-Z0-9_\.\-])+\@(([a-zA-Z0-9\-])+\.)+([a-zA-Z0-9]{2,4})+$/; $('#purchaseTodayBtn').click(function(event){ event.preventDefault(); var postData = { 'conference_name' : $('#purchaseToday input[id=conference_name]').val(), 'conference_url' : $('#purchaseToday input[id=conference_url]').val(), 'conference_email' : $('#purchaseToday input[id=conference_email]').val(), 'inputName' : $('#purchaseToday input[id=inputName]').val(), 'inputEmail' : $('#purchaseToday input[id=inputEmail]').val(), 'inputMobile' : $('#purchaseToday input[id=inputMobile]').val(), 'inputCountry' : $('#purchaseToday select[id=Country]').val(), 'materialType' : $('#purchaseToday select[id=MaterialType]').val(), 'inputMessage' : $('#purchaseToday textarea[id=inputMessage]').val(), 'confId' : $('#purchaseToday input[id=confId]').val(), 'country' : $('#purchaseToday input[id=conference_country]').val() } if (postData.inputName=='') { $('#materials_msg').html('<font style="color:red;font-weight:bolder;">Name Required.</font>'); } else if (postData.inputEmail=='') { $('#materials_msg').html('<font style="color:red;font-weight:bolder;">Email Required.</font>'); } else if (!Emailfilter.test(postData.inputEmail)) { $('#materials_msg').html('<font style="color:red;font-weight:bolder;">Invalid Email.</font>'); } else if (postData.inputMobile=='') { $('#materials_msg').html('<font style="color:red;font-weight:bolder;">Mobile Number Required.</font>'); } else if (postData.inputCountry=='') { $('#materials_msg').html('<font style="color:red;font-weight:bolder;">Country Required.</font>'); } else if (postData.materialType=='') { $('#materials_msg').html('<font style="color:red;font-weight:bolder;">Material Type Required.</font>'); } else { $('#materials_msg').html(""); $.ajax({ url:'http://physics.annualcongress.com/purchase_materials.php', type:'post', data:postData, success: function(response){ if(response==1){ $('#purchase_form').html('<p style="color:green;font-weight:bold; font-size:20px; text-align:center;">Thanks for contacting us for purchasing,<br/> we will get back to you soon from </p><a id="contact_mail" href="mailto:' + postData.conference_email + '">' + postData.conference_email + '</a>'); }else{ $('#materials_msg').html('<font style="color:red;font-weight:bolder;">Sorry! Something went wrong! Try again!</font>'); } }, error:function(response){ $('#materials_msg').html('<font style="color:red;font-weight:bolder;">Sorry! Something went wrong! Try again!</font>'); } }); } }); }); </script> <div class="modal fade" id="customisedSponsorship" tabindex="-1" role="dialog"> <div class="modal-dialog" role="document"> <div class="modal-content"> <div class="modal-header"> <button type="button" class="close" data-dismiss="modal" aria-label="Close"><span aria-hidden="true">×</span></button> <h3 class="modal-title text-center">Customised Sponsorship</h3> <div id="sponsorship_msg" class="span12 text-center"></div> </div> <div class="modal-body" id="contact_form"> <p class="text-center text-success"><strong>Please fill the form. we will get back you soon.</strong></p> <form class="form-horizontal" id="sponsorship_form"> <input type="hidden" name="conference_url" id="conference_url" value=""> <input type="hidden" name="conference_country" id="conference_country" value=""> <input type="hidden" name="conference_name" id="conference_name" value="" /> <input type="hidden" name="conference_email" id="conference_email" value="contact@globalconferencemeet.com" /> <input type="hidden" name="confId" id="confId" value="13469" /> <div class="form-group"> <label for="inputName" class="col-sm-2 control-label">Name</label> <div class="col-sm-10"> <input type="name" class="form-control" name="inputName" id="inputName" placeholder="Enter Your Name Here" name="name" required="required"> </div> </div> <div class="form-group"> <label for="inputEmail" class="col-sm-2 control-label">Email</label> <div class="col-sm-10"> <input type="email" class="form-control" name="inputEmail" id="inputEmail" placeholder="Enter Your Email Address Here" name="email" required="required"> </div> </div> <div class="form-group"> <label for="inputMobile" class="col-sm-2 control-label">Mobile Number</label> <div class="col-sm-10"> <input type="text" class="form-control" name="inputMobile" id="inputMobile" placeholder="Enter Your Mobile Number Here" name="mobile" required="required"> </div> </div> <div class="form-group"> <label for="inputMobile" class="col-sm-2 control-label">Country</label> <div class="col-sm-10"> <select class="form-control" name="Country" id="Country" required=""> <option value="">Select country</option> <option value="United States">United States</option> <option value="United Kingdom">United Kingdom</option> <option value="Afghanistan">Afghanistan</option> <option value="Albania">Albania</option> <option value="Algeria">Algeria</option> <option value="American Samoa">American Samoa</option> <option value="Andorra">Andorra</option> <option value="Angola">Angola</option> <option value="Anguilla">Anguilla</option> <option value="Antarctica">Antarctica</option> <option value="Antigua and Barbuda">Antigua and Barbuda</option> <option value="Argentina">Argentina</option> <option value="Armenia">Armenia</option> <option value="Aruba">Aruba</option> <option value="Australia">Australia</option> <option value="Austria">Austria</option> <option value="Azerbaijan">Azerbaijan</option> <option value="Bahamas">Bahamas</option> <option value="Bahrain">Bahrain</option> <option value="Bangladesh">Bangladesh</option> <option value="Barbados">Barbados</option> <option value="Belarus">Belarus</option> <option value="Belgium">Belgium</option> <option value="Belize">Belize</option> <option value="Benin">Benin</option> <option value="Bermuda">Bermuda</option> <option value="Bhutan">Bhutan</option> <option value="Bolivia">Bolivia</option> <option value="Bosnia and Herzegovina">Bosnia and Herzegovina</option> <option value="Botswana">Botswana</option> <option value="Bouvet Island">Bouvet Island</option> <option value="Brazil">Brazil</option> <option value="British Indian Ocean Territory">British Indian Ocean Territory</option> <option value="Brunei Darussalam">Brunei Darussalam</option> <option value="Bulgaria">Bulgaria</option> <option value="Burkina Faso">Burkina Faso</option> <option value="Burundi">Burundi</option> <option value="Cambodia">Cambodia</option> <option value="Cameroon">Cameroon</option> <option value="Canada">Canada</option> <option value="Canadian Nunavut Territory">Canadian Nunavut Territory</option> <option value="Cape Verde">Cape Verde</option> <option value="Cayman Islands">Cayman Islands</option> <option value="Central African Republic">Central African Republic</option> <option value="Chad">Chad</option> <option value="Chile">Chile</option> <option value="China">China</option> <option value="Christmas Island">Christmas Island</option> <option value="Cocos (Keeling Islands)">Cocos (Keeling Islands)</option> <option value="Colombia">Colombia</option> <option value="Comoros">Comoros</option> <option value="Congo">Congo</option> <option value="Cook Islands">Cook Islands</option> <option value="Costa Rica">Costa Rica</option> <option value="Cote D'Ivoire (Ivory Coast)">Cote D'Ivoire (Ivory Coast)</option> <option value="Croatia (Hrvatska)">Croatia (Hrvatska)</option> <option value="Cuba">Cuba</option> <option value="Cyprus">Cyprus</option> <option value="Czech Republic">Czech Republic</option> <option value="Denmark">Denmark</option> <option value="Djibouti">Djibouti</option> <option value="Dominica">Dominica</option> <option value="Dominican Republic">Dominican Republic</option> <option value="East Timor">East Timor</option> <option value="Ecuador">Ecuador</option> <option value="Egypt">Egypt</option> <option value="El Salvador">El Salvador</option> <option value="Equatorial Guinea">Equatorial Guinea</option> <option value="Eritrea">Eritrea</option> <option value="Estonia">Estonia</option> <option value="Ethiopia">Ethiopia</option> <option value="Falkland Islands (Malvinas)">Falkland Islands (Malvinas)</option> <option value="Faroe Islands">Faroe Islands</option> <option value="Fiji">Fiji</option> <option value="Finland">Finland</option> <option value="France">France</option> <option value="France, Metropolitan">France, Metropolitan</option> <option value="French Guiana">French Guiana</option> <option value="French Polynesia">French Polynesia</option> <option value="French Southern Territories">French Southern Territories</option> <option value="Gabon">Gabon</option> <option value="Gambia">Gambia</option> <option value="Georgia">Georgia</option> <option value="Germany">Germany</option> <option value="Ghana">Ghana</option> <option value="Gibraltar">Gibraltar</option> <option value="Greece">Greece</option> <option value="Greenland">Greenland</option> <option value="Grenada">Grenada</option> <option value="Guadeloupe">Guadeloupe</option> <option value="Guam">Guam</option> <option value="Guatemala">Guatemala</option> <option value="Guinea">Guinea</option> <option value="Guinea-Bissau">Guinea-Bissau</option> <option value="Guyana">Guyana</option> <option value="Haiti">Haiti</option> <option value="Heard and McDonald Islands">Heard and McDonald Islands</option> <option value="Honduras">Honduras</option> <option value="Hong Kong">Hong Kong</option> <option value="Hungary">Hungary</option> <option value="Iceland">Iceland</option> <option value="India">India</option> <option value="Indonesia">Indonesia</option> <option value="Iran">Iran</option> <option value="Iraq">Iraq</option> <option value="Ireland">Ireland</option> <option value="Israel">Israel</option> <option value="Italy">Italy</option> <option value="Jamaica">Jamaica</option> <option value="Japan">Japan</option> <option value="Jordan">Jordan</option> <option value="Kazakhstan">Kazakhstan</option> <option value="Kenya">Kenya</option> <option value="Kiribati">Kiribati</option> <option value="Korea (North)">Korea (North)</option> <option value="Korea (South)">Korea (South)</option> <option value="Kuwait">Kuwait</option> <option value="Kyrgyzstan">Kyrgyzstan</option> <option value="Laos">Laos</option> <option value="Latvia">Latvia</option> <option value="Lebanon">Lebanon</option> <option value="Lesotho">Lesotho</option> <option value="Liberia">Liberia</option> <option value="Libya">Libya</option> <option value="Liechtenstein">Liechtenstein</option> <option value="Lithuania">Lithuania</option> <option value="Luxembourg">Luxembourg</option> <option value="Macau">Macau</option> <option value="Macedonia">Macedonia</option> <option value="Madagascar">Madagascar</option> <option value="Malawi">Malawi</option> <option value="Malaysia">Malaysia</option> <option value="Maldives">Maldives</option> <option value="Mali">Mali</option> <option value="Malta<">Malta</option> <option value="Marshall Islands">Marshall Islands</option> <option value="Martinique">Martinique</option> <option value="Mauritania">Mauritania</option> <option value="Mauritius">Mauritius</option> <option value="Mayotte">Mayotte</option> <option value="Mexico">Mexico</option> <option value="Micronesia">Micronesia</option> <option value="Moldova">Moldova</option> <option value="Monaco">Monaco</option> <option value="Mongolia">Mongolia</option> <option value="Montserrat">Montserrat</option> <option value="Morocco">Morocco</option> <option value="Mozambique">Mozambique</option> <option value="Myanmar">Myanmar</option> <option value="Namibia">Namibia</option> <option value="Nauru">Nauru</option> <option value="Nepal">Nepal</option> <option value="Netherlands">Netherlands</option> <option value="Netherlands Antilles">Netherlands Antilles</option> <option value="New Caledonia">New Caledonia</option> <option value="New Zealand">New Zealand</option> <option value="Nicaragua">Nicaragua</option> <option value="Niger">Niger</option> <option value="Nigeria">Nigeria</option> <option value="Niue">Niue</option> <option value="Norfolk Island">Norfolk Island</option> <option value="Northern Mariana Islands">Northern Mariana Islands</option> <option value="Norway">Norway</option> <option value="Oman">Oman</option> <option value="Pakistan">Pakistan</option> <option value="Palestine">Palestine</option> <option value="Palau">Palau</option> <option value="Palestine">Palestine</option> <option value="Panama">Panama</option> <option value="Papua New Guinea">Papua New Guinea</option> <option value="Paraguay">Paraguay</option> <option value="Peru">Peru</option> <option value="Philippines">Philippines</option> <option value="Pitcairn">Pitcairn</option> <option value="Poland">Poland</option> <option value="Portugal">Portugal</option> <option value="Qatar">Qatar</option> <option value="Reunion">Reunion</option> <option value="Romania">Romania</option> <option value="Russian Federation">Russian Federation</option> <option value="Rwanda">Rwanda</option> <option value="S. Georgia and S. Sandwich Isls.">S. Georgia and S. Sandwich Isls.</option> <option value="Saint Kitts and Nevis">Saint Kitts and Nevis</option> <option value="Saint Lucia">Saint Lucia</option> <option value="Saint Vincent and The Grenadines">Saint Vincent and The Grenadines</option> <option value="Samoa">Samoa</option> <option value="San Marino">San Marino</option> <option value="Sao Tome and Principe">Sao Tome and Principe</option> <option value="Saudi Arabia">Saudi Arabia</option> <option value="Senegal">Senegal</option> <option value="Serbia">Serbia</option> <option value="Seychelles">Seychelles</option> <option value="Sierra Leone">Sierra Leone</option> <option value="Singapore">Singapore</option> <option value="Slovak Republic">Slovak Republic</option> <option value="Slovenia">Slovenia</option> <option value="Solomon Islands">Solomon Islands</option> <option value="Somalia">Somalia</option> <option value="South Africa">South Africa</option> <option value="Spain">Spain</option> <option value="Sri Lanka">Sri Lanka</option> <option value="St. Helena">St. Helena</option> <option value="St. Pierre and Miquelon">St. Pierre and Miquelon</option> <option value="Sudan">Sudan</option> <option value="Suriname">Suriname</option> <option value="Svalbard and Jan Mayen Islands">Svalbard and Jan Mayen Islands</option> <option value="Swaziland">Swaziland</option> <option value="Sweden">Sweden</option> <option value="Switzerland">Switzerland</option> <option value="Syria">Syria</option> <option value="Taiwan">Taiwan</option> <option value="Tajikistan">Tajikistan</option> <option value="Tanzania">Tanzania</option> <option value="Thailand">Thailand</option> <option value="Togo">Togo</option> <option value="Tokelau">Tokelau</option> <option value="Tonga">Tonga</option> <option value="Trinidad and Tobago">Trinidad and Tobago</option> <option value="Tunisia">Tunisia</option> <option value="Turkey">Turkey</option> <option value="Turkmenistan">Turkmenistan</option> <option value="Turks and Caicos Islands">Turks and Caicos Islands</option> <option value="Tuvalu">Tuvalu</option> <option value="US Minor Outlying Islands">US Minor Outlying Islands</option> <option value="Uganda">Uganda</option> <option value="Ukraine">Ukraine</option> <option value="United Arab Emirates">United Arab Emirates</option> <option value="United Kingdom">United Kingdom</option> <option value="United States">United States</option> <option value="Uruguay">Uruguay</option> <option value="Uzbekistan">Uzbekistan</option> <option value="Vanuatu">Vanuatu</option> <option value="Vatican City State (Holy See)">Vatican City State (Holy See)</option> <option value="Venezuela">Venezuela</option> <option value="Viet Nam">Viet Nam</option> <option value="Virgin Islands (British)">Virgin Islands (British)</option> <option value="Wallis and Futuna Islands">Wallis and Futuna Islands</option> <option value="Western Sahara">Western Sahara</option> <option value="Yemen">Yemen</option> <option value="Yugoslavia">Yugoslavia</option> <option value="Zaire">Zaire</option> <option value="Zambia">Zambia</option> <option value="Zimbabwe">Zimbabwe</option> </select> </div> </div> <div class="form-group"> <label for="inputSubject" class="col-sm-2 control-label">Category Type</label> <div class="col-sm-10"> <select class="form-control" name="SponsorType" id="SponsorType" required=""> <option value="">Select Your Category</option> <option value="Young Researcher Awards Sponsor">Young Researcher Awards Sponsor</option> <option value="Best Poster Award Sponsor">Best Poster Award Sponsor</option> <option value="Keynote Forum Sponsor">Keynote Forum Sponsor</option> <option value="Speaker Forum">Speaker Forum</option> <option value="Program Sponsor">Program Sponsor</option> <option value="Coffee Break Sponsor">Coffee Break Sponsor</option> <option value="Luncheon Sponsor">Luncheon Sponsor</option> <option value="Pre Conference Dinner Sponsor ">Pre Conference Dinner Sponsor </option> <option value="Backdrop Sponsor">Backdrop Sponsor</option> <option value="Souvenir Sponsor">Souvenir Sponsor</option> <option value="Conference Kit Sponsor">Conference Kit Sponsor</option> <option value="Podium Sponsor">Podium Sponsor</option> <option value="Lanyard Sponsor">Lanyard Sponsor</option> <option value="Add Sponsor (In Souvenir)">Add Sponsor (In Souvenir)</option> </select> </div> </div> <div class="form-group"> <label for="inputMessage" class="col-sm-2 control-label">Message</label> <div class="col-sm-10"> <textarea class="form-control" rows="3" name="inputMessage" id="inputMessage" name="message" Placeholder="Enter Your Message Here"></textarea> </div> </div> <div class="form-group"> <p class="text-center"><button type="button" id="sponsorshipBtn" class="btn btn-success">Submit</button><button type="button" class="btn btn-default" data-dismiss="modal">Close</button></p> </div> </form> </div> </div> </div> </div> <script> $(document).ready(function(){ var Emailfilter = /^([a-zA-Z0-9_\.\-])+\@(([a-zA-Z0-9\-])+\.)+([a-zA-Z0-9]{2,4})+$/; $('#sponsorshipBtn').click(function(event){ event.preventDefault(); var postData = { 'conference_name' : $('#customisedSponsorship input[id=conference_name]').val(), 'conference_url' : $('#customisedSponsorship input[id=conference_url]').val(), 'conference_email' : $('#customisedSponsorship input[id=conference_email]').val(), 'inputName' : $('#customisedSponsorship input[id=inputName]').val(), 'inputEmail' : $('#customisedSponsorship input[id=inputEmail]').val(), 'inputMobile' : $('#customisedSponsorship input[id=inputMobile]').val(), 'inputCountry' : $('#customisedSponsorship select[id=Country]').val(), 'sponsorType' : $('#customisedSponsorship select[id=SponsorType]').val(), 'inputMessage' : $('#customisedSponsorship textarea[id=inputMessage]').val(), 'confId' : $('#customisedSponsorship input[id=confId]').val(), 'country' : $('#customisedSponsorship input[id=conference_country]').val() } if (postData.inputName=='') { $('#sponsorship_msg').html('<font style="color:red;font-weight:bolder;">Name Required.</font>'); } else if (postData.inputEmail=='') { $('#sponsorship_msg').html('<font style="color:red;font-weight:bolder;">Email Required.</font>'); } else if (!Emailfilter.test(postData.inputEmail)) { $('#sponsorship_msg').html('<font style="color:red;font-weight:bolder;">Invalid Email.</font>'); } else if (postData.inputMobile=='') { $('#sponsorship_msg').html('<font style="color:red;font-weight:bolder;">Mobile Number Required.</font>'); } else if (postData.inputCountry=='') { $('#sponsorship_msg').html('<font style="color:red;font-weight:bolder;">Country Required.</font>'); } else if (postData.SponsorType=='') { $('#sponsorship_msg').html('<font style="color:red;font-weight:bolder;">Sponsor Type Required.</font>'); } else { $('#sponsorship_msg').html(""); $.ajax({ url:'http://physics.annualcongress.com/customised_sponsorship.php', type:'post', data:postData, success: function(response){ if(response==1){ $('#sponsorship_form').html('<p style="color:green;font-weight:bold; font-size:20px; text-align:center;">Thanks for contacting us for customied sporsorship,<br/> we will get back to you soon from </p><a id="contact_mail" href="mailto:' + postData.conference_email + '">' + postData.conference_email + '</a>'); }else{ $('#sponsorship_msg').html('<font style="color:red;font-weight:bolder;">Sorry! Something went wrong! Try again!</font>'); } }, error:function(response){ $('#sponsorship_msg').html('<font style="color:red;font-weight:bolder;">Sorry! Something went wrong! Try again!</font>'); } }); } }); }); </script> <div class="modal fade" id="callForWebinars" tabindex="-1" role="dialog"> <div class="modal-dialog" role="document"> <div class="modal-content"> <div class="modal-header"> <button type="button" class="close" data-dismiss="modal" aria-label="Close"><span aria-hidden="true">×</span></button> <h3 class="modal-title text-center">Download Call for Webinars</h3> <div id="webinar_msg" class="span12 text-center"></div> </div> <div class="modal-body" id="call_for_webinar_form"> <p class="text-center text-success"><strong>Please fill the form to download Call for Webinars.</strong></p> <form class="form-horizontal" id="enquiry_form"> <input type="hidden" name="conference_url" id="conference_url" value=""> <input type="hidden" name="conference_country" id="conference_country" value=""> <input type="hidden" name="conference_name" id="conference_name" value="" /> <input type="hidden" name="conference_email" id="conference_email" 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(Hrvatska)</option> <option value="Cuba">Cuba</option> <option value="Cyprus">Cyprus</option> <option value="Czech Republic">Czech Republic</option> <option value="Denmark">Denmark</option> <option value="Djibouti">Djibouti</option> <option value="Dominica">Dominica</option> <option value="Dominican Republic">Dominican Republic</option> <option value="East Timor">East Timor</option> <option value="Ecuador">Ecuador</option> <option value="Egypt">Egypt</option> <option value="El Salvador">El Salvador</option> <option value="Equatorial Guinea">Equatorial Guinea</option> <option value="Eritrea">Eritrea</option> <option value="Estonia">Estonia</option> <option value="Ethiopia">Ethiopia</option> <option value="Falkland Islands (Malvinas)">Falkland Islands (Malvinas)</option> <option value="Faroe Islands">Faroe Islands</option> <option value="Fiji">Fiji</option> <option value="Finland">Finland</option> <option value="France">France</option> <option value="France, Metropolitan">France, Metropolitan</option> <option value="French Guiana">French Guiana</option> <option value="French Polynesia">French Polynesia</option> <option value="French Southern Territories">French Southern Territories</option> <option value="Gabon">Gabon</option> <option value="Gambia">Gambia</option> <option value="Georgia">Georgia</option> <option value="Germany">Germany</option> <option value="Ghana">Ghana</option> <option value="Gibraltar">Gibraltar</option> <option value="Greece">Greece</option> <option value="Greenland">Greenland</option> <option value="Grenada">Grenada</option> <option value="Guadeloupe">Guadeloupe</option> <option value="Guam">Guam</option> <option value="Guatemala">Guatemala</option> <option value="Guinea">Guinea</option> <option value="Guinea-Bissau">Guinea-Bissau</option> <option value="Guyana">Guyana</option> <option value="Haiti">Haiti</option> <option value="Heard and McDonald Islands">Heard and McDonald Islands</option> <option value="Honduras">Honduras</option> 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value="Liberia">Liberia</option> <option value="Libya">Libya</option> <option value="Liechtenstein">Liechtenstein</option> <option value="Lithuania">Lithuania</option> <option value="Luxembourg">Luxembourg</option> <option value="Macau">Macau</option> <option value="Macedonia">Macedonia</option> <option value="Madagascar">Madagascar</option> <option value="Malawi">Malawi</option> <option value="Malaysia">Malaysia</option> <option value="Maldives">Maldives</option> <option value="Mali">Mali</option> <option value="Malta<">Malta</option> <option value="Marshall Islands">Marshall Islands</option> <option value="Martinique">Martinique</option> <option value="Mauritania">Mauritania</option> <option value="Mauritius">Mauritius</option> <option value="Mayotte">Mayotte</option> <option value="Mexico">Mexico</option> <option value="Micronesia">Micronesia</option> <option value="Moldova">Moldova</option> <option value="Monaco">Monaco</option> <option value="Mongolia">Mongolia</option> <option value="Montserrat">Montserrat</option> <option value="Morocco">Morocco</option> <option value="Mozambique">Mozambique</option> <option value="Myanmar">Myanmar</option> <option value="Namibia">Namibia</option> <option value="Nauru">Nauru</option> <option value="Nepal">Nepal</option> <option value="Netherlands">Netherlands</option> <option value="Netherlands Antilles">Netherlands Antilles</option> <option value="New Caledonia">New Caledonia</option> <option value="New Zealand">New Zealand</option> <option value="Nicaragua">Nicaragua</option> <option value="Niger">Niger</option> <option value="Nigeria">Nigeria</option> <option value="Niue">Niue</option> <option value="Norfolk Island">Norfolk Island</option> <option value="Northern Mariana Islands">Northern Mariana Islands</option> <option value="Norway">Norway</option> <option value="Oman">Oman</option> <option value="Pakistan">Pakistan</option> <option value="Palestine">Palestine</option> <option value="Palau">Palau</option> <option value="Palestine">Palestine</option> <option value="Panama">Panama</option> <option value="Papua New Guinea">Papua New Guinea</option> <option value="Paraguay">Paraguay</option> <option value="Peru">Peru</option> <option value="Philippines">Philippines</option> <option value="Pitcairn">Pitcairn</option> <option value="Poland">Poland</option> <option value="Portugal">Portugal</option> <option value="Qatar">Qatar</option> <option value="Reunion">Reunion</option> <option value="Romania">Romania</option> <option value="Russian Federation">Russian Federation</option> <option value="Rwanda">Rwanda</option> <option value="S. 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Sandwich Isls.</option> <option value="Saint Kitts and Nevis">Saint Kitts and Nevis</option> <option value="Saint Lucia">Saint Lucia</option> <option value="Saint Vincent and The Grenadines">Saint Vincent and The Grenadines</option> <option value="Samoa">Samoa</option> <option value="San Marino">San Marino</option> <option value="Sao Tome and Principe">Sao Tome and Principe</option> <option value="Saudi Arabia">Saudi Arabia</option> <option value="Senegal">Senegal</option> <option value="Serbia">Serbia</option> <option value="Seychelles">Seychelles</option> <option value="Sierra Leone">Sierra Leone</option> <option value="Singapore">Singapore</option> <option value="Slovak Republic">Slovak Republic</option> <option value="Slovenia">Slovenia</option> <option value="Solomon Islands">Solomon Islands</option> <option value="Somalia">Somalia</option> <option value="South Africa">South Africa</option> <option value="Spain">Spain</option> <option value="Sri Lanka">Sri Lanka</option> <option value="St. Helena">St. Helena</option> <option value="St. Pierre and Miquelon">St. Pierre and Miquelon</option> <option value="Sudan">Sudan</option> <option value="Suriname">Suriname</option> <option value="Svalbard and Jan Mayen Islands">Svalbard and Jan Mayen Islands</option> <option value="Swaziland">Swaziland</option> <option value="Sweden">Sweden</option> <option value="Switzerland">Switzerland</option> <option value="Syria">Syria</option> <option value="Taiwan">Taiwan</option> <option value="Tajikistan">Tajikistan</option> <option value="Tanzania">Tanzania</option> <option value="Thailand">Thailand</option> <option value="Togo">Togo</option> <option value="Tokelau">Tokelau</option> <option value="Tonga">Tonga</option> <option value="Trinidad and Tobago">Trinidad and Tobago</option> <option value="Tunisia">Tunisia</option> <option value="Turkey">Turkey</option> <option value="Turkmenistan">Turkmenistan</option> <option value="Turks and Caicos Islands">Turks and Caicos Islands</option> <option value="Tuvalu">Tuvalu</option> <option value="US Minor Outlying Islands">US Minor Outlying Islands</option> <option value="Uganda">Uganda</option> <option value="Ukraine">Ukraine</option> <option value="United Arab Emirates">United Arab Emirates</option> <option value="United Kingdom">United Kingdom</option> <option value="United States">United States</option> <option value="Uruguay">Uruguay</option> <option value="Uzbekistan">Uzbekistan</option> <option value="Vanuatu">Vanuatu</option> <option value="Vatican City State (Holy See)">Vatican City State (Holy See)</option> <option value="Venezuela">Venezuela</option> <option value="Viet Nam">Viet Nam</option> <option value="Virgin Islands (British)">Virgin Islands (British)</option> <option value="Wallis and Futuna Islands">Wallis and Futuna Islands</option> <option value="Western Sahara">Western Sahara</option> <option value="Yemen">Yemen</option> <option value="Yugoslavia">Yugoslavia</option> <option value="Zaire">Zaire</option> <option value="Zambia">Zambia</option> <option value="Zimbabwe">Zimbabwe</option> </select> </div> <div class="clear"></div> </div> <div class="form-group"> <label for="inputSubject" class="col-sm-2 control-label">Research Interest</label> <div class="col-sm-10"> <input type="text" class="form-control" name="inputSubject" id="inputSubject" placeholder="Enter Your Research Here" name="mobile"/> </div> <div class="clear"></div> </div> <div class="form-group"> <label for="inputMessage" class="col-sm-2 control-label">Message</label> <div class="col-sm-10"> <textarea class="form-control" rows="3" name="inputMessage" id="inputMessage" name="message" Placeholder="Enter Your Message Here"></textarea> </div> <div class="clear"></div> </div> <div class="form-group"> <p class="text-center"><button type="button" id="submitbtn" class="btn btn-success">Submit</button><button type="button" class="btn btn-default" data-dismiss="modal">Close</button></p> </div> </form> </div> </div> </div> </div> <script> $(document).ready(function(){ var Emailfilter = /^([a-zA-Z0-9_\.\-])+\@(([a-zA-Z0-9\-])+\.)+([a-zA-Z0-9]{2,4})+$/; 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