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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/ceramics-2024-67653.jpg" alt="Ceramics Conference 2024, Ceramics 2024, Materials Science 2024, Ceramics Meetings 2024, Ceramics Events 2024, Ceramics 2024, Ceramics Europe 2024 " >   </div> <div class="item"> <img src="https://d2cax41o7ahm5l.cloudfront.net/cs/upload-images/ceramics-2024-57716.jpg" alt="Ceramics Conference 2024, Ceramics 2024, Materials Science 2024, Ceramics Meetings 2024, Ceramics Events 2024, Ceramics 2024, Ceramics Europe 2024 " > </div> <div class="item"> <img src="https://d2cax41o7ahm5l.cloudfront.net/cs/upload-images/ceramics-2024-10402.jpg" alt="Ceramics Conference 2024, Ceramics 2024, Materials Science 2024, Ceramics 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<div class="speaker-container"><img alt="Ceramics Conference 2024, Ceramics 2024, Materials Science 2024, Ceramics Meetings 2024, Ceramics Events 2024, Ceramics 2024, Ceramics Europe 2024 " title="Don Coltart" src="https://d2cax41o7ahm5l.cloudfront.net/cs/renowned-speakers/Ceramics2024-Don-Coltart.jpg" class="img-responsive img-circle center-block"></div> <h4 class="home-speak">Don Coltart</h4> <p class="text-muted">University of Houston 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="Ceramics Conference 2024, Ceramics 2024, Materials Science 2024, Ceramics Meetings 2024, Ceramics Events 2024, Ceramics 2024, Ceramics Europe 2024 " title="Roman Korobko" src="https://d2cax41o7ahm5l.cloudfront.net/cs/renowned-speakers/Ceramics2024-Roman-Korobko.jpg" class="img-responsive img-circle center-block"></div> <h4 class="home-speak">Roman Korobko</h4> <p class="text-muted">ETH Zurich Switzerland </p> </div>  <div 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src="https://d2cax41o7ahm5l.cloudfront.net/cs/renowned-speakers/Ceramics2024-Jelena-Popovic.jpg" class="img-responsive img-circle center-block"></div> <h4 class="home-speak">Jelena Popovic</h4> <p class="text-muted">Max Planck Institute for Solid State Research Germany </p> </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>Materials Science</strong></span> Webinars & Conferences</h4> <div class="3col-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://infectionprevention.insightconferences.com" target="_blank" title="Infection Prevention 2024,France" class="list-group-item"><span>Infection Prevention 2024</span>, <strong 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href="https://publichealth.healthconferences.org" target="_blank" title="Public Health 2025,Thailand" class="list-group-item"><span>Public Health 2025</span>, <strong class="text-success">Thailand</strong></a> <a href="https://obesity.annualcongress.com" target="_blank" title="Obesity 2024,Indonesia" class="list-group-item"><span>Obesity 2024</span>, <strong class="text-success">Indonesia</strong></a> <a href="https://stressmanagement.psychiatrycongress.com" target="_blank" title="Stress 2025,Thailand" class="list-group-item"><span>Stress 2025</span>, <strong class="text-success">Thailand</strong></a> </div> </div> </div> </div> <div class="2col-lg-4 col-md-4 col-sm-4conf-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"> <a href="https://drug-delivery.pharmaceuticalconferences.com" target="_blank" title="Pharmaceutica-2025,Canada" class="list-group-item"><span>Pharmaceutica-2025</span>, <strong class="text-success">Canada</strong></a> <a href="https://nursingcongress.conferenceseries.com" target="_blank" title="Nursing Care 2025,Canada" class="list-group-item"><span>Nursing Care 2025</span>, <strong class="text-success">Canada</strong></a> </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">Ceramics 2024</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_Sessions/Tracks" rel="section_Sessions/Tracks">Sessions/Tracks</a></li><li> <a href="#section_Market Analysis" rel="section_Market Analysis">Market Analysis</a></li> <li><a href="#section_pcontent" rel="section_pcontent">Past Conference Report</a></li> </ul> <div id="mainPageContent" class="tab-content" > <div id="section_About Conference "> <h3>About Conference </h3> <p> <div> <p style="text-align:justify"> <span style="font-size:12px;"><strong>CONFERENCE SERIES </strong>brings in a very new spin on conferences by presenting the most recent scientific enhancements in your field. Hear motivating keynotes from thought leaders, or rub elbows with pioneers across the world. CONFERENCE SERIES is ready for an incredible Webinar with pride presents the “10<sup>th</sup> International Conference and Expo on <a href="https://ceramics.insightconferences.com/">Ceramics and Composite Materials</a>” regular on October 10-11, 2024 | Madrid, Spain.</span><span style="font-size: 13.5pt;"><o:p></o:p></span></p> <p style="text-align:justify"> <span style="font-size:12px;">CONFERENCE SERIES heartily welcome researchers, academicians, students and business professionals within the field of Material Science and Engineering from round the world to participate within the approaching Ceramics 2024. The meeting for this year can revolve round the theme “<em><b>Advancements in the techniques and processes for fabricating ceramic materials.</b></em>” so relaying the foremost last findings within the field of Ceramics and Composite Materials</span><span style="font-size: 13.5pt;"><o:p></o:p></span></p> <p style="text-align:justify"> <span style="font-size:12px;"><a href="https://ceramics.insightconferences.com/">Ceramics and Composite Materials</a> is an acclaimed scientific discipline, expanding in recent decades to surround polymers, ceramics, glass, composite materials and biomaterials. Materials science and engineering, involves the discovery and design of new materials. Many of the most pressing scientific problems humans currently face are due to the limitations of the materials that are available and, as a result, major breakthroughs in materials science are likely to affect the future of technology significantly. Materials scientists lay stress on understanding how the history of a material influences its structure, and thus its properties and performance. All engineered products from airplanes to musical instruments, alternative energy sources related to ecologically-friendly manufacturing processes, medical devices to artificial tissues, computer chips to data storage devices and many more are made from materials.  In fact, all new and altered materials are often at the heart of product innovation in highly diverse applications.</span><span style="font-size: 13.5pt;"><o:p></o:p></span></p> <p style="text-align:justify"> <span style="font-size:12px;">We invite you, on behalf of the Organizing Committee, to this excellent meeting with Participation of great scientists from different countries around the world and sharing new and exciting results in Ceramics and composite materials World, which will be held from <strong>October 10-11, 2024 </strong>at<strong> Madrid, Spain</strong>. The event has been carefully designed so as to acknowledge the various recent researches.</span><span style="font-size: 13.5pt;"><o:p></o:p></span></p> <p style="text-align:justify"> <span style="font-size:12px;"><strong>Importance & Scope:</strong></span><span style="font-size: 13.5pt;"><o:p></o:p></span></p> <p style="text-align:justify"> <span style="font-size:12px;">The field of materials have not only helped the development in different fields in science and technology but also contributed towards the improvement of the quality of human life to a great extent. All this has become possible with the different discoveries and inventions leading to the development of various applications. The core aim of Materials Science 2024 conference is to witness invaluable scientific discussions and contribute to the future innovations in the field of Materials science and Engineering.</span><span style="font-size: 13.5pt;"><o:p></o:p></span></p> <p style="text-align:justify"> <span style="font-size:12px;"><strong>Why to attend?</strong></span><span style="font-size: 13.5pt;"><o:p></o:p></span></p> <p style="text-align:justify"> <span style="font-size:12px;"><strong>Ceramics 2024 offers</strong> a fantastic opportunity to meet and make new contacts in the field of Ceramics and composite Materials. It allows delegates to have issues addressed on Materials Science by recognized global experts who are up to date with the latest developments in the Materials Science field and provide information on new techniques and technologies. This International <strong><a href="https://ceramics.insightconferences.com/">Ceramics and composite materials </a></strong>will feature world renowned keynote speakers, plenary speeches, young research forum, and poster presentations.</span></p> </div> <p>  </p> </p> </div> <div id="section_Sessions/Tracks"> <h3>Sessions/Tracks</h3> <p> <p style="text-align: justify;"> <strong>Track 1: Ceramics</strong></p> <p style="text-align: justify;"> The purpose of <a href="https://ceramics.insightconferences.com/abstract-submission.php">ceramics</a> processing to an applied science is the natural result of an increasing ability to refine, develop, and characterize ceramic materials. The crystallinity of ceramic materials ranges from highly oriented to semi-crystalline, and often completely amorphous (e.g., glasses). Varying crystallinity and electron consumption in the ionic and covalent bonds cause most ceramic materials to be good thermal and electrical insulators and extensively researched in <a href="https://ceramics.insightconferences.com/">ceramic engineering</a>. This track covers Phase equilibrium in ceramic systems, Mechanical behavior and failure mechanisms and Microstructure Development, Sol-gel techniques, Powder Consolidation/Powder Synthesis and thin film deposition. Ceramics 2020 deals with various aspects on composites and <a href="https://ceramics.insightconferences.com/">ceramic materials</a></p> <p style="text-align: justify;"> <strong>Ceramics Societies & Associations:</strong> <a href="https://ceramics.insightconferences.com/">Federation of European Materials Societies</a>, Institute of Science & Technology for Ceramics, European Society for Composite Materials , <a href="https://ceramics.insightconferences.com/">Composites International</a> , <a href="https://ceramics.insightconferences.com/">European Materials Research Society</a></p> <p style="text-align: justify;"> <strong>Track 2: Advanced Ceramic Materials</strong></p> <p style="text-align: justify;"> Ceramic-like inorganic <a href="http://ceramics.conferenceseries.com/">polymers</a> can be made under low energy conditions such as ambient temperatures and pressures. These materials include aluminosilicates or Geopolymers, phosphates and other chemically bonded inorganic compounds. <a href="https://ceramics.insightconferences.com/abstract-submission.php">Advanced ceramics</a> such as alumina, aluminum nitride, zirconia, silicon carbide, silicon nitride and titania-based materials, each with their own specific characteristics, offer a high-performance, economic alternative to conventional materials such as glass, metals and plastics. This track covers Synthesis, Processing and Microstructure, Porosity, Novel Applications and Construction Materials, Chemically Bonded Ceramics.</p> <p style="text-align: justify;"> <strong>Ceramics Societies & Associations:</strong></p> <p style="text-align: justify;"> <strong>Europe: </strong>European Nanoscience Association, <a href="https://ceramics.insightconferences.com/">European Nanotechnology Association</a>, <a href="https://ceramics.insightconferences.com/">Nanotechnology Industries Association</a>, Russian Society of Scanning Probe Microscopy and Nanotechnology</p> <p style="text-align: justify;"> <strong>Track 3: Ceramics and Composites</strong></p> <p style="text-align: justify;"> Long-term mechanical reliability is a key issue in their ultimate use for a specific application. Correlations between processing and service conditions/environment to failure of ceramics by fracture, fatigue or deformation are key aspects of materials applications. <a href="http://ceramics.conferenceseries.com/">Ceramics</a> cover a very wide range of materials from structural materials like concrete to technical ceramics like PZT – a <a href="https://ceramics.insightconferences.com/scientific-program">piezoelectric</a>.  Usually they are defined as solids with a mixture of metallic or semi-metallic and non-metallic elements (often, although not always, oxygen), that are quite hard, non-conducting and corrosion-resistant. <a href="https://ceramics.insightconferences.com/scientific-program">Composites</a> are often used in applications that require specific ‘conflicting’ properties such as a high strength and high toughness. The properties may be conflicting because having a high yield stress sometimes relies on trapping and tangling dislocations, but these reduce the ductility and toughness of the material. This track covers Mechanics, Characterization Techniques, and Equipment, Tribology and Wear, Environmental Effects, Reliability and Small Scale Testing, Mechanical Behavior of CMCs, Processing - Microstructure - Mechanical Properties Correlation.</p> <p style="text-align: justify;"> <strong>Ceramics Societies & Associations:</strong> <a href="https://ceramics.insightconferences.com/">Swiss Society for Biomaterials</a>, UK Society for Biomaterials, <a href="https://ceramics.insightconferences.com/">European Society for Biomaterials</a>, Netherlands Society for Biomaterials, <a href="https://ceramics.insightconferences.com/">Netherlands Society For Tissue Engineering</a>, Turkey Society for Biomaterials, Turkey Society for Tissue Engineering Society, Greece Society for Biomaterials</p> <p style="text-align: justify;"> <strong>Track 4: Ceramic Coatings</strong></p> <p style="text-align: justify;"> <a href="https://ceramics.insightconferences.com/webinar">Coatings</a> are usually applied to the surface of an object, usually referred to as the substrate. Purpose of applying coating may be decorative. This track covers recent advances in coating sciences and technologies, processing, microstructure and property characterization, and life prediction. Chromium oxide <a href="https://ceramics.insightconferences.com/webinar">ceramic material</a> thermo chemically bonded to customer specified areas on a part, including external diameters, internal diameters and some out-of-sight holes and ports. Individual ceramic particles are sub-micron in size and consist of mixtures of selected ceramic materials bonded together and to the substrate. This track covers Advanced Thermal Barrier Coatings: Processing and Development, Multifunctional, Corrosion and Wear, Environmental Barrier Coatings, Thermal Barrier Coatings: Characterization and NDE Methods, Advanced Multifunctional Coatings.</p> <p style="text-align: justify;"> <strong>Ceramics Societies & Associations:</strong> <a href="https://ceramics.insightconferences.com/">The Polymer Society UK</a>, <a href="https://ceramics.insightconferences.com/">Telford Polymer Association</a>, European Polymer Dispersion Association, <a href="https://ceramics.insightconferences.com/">European Latex Association</a>, Polish Chemical Society, British Plastic Association.</p> <p style="text-align: justify;"> <strong>Track 5: Glass Ceramics</strong></p> <p style="text-align: justify;"> <a href="https://ceramics.insightconferences.com/webinar">Glass-ceramics</a> are fine-grained polycrystalline materials formed when glasses of suitable compositions are heat treated and thus undergo controlled crystallization to the lower energy, crystalline state. It must be emphasized here that only specific glass compositions are suitable precursors for glass-ceramics due to the fact that some glasses are too stable and difficult to crystallize whereas others result in undesirable microstructures by crystallizing too readily in an uncontrollable manner. In addition, it must also be accentuated that in order for a suitable product to be attained, the heat-treatment is critical for the process and a range of generic heat treatment procedures are used which are meticulously developed and modified for a specific glass composition.</p> <p style="text-align: justify;"> <strong>Ceramics Societies & Associations:</strong>  <a href="https://ceramics.insightconferences.com/">Automotive Composites Consortium</a>, <a href="https://ceramics.insightconferences.com/">American Ceramic Society</a>, American Composites Manufacturers Association, <a href="https://ceramics.insightconferences.com/">American Chemical Society</a>, Brazilian Ceramic Society, <a href="https://ceramics.insightconferences.com/">Canadian Ceramic Society</a></p> <p style="text-align: justify;"> <strong>Track 6: Porous Ceramics</strong></p> <p style="text-align: justify;"> <a href="https://ceramics.insightconferences.com/webinar">Ceramics</a> with engineered porosity are promising materials for a number of functional and structural applications. <a href="https://ceramics.insightconferences.com/webinar">Porous Ceramics</a> have a wide range of uses in manufacturing across industries such as medical, mining, oil & gas exploration, alternative energy, emissions control, metal refinement, chemical processing, pharmaceutical, printing, wine making and other industries. Specific applications include instrumentation, analytical sensors, semiconductor components, alternative energy assemblies, battery separators, emissions monitoring sensors among many others. This track aims at bringing together engineers, technologists and scientists in the area of ceramic, carbon, glass and glass-ceramic materials containing high volume fractions of porosity, with porosity ranging from nano- to milli-meters. This track covers Innovations in Processing Methods and Synthesis of Porous Ceramics, Modeling and Properties of Porous Ceramics, Applications of Porous Ceramics, Mechanical Properties of Porous Ceramics.</p> <p style="text-align: justify;"> <strong>Ceramics Societies & Associations:</strong> <a href="https://ceramics.insightconferences.com/">United States Advanced Ceramics Association</a><strong>, </strong>European Optical Society, <a href="https://ceramics.insightconferences.com/">United Physical Society of Russian Federation</a>, Danish Optical Society, Italian Optical Society, Austrian Physical Society, <a href="https://ceramics.insightconferences.com/">Finnish Optical Society</a>, French Physical Society</p> <p style="text-align: justify;"> <strong>Track 7: Armour Ceramics</strong></p> <p style="text-align: justify;"> When properly combined with other materials, ceramic and <a href="https://ceramics.insightconferences.com/webinar">glass materials</a> can exhibit ballistic penetration resistances significantly higher than conventional monolithic armor materials. Traditionally, ceramics have rarely been used in large armor panels for vehicle armor because of concerns with multi-hit performance. The commercially manufactured ceramics for armor include materials such as boron carbide, aluminium oxide, silicon carbide, titanium boride aluminiumnitride, and Syndite(synthetic diamond composite). <a href="https://ceramics.insightconferences.com/webinar">Boron carbide composites</a> are primarily used for ceramic plates to protect against smaller projectiles, and are used in body and helicopters. Silicon carbide is primarily used to protect against larger projectiles</p> <p style="text-align: justify;"> <strong>Ceramics Societies & Associations: </strong><a href="https://ceramics.insightconferences.com/">SPIE</a>, <a href="https://ceramics.insightconferences.com/">European Optical Society</a>, GIFO Groupement des Industries Francaises de I’Optique, <a href="https://ceramics.insightconferences.com/">European Physical Society</a>, Hellenic Society for Biomaterials, Scandinavian Society for Biomaterials,</p> <p style="text-align: justify;"> <strong>Track 8: Ceramics Applications</strong></p> <p style="text-align: justify;"> The thermal stability, wear-resistance and resistance to corrosion of <a href="https://ceramics.insightconferences.com/webinar">ceramic components</a> make the application of ceramic the ideal choice for many industrial uses. Ceramic Applications is the new platform for advances in the development of ceramic components and their integrative design in complex industrial solutions to realize sustainable, economic applications in the wide range of user segments This track covers Medical Technology, Automotive Industry, Environment Technology, Mechanical and Metal Industry, Chemical Process Engineering, Engineering Service Providers, Electronics, <a href="https://ceramics.insightconferences.com/webinar">Sensors</a> and Semi-Conductor Industry, Others (armour, optics, wear, protection and corrosion).</p> <p style="text-align: justify;"> <strong>Ceramics Societies & Associations:</strong> <a href="https://ceramics.insightconferences.com/">The European Semiconductor Industry Association (ESIA)</a>, Federation of European Materials Societies<strong>, </strong>Spanish Association for Composite Materials<strong>, </strong><a href="https://ceramics.insightconferences.com/">Croatian Microscopy Society</a>, Czechoslovak Microscopy Society</p> <p style="text-align: justify;"> <strong>Track 9: Functional Ceramics and Inorganics</strong></p> <p style="text-align: justify;"> Synthesis, characterization and theoretical understanding of <a href="https://ceramics.insightconferences.com/webinar">functional ceramic</a> and inorganic materials. This research area includes electro ceramics (including ferroelectric, multiferroic and piezoelectric materials), complex oxides, solid state materials chemistry, <a href="https://ceramics.insightconferences.com/webinar">inorganic 2D materials</a>, inorganic framework materials and porous materials.</p> <p style="text-align: justify;"> <strong>Ceramics Societies & Associations:</strong> <a href="https://ceramics.insightconferences.com/">Belgian Physical Society</a><strong>, </strong><a href="https://ceramics.insightconferences.com/">Croatian Physical Society</a><strong>, </strong>Czech Physical Society<strong>, </strong>European Prosthodontic Association (EPA)<strong>, </strong><a href="https://ceramics.insightconferences.com/">European Federation of Conservative Dentistry</a><strong>, </strong><a href="https://ceramics.insightconferences.com/">The Academy of Dental Materials</a><strong>, </strong><a href="https://ceramics.insightconferences.com/">The Association of Dental Implantology (ADI)</a><strong>, </strong>Oral Health Foundation</p> <p style="text-align: justify;"> <strong>Track 10: Ultra-High Temperature Ceramics</strong></p> <p style="text-align: justify;"> <a href="https://ceramics.insightconferences.com/webinar">Ultra-high-temperature ceramics</a> are a class of refractory ceramics that offer excellent stability at temperatures exceeding 2000 °C being investigated as possible thermal protection system (TPS) materials, coatings for materials subjected to high temperatures, and bulk materials for heating elements. Broadly speaking, UHTCs are borides, carbides, nitrides, and oxides of early transition metals. Current efforts have focused on heavy, early transition metal borides such as hafnium diboride (HfB2) and zirconium diboride(ZrB2); additional UHTCs under investigation for TPS applications include hafnium nitride (HfN), <a href="https://ceramics.insightconferences.com/webinar">zirconium nitride</a> (ZrN), titanium carbide (TiC), titanium nitride (TiN), thorium dioxide (ThO2), tantalum carbide (TaC) and their associated composites.</p> <p style="text-align: justify;"> <strong>Ceramics Societies & Associations :</strong>Alaska Miners Association<strong>, </strong><a href="https://ceramics.insightconferences.com/">American Mining Association</a><strong>, </strong>Colorado Mining Association<strong>, </strong>Brazilian Association of Composites Materials<strong>, </strong><a href="https://ceramics.insightconferences.com/">Brazilian Metallurgy Association</a>, Brazilian Materials Association, <a href="https://ceramics.insightconferences.com/">Brazilian Minerals Association</a><strong>, </strong>Latin American Steel Association</p> <p style="text-align: justify;"> <strong>Track 11: Oxide and Non-oxide Ceramics</strong></p> <p style="text-align: justify;"> <a href="https://ceramics.insightconferences.com/webinar">Oxide ceramics</a> are inorganic compounds of metallic (e.g., Al, Zr, Ti, Mg) or metalloid (Si) elements with oxygen. Oxides can be combined with nitrogen or carbon to form more complex oxynitride or oxycarbide ceramics. Oxide ceramics have high melting points, low wear resistance, and a wide range of electrical properties.</p> <p style="text-align: justify;"> <strong>Ceramics Societies & Associations: </strong><a href="https://ceramics.insightconferences.com/">Federation of European Materials Societies</a>, Institute of Science & Technology for Ceramics, <a href="https://ceramics.insightconferences.com/">European Society for Composite Materials</a> , <a href="https://ceramics.insightconferences.com/">Composites International</a> , <a href="https://ceramics.insightconferences.com/">European Materials Research Society</a></p> <p style="text-align: justify;"> <strong>Track 12: Bioceramics and Medical Applications</strong></p> <p style="text-align: justify;"> <a href="https://ceramics.insightconferences.com/webinar">Bioceramics</a> range in biocompatibility from the <a href="https://ceramics.insightconferences.com/events-list/bioceramics-and-medical-applications">ceramic oxides</a>, which are inert in the body, to the other extreme of resorbable materials, which are eventually replaced by the materials which they were used to repairing, used in many types of medical procedures. Bioceramics are typically used as rigid materials in surgical implants, though some bioceramics are flexible. The ceramic materials used are not the same as porcelain type ceramic materials. Rather, bioceramics are closely related to either the body's own materials or are extremely durable metal oxides.This track covers Biological Evaluation of <a href="https://ceramics.insightconferences.com/events-list/bioceramics-and-medical-applications">Bioceramic materials</a>, Applications, Case Studies, and Bioceramics for Cancer Therapy, Bioceramics for Dental Application, and Bioceramics in <a href="https://ceramics.insightconferences.com/events-list/bioceramics-and-medical-applications">Tissue Engineering</a>.</p> <p style="text-align: justify;"> <strong>Ceramics Societies & Associations:</strong>  <a href="https://ceramics.insightconferences.com/">Ceramic Society of Japan</a>, Australian Composites Structures Society, Asian Australasian Association for Composite Materials, <a href="https://ceramics.insightconferences.com/">Asia Pacific Society for Materials Research</a>, International Committee on Composite Materials</p> <p style="text-align: justify;"> <strong>Track 13: Nuclear Ceramics</strong></p> <p style="text-align: justify;"> <a href="https://ceramics.insightconferences.com/webinar">Nuclear ceramics</a>, ceramic materials employed in the generation of nuclear power and in the disposal of radioactive nuclear wastes. In their nuclear-related functions, ceramics are of major importance. Since the beginning of nuclear power generation, oxide ceramics, based on the fissionable metals uranium and plutonium, have been made into highly reliable fuel pellets for both water-cooled and liquid-metal-cooled reactors. Ceramics also can be employed to immobilize and store nuclear wastes.</p> <p style="text-align: justify;"> <strong>Ceramics Societies & Associations:</strong>  <a href="https://ceramics.insightconferences.com/">Society of Glass & Ceramic Decorated Products</a>, American Society for Composites, <a href="https://ceramics.insightconferences.com/">American Composites Manufacturers Association</a>, Automotive Composites Consortium,  <a href="https://ceramics.insightconferences.com/">United States Advanced Ceramics Association</a></p> <p style="text-align: justify;"> <strong>Track 14: Nanostructured Ceramics</strong></p> <p style="text-align: justify;"> Metal oxides represent an assorted and appealing class of materials whereby the field of metal oxide nanostructured morphologies has become one of the most active research areas within the nano-science community. The ability to manufacture ceramics with an intrinsic nanostructure enables the resulting ceramic materials to be optimized for a specific purpose. This track covers Highly porous ceramic and metal materials, Composites based on shape-memory alloys, Design and manufacturing technology for ceramic and cermet composites with structural and phase transformations, Transformation-hardening ceramic and metal composite materials, Wear resistance of transformation-hardening ceramic and metal composite materials, Bioceramic Materials, Porcelain, <a href="https://ceramics.insightconferences.com/webinar">Ceramics Manufacturers</a> and Market Analysis.</p> <p style="text-align: justify;"> <strong>Ceramics Societies & Associations : </strong><a href="https://ceramics.insightconferences.com/">Ceramic Society of Japan</a>, Australian Composites Structures Society, Asian Australasian Association for Composite Materials, <a href="https://ceramics.insightconferences.com/">Asia Pacific Society for Materials Research</a>, International Committee on Composite Materials</p> <p style="text-align: justify;"> <strong>Track 15: Crystalline Materials</strong></p> <p style="text-align: justify;"> A crystal or crystalline solid is a solid material whose constituents, such as atoms, molecules or ions, are arranged in a highly ordered microscopic structure, forming a crystal lattice that extends in all directions. The session will cover all aspects, from basic research and material characterization, through physicochemical aspects of growth and deposition techniques, to the technological development of industrialized materials. This track covers Semiconductors, <a href="https://ceramics.insightconferences.com/webinar">Ferro/piezo-electric</a>, Optical Materials, and Scintillator.</p> <p style="text-align: justify;"> <strong>Ceramics Societies & Associations:</strong> <a href="https://ceramics.insightconferences.com/">Ceramic Society of Japan</a>, <a href="https://ceramics.insightconferences.com/">Australian Composites Structures Society</a>, Asian Australasian Association for Composite Materials, Asia Pacific Society for Materials Research, <a href="https://ceramics.insightconferences.com/">International Committee on Composite Materials</a></p> <p style="text-align: justify;"> <strong>Track 16: Traditional Ceramics</strong></p> <p style="text-align: justify;"> <a href="https://ceramics.insightconferences.com/webinar">Traditional ceramics</a> are comprised of three basic components - clay, silica (quartz), and feldspar.Clay is one of the most common ceramic raw materials. It is used widely because it is found in great quantities naturally and it is easily formed. Clay is used in structural clay products (bricks, pipes, tiles) and whitewares (pottery, tableware, china, sanitaryware). Clay makes up the majority of the ceramic body and is primarily composed of hydrated aluminium silicates, Al2O3.SiO2.H2O. Most clay products also contain an inexpensive filler, often quartz, and a feldspar, or flux, that forms a glass to bind ceramic particles during heat treatment.</p> <p style="text-align: justify;"> <strong>Ceramics Societies & Associations:</strong>   <a href="https://ceramics.insightconferences.com/">Federation of European Materials Societies</a>, Institute of Science & Technology for Ceramics, <a href="https://ceramics.insightconferences.com/">European Society for Composite Materials</a> , Composites International , <a href="https://ceramics.insightconferences.com/">European Materials Research Society</a></p> <p style="text-align: justify;"> <strong>Track 17: Sintering</strong></p> <p style="text-align: justify;"> The influence of electrical fields on various phenomena in ceramic science is an emerging area which deals with the ceramic materials at higher temperatures and also the sintering characteristics shown by materials. <a href="https://ceramics.insightconferences.com/webinar">Sintering</a> is the process of compacting and forming a solid mass of material by heat and/or pressure without melting it to the point of liquefaction. Sintering happens naturally in mineral deposits or as a manufacturing process used with metals, ceramics, plastics, and other materials. This track covers Flash Sintering Phenomena and Mechanisms, <a href="https://ceramics.insightconferences.com/webinar">Field Assisted Sintering</a> Phenomena.</p> <p style="text-align: justify;"> <strong>Ceramics Societies & Associations:</strong>   Ceramic Society of Japan, <a href="https://ceramics.insightconferences.com/">Australian Composites Structures Society</a>, Asian Australasian Association for Composite Materials, Asia Pacific Society for Materials Research, <a href="https://ceramics.insightconferences.com/">International Committee on Composite Materials</a></p> <p style="text-align: justify;"> <strong>Track 18: Materials Science and Engineering</strong></p> <p style="text-align: justify;"> <a href="https://ceramics.insightconferences.com/webinar">Materials Science and Engineering</a> (MSE) combines engineering, physics and chemistry principles to solve real-world problems associated with nanotechnology, biotechnology, information technology, energy, manufacturing and other major engineering disciplines. Materials scientists work with diverse types of materials (e.g., metals, polymers, ceramics, liquid crystals, composites) for a broad range of applications (e.g., energy, construction, electronics, biotechnology, nanotechnology) employing modern processing and discovery principles (e.g., casting, additive manufacturing, coating, evaporation, plasma and radiation processing, artificial intelligence, and computer simulations).</p> <p style="text-align: justify;"> <strong>Ceramics Societies & Associations: </strong>Society of Glass & Ceramic Decorated Products, <a href="https://ceramics.insightconferences.com/">American Society for Composites</a>, American Composites Manufacturers Association, <a href="https://ceramics.insightconferences.com/">Automotive Composites Consortium</a>,  United States Advanced Ceramics Association</p> </p> </div> <div id="section_Market Analysis"> <h3>Market Analysis</h3> <p> <p style="text-align:justify"> Global <a href="https://ceramics.insightconferences.com/">Ceramics</a> Market was valued US$ 165 Bn in 2018 and is expected to reach US$ 181.2 Bn by 2026, at a XX% CAGR of around during a forecast period.<span style="font-size: 13.5pt;"><o:p></o:p></span></p> <p style="text-align:justify"> Increasing the use of <a href="https://ceramics.insightconferences.com/">advanced ceramics</a> as a substitute for metals and plastics in the automobile industry is a major factor driving the growth of the <a href="https://ceramics.insightconferences.com/">ceramic market</a>. Increasing demand from the medical industry and growing construction and infrastructure spending is expected to accelerate the ceramic market growth in the forecast period. Stringent regulations enacted on ceramics regarding its usage in construction, food & beverage and automobile sectors coupled with high cost and recyclability issue is predicted to hamper the growth of the market. Advanced ceramic is dominating the ceramic market and will continue its dominance throughout the forecast period. Advanced ceramics offers developed and value-added properties.Advanced ceramics possess properties such as corrosion resistance, high-temperature stability, and toughness.Medical, automobile and electronics sectors are a major end-user of advanced chemical.<span style="font-size: 13.5pt;"><o:p></o:p></span></p> <p style="text-align:justify"> The report provides an in-depth segment analysis of the global ceramics market, thereby providing valuable insights at macro as well as micro levels. Housing & Construction segment is leading the end-use segment in the ceramic market attributed to less maintenance required, highly resistant to environmental conditions and prolong durability. Industrial is the second-largest end-use segment of the ceramic market. Ceramic is being used as a <a href="https://ceramics.insightconferences.com/">composite</a> and matrix form in the automotive parts as an alternative to metal. Manufacturing of Lightweight vehicle to enhance fuel efficiency and performance will favour the growth of the industrial segment.</p> <p style="text-align:justify"> <span style="font-size: 13.5pt;"><o:p></o:p></span>The global market for functional ceramics was valued at USD 244 billion in 2022 and is projected to exceed USD 1,260.88 billion by 2032, growing at a compound annual growth rate (CAGR) of 17.9% from 2023 to 2032. This significant growth is driven by increased demand in construction and other market sectors. In 2022, the traditional ceramics segment accounted for 60.30% of the market share by product, while the sanitary ware segment represented 12.20% by application. The buildings and construction sector is anticipated to see the most substantial growth by end-user from 2023 to 2032. The Asia Pacific region leads the market with the highest growth rate for functional ceramics.</p> <p style="text-align: center;">  </p> <p style="text-align: center;">  <img alt="" 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" style="width: 493px; height: 360px;" /></p> </p> </div> <div id="section_pcontent"> <h3>Past Conference Report</h3> <p><b>Ceramics 2023</b></br><p style="text-align: justify;"> We had a huge success with the completion of <strong>9th International Conference and Expo on Ceramics and Composite Materials <span class="selectable-text copyable-text" style="white-space: pre-wrap;">May 10-11, 2023</span> | <span class="selectable-text copyable-text" style="white-space: pre-wrap;">Zurich, Switzerland</span></strong>. The significance of the meeting was achieved due to the accumulation of all the related group of spectators of research scientists to share their Knowledge, Research work, Technologies, and furthermore trade of worldwide Information towards the correct crowd at ideal time. Congress has received a generous response from all over the world. This has been organized with the aim of endorsing the development of new perceptions and ideas for investigating the high level of knowledge reached by scientific community in the field of Ceramics and Composite Materials.</p> <p style="text-align: justify;"> The conference was organized around the theme “<strong><i>Innovations and Advancements in Ceramics and Composite Materials Research</i></strong>”. The congress entrenched a firm relation of future strategies in the field of Ceramics and Composite Materials.</p> <p style="text-align: justify;"> We would like to thank each and every participant of <strong>Ceramics 2023 </strong>to make this a huge success. And special thanks to media partners for the promotion of our event.</p> <p style="text-align: justify;"> The <strong>ConferenceSeries</strong> Ceramics Conferences aim to bring together the prominent researchers’ academic scientists, and research scholars to exchange and share their experiences on all aspects of Biomaterials. It is conjointly a knowledge domain platform for researchers, practitioners and educators to gift and discuss the foremost recent advances, trends, and issues in addition as sensible challenges and solutions adopted in the fields of Ceramics and Composite Materials.</p> <p style="text-align: justify;"> Conference Series LLC Ltd is glad to announce its “<strong>10</strong><b>th International Conference and Expo on Ceramics and Composite Materials</b>, going to be held during<strong> <span class="selectable-text copyable-text" style="white-space: pre-wrap;">October 10-11, 2024</span></strong><b> </b>at <strong><span class="selectable-text copyable-text" style="white-space: pre-wrap;">Madrid, Spain</span> </strong>We cordially welcome all the eminent Researchers, Scientists, Professors, Engineers, and CEO’s of Ceramics and Composite Materials.companies to be a part of this prestigious conference. </p> <p style="text-align: justify;"> Bookmark your dates for “Ceramics 2023,” as the Nominations for Best Poster Awards and Young Researcher Awards are open across the world.</p> <br><a href='https://www.conferenceseries.com/Past_Reports/ceramics-2023-past' target="_blank"><span class="btn btn-warning btn-xs">Past Reports</span></a>  <a href='https://www.conferenceseries.com/Past_Reports/ceramics-2023-gallery' target="_blank"><span class="btn btn-warning btn-xs">Gallery</span></a>   </br></br></p> </div> </div> </div> </div> </div>  <div class="well well-sm offer"> <div class="conf-available padding-sm"> <h3 class="h5 bg-success-gradient padding-lg text-white text-center">To Collaborate Scientific Professionals around the World</h3> <div class="conf-available-sub"> <div> <p class="padding-lg">Conference Date <span><em>October 10-11, 2024</em></span></p> </div> <div> <p class="padding-lg"><em>For Sponsors & Exhibitors</em></p> <p><a href="mailto:sponsor@conferenceseries.com" title="sponsor@conferenceseries.com">sponsor@conferenceseries.com</a></p> </div> <div 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Georgia and S. Sandwich Isls.">S. Georgia and S. 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$('#submitbtn').click(function(event){ event.preventDefault(); var postData = { 'conference_name' : $("#conference_name").val(), 'conference_url' : $("#conference_url").val(), 'conference_email' : $("#conference_email").val(), 'inputName' : $("#inputName").val(), 'inputEmail' : $("#inputEmail").val(), 'inputMobile' : $("#inputMobile").val(), 'inputCountry' : $("#Country").val(), 'inputSubject' : $("#inputSubject").val(), 'inputMessage' : $("#inputMessage").val(), 'confId' : $("#confId").val(), 'country' : $("#conference_country").val() } if (postData.inputName=='') { $('#contact_msg').html('<font style="color:red;font-weight:bolder;">Name Required!</font>'); } else if (postData.inputEmail=='') { $('#contact_msg').html('<font style="color:red;font-weight:bolder;">Email Required!</font>'); } else if (!Emailfilter.test(postData.inputEmail)) { $('#contact_msg').html('<font style="color:red;font-weight:bolder;">Invalid Email!</font>'); } else if (postData.inputMobile=='') { $('#contact_msg').html('<font style="color:red;font-weight:bolder;">Mobile Number Required!</font>'); } else if (postData.inputCountry=='') { $('#contact_msg').html('<font style="color:red;font-weight:bolder;">Country Required!</font>'); } else if (postData.inputSubject=='') { $('#contact_msg').html('<font style="color:red;font-weight:bolder;">Research Required!</font>'); } else { $('#contact_msg').html(""); $.ajax({ url:'../enquiry.php', type:'post', data:postData, success: function(response){ if(response==1){ $('#contact_form').html('<p style="color:green;font-weight:bold; font-size:20px; text-align:center;">Thanks for contacting us,<br/> we will get back to you soon from </p><a id="contact_mail" href="mailto:' + postData.conference_email + '">' + postData.conference_email + '</a>'); }else{ $('#contact_msg').html('<font style="color:red;font-weight:bolder;">Sorry! 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Try again!</font>'); } }); } }); }); </script> <div class="modal fade" id="purchaseToday" 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">Purchase Our Past Conferences Materials</h3> <div id="materials_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="purchase_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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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">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://ceramics.insightconferences.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="ceramics@speakersconclave.com" /> <input type="hidden" name="confId" id="confId" value="13256" /> <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://ceramics.insightconferences.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" value="ceramics@speakersconclave.com" /> <input type="hidden" name="confId" id="confId" value="13256" /> <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 class="clear"></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 class="clear"></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 class="clear"></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="WebinarCountry" id="WebinarCountry" 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 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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