Scientific Instrument SQS

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class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/facility/instruments/mid/instrument_specifications/index_eng.html">Instrument specifications</a> </li> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/facility/instruments/mid/supporting_infrastructure/index_eng.html">Supporting infrastructure</a> </li> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/facility/instruments/mid/group_members/index_eng.html">Group members</a> </li> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/facility/instruments/mid/workshops_and_meetings/index_eng.html">Workshops and meetings</a> </li> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/facility/instruments/mid/publications/index_eng.html">Publications</a> </li> </ul> </li> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/facility/instruments/scs/index_eng.html">SCS</a> <ul class="xfel-drawer-navigation--level-3 xfel-drawer-navigation xfel-typography--drawer-subnavigation"> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/facility/instruments/scs/instrument_design/index_eng.html">Instrument Design</a> </li> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/facility/instruments/scs/scs_group_members/index_eng.html">SCS group members</a> </li> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/facility/instruments/scs/publications/index_eng.html">Publications</a> </li> </ul> </li> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/facility/instruments/spb_sfx/index_eng.html">SPB/SFX</a> <ul class="xfel-drawer-navigation--level-3 xfel-drawer-navigation xfel-typography--drawer-subnavigation"> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/facility/instruments/spb_sfx/parameter_sheet_2025_01/index_eng.html">parameter sheet 2025-01</a> </li> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/facility/instruments/spb_sfx/science_programme/index_eng.html">Science Programme</a> </li> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/facility/instruments/spb_sfx/instrument_parameters_for_run_2024_01/index_eng.html">Instrument parameters for run 2024-01</a> </li> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/facility/instruments/spb_sfx/instrument_design/index_eng.html">Instrument design</a> </li> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/facility/instruments/spb_sfx/sfx_user_consortium/index_eng.html">SFX user consortium</a> </li> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/facility/instruments/spb_sfx/group_members/index_eng.html">Group members</a> </li> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/facility/instruments/spb_sfx/documentation/index_eng.html">Documentation</a> </li> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/facility/instruments/spb_sfx/publications/index_eng.html">Publications</a> </li> </ul> </li> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/facility/instruments/sqs/index_eng.html">SQS</a> <ul class="xfel-drawer-navigation--level-3 xfel-drawer-navigation xfel-typography--drawer-subnavigation"> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/facility/instruments/sqs/news/index_eng.html">News</a> </li> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/facility/instruments/sqs/instrument/index_eng.html">Instrument</a> </li> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/facility/instruments/sqs/documentation/index_eng.html">Documentation</a> </li> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/facility/instruments/sqs/beamtime_publications/index_eng.html">Beamtime publications</a> </li> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/facility/instruments/sqs/staff_publications/index_eng.html">Staff publications</a> </li> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/facility/instruments/sqs/videos/index_eng.html">Videos</a> </li> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/facility/instruments/sqs/group_members/index_eng.html">Group members</a> </li> </ul> </li> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/facility/instruments/sxp/index_eng.html">SXP</a> <ul class="xfel-drawer-navigation--level-3 xfel-drawer-navigation xfel-typography--drawer-subnavigation"> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/facility/instruments/sxp/team/index_eng.html">Group Members</a> </li> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/facility/instruments/sxp/instrument/index_eng.html">Instrument</a> </li> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/facility/instruments/sxp/community_proposals/index_eng.html">Community Proposals</a> </li> </ul> </li> </ul> </li> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/facility/user_laboratories/index_eng.html">User Laboratories</a> <ul class="xfel-drawer-navigation xfel-drawer-navigation--level-2 xfel-typography--drawer-subnavigation"> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/facility/user_laboratories/laboratories/index_eng.html">Laboratory Environments</a> <ul class="xfel-drawer-navigation--level-3 xfel-drawer-navigation xfel-typography--drawer-subnavigation"> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/facility/user_laboratories/laboratories/biology_labs/index_eng.html">Biology (XBI)</a> </li> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/facility/user_laboratories/laboratories/chemistry_labs/index_eng.html">Chemistry</a> </li> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/facility/user_laboratories/laboratories/material_science/index_eng.html">Dry Sample Preparation</a> </li> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/facility/user_laboratories/laboratories/cold_room/index_eng.html">Cold Room</a> </li> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/facility/user_laboratories/laboratories/dark_room/index_eng.html">Dark Rooms</a> </li> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/facility/user_laboratories/laboratories/glove_box/index_eng.html">Glove Box</a> </li> </ul> </li> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/facility/user_laboratories/samples_processing/index_eng.html">Sample Delivery</a> <ul class="xfel-drawer-navigation--level-3 xfel-drawer-navigation xfel-typography--drawer-subnavigation"> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/facility/user_laboratories/samples_processing/liquids/index_eng.html">Liquids</a> </li> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/facility/user_laboratories/samples_processing/magnets/index_eng.html">Magnets</a> </li> </ul> </li> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/facility/user_laboratories/access/index_eng.html">Access</a> </li> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/facility/user_laboratories/about_us/index_eng.html">About us</a> </li> </ul> </li> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/facility/safety_and_environment/index_eng.html">Safety and Environment</a> </li> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/facility/comparison/index_eng.html">Comparison</a> </li> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/facility/virtual_tour/index_eng.html">Virtual Tour</a> </li> </ul> </li> <li class="xfel-drawer-navigation__item"> <div>Organization</div> <ul class="xfel-drawer-navigation xfel-drawer-navigation--level-1 xfel-typography--drawer-subnavigation"> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/organization/mission/index_eng.html">Mission</a> </li> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/organization/company/index_eng.html">Company</a> </li> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/organization/leadership/council/index_eng.html">Leadership</a> <ul class="xfel-drawer-navigation xfel-drawer-navigation--level-2 xfel-typography--drawer-subnavigation"> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/organization/leadership/council/index_eng.html">Council</a> <ul class="xfel-drawer-navigation--level-3 xfel-drawer-navigation xfel-typography--drawer-subnavigation"> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/organization/leadership/council/council_meetings/index_eng.html">Council meetings</a> </li> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/organization/leadership/council/council_written_procedures/index_eng.html">Council written procedures</a> </li> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/organization/leadership/council/council_working_groups/index_eng.html">Council working groups</a> </li> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/organization/leadership/council/basic_documents/index_eng.html">Basic documents</a> </li> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/organization/leadership/council/isc_predecessor_of_the_council/index_eng.html">ISC (Predecessor of the Council)</a> </li> </ul> </li> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/organization/leadership/management_board/index_eng.html">Management Board</a> </li> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/organization/leadership/committees/index_eng.html">Committees</a> <ul class="xfel-drawer-navigation--level-3 xfel-drawer-navigation xfel-typography--drawer-subnavigation"> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/organization/leadership/committees/ikrc/index_eng.html">IKRC</a> </li> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/organization/leadership/committees/afc/index_eng.html">AFC</a> </li> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/organization/leadership/committees/mac/index_eng.html">MAC</a> </li> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/organization/leadership/committees/sac/index_eng.html">SAC</a> </li> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/organization/leadership/committees/dac/index_eng.html">DAC</a> </li> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/organization/leadership/committees/lac/index_eng.html">LAC</a> </li> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/organization/leadership/committees/dmc/index_eng.html">DMC</a> </li> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/organization/leadership/committees/proposal_review_panels/index_eng.html">Proposal Review Panels</a> </li> </ul> </li> </ul> </li> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/organization/partner_countries/index_eng.html">Partner countries</a> </li> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/organization/cooperation/index_eng.html">Cooperation</a> <ul class="xfel-drawer-navigation xfel-drawer-navigation--level-2 xfel-typography--drawer-subnavigation"> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/organization/cooperation/user_consortia/index_eng.html">User consortia</a> </li> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/organization/cooperation/institutional_and_international_cooperation/index_eng.html">Institutional and international cooperation</a> </li> </ul> </li> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/organization/staff_members/index_eng.html">Staff members</a> <ul class="xfel-drawer-navigation xfel-drawer-navigation--level-2 xfel-typography--drawer-subnavigation"> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/organization/staff_members/staff_members_public_view/index_eng.html">Staff members (public view)</a> </li> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/organization/staff_members/staff_members_internal_only/index_eng.html">Staff members (internal only)</a> </li> </ul> </li> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/organization/scientific_and_technical_groups/index_eng.html">Scientific and Technical groups</a> <ul class="xfel-drawer-navigation xfel-drawer-navigation--level-2 xfel-typography--drawer-subnavigation"> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/organization/scientific_and_technical_groups/instrumentation_department/index_eng.html">Instrumentation Department</a> <ul class="xfel-drawer-navigation--level-3 xfel-drawer-navigation xfel-typography--drawer-subnavigation"> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/organization/scientific_and_technical_groups/instrumentation_department/leadership_team/index_eng.html">Leadership Team</a> </li> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/organization/scientific_and_technical_groups/instrumentation_department/lasers/index_eng.html">Lasers</a> </li> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/organization/scientific_and_technical_groups/instrumentation_department/mechanical_engineering/index_eng.html">Mechanical Engineering</a> </li> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/organization/scientific_and_technical_groups/instrumentation_department/undulator_systems/index_eng.html">Undulator Systems</a> </li> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/organization/scientific_and_technical_groups/instrumentation_department/vacuum/index_eng.html">Vacuum</a> </li> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/organization/scientific_and_technical_groups/instrumentation_department/x_ray_optics/index_eng.html">X-Ray Optics</a> </li> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/organization/scientific_and_technical_groups/instrumentation_department/x_ray_photon_diagnostics/index_eng.html">X-Ray Photon Diagnostics</a> </li> </ul> </li> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/organization/scientific_and_technical_groups/data_department/index_eng.html">Data Department</a> <ul class="xfel-drawer-navigation--level-3 xfel-drawer-navigation xfel-typography--drawer-subnavigation"> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/organization/scientific_and_technical_groups/data_department/controls/index_eng.html">Controls</a> </li> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/organization/scientific_and_technical_groups/data_department/data_analysis/index_eng.html">Data Analysis</a> </li> </ul> </li> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/organization/scientific_and_technical_groups/theory/index_eng.html">Theory</a> <ul class="xfel-drawer-navigation--level-3 xfel-drawer-navigation xfel-typography--drawer-subnavigation"> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/organization/scientific_and_technical_groups/theory/group_members/index_eng.html">Group Members</a> </li> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/organization/scientific_and_technical_groups/theory/theory_seminar/index_eng.html">Theory Seminar</a> </li> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/organization/scientific_and_technical_groups/theory/workshops_and_meetings/index_eng.html">Workshops and Meetings</a> </li> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/organization/scientific_and_technical_groups/theory/selected_research_projects/index_eng.html">Selected Research Projects</a> </li> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/organization/scientific_and_technical_groups/theory/publications/index_eng.html">Publications</a> </li> </ul> </li> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/organization/scientific_and_technical_groups/sample_environment/index_eng.html">Sample Environment & Characterization</a> <ul class="xfel-drawer-navigation--level-3 xfel-drawer-navigation xfel-typography--drawer-subnavigation"> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/organization/scientific_and_technical_groups/sample_environment/projects/index_eng.html">Projects</a> </li> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/organization/scientific_and_technical_groups/sample_environment/group_members/index_eng.html">Group members</a> </li> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/organization/scientific_and_technical_groups/sample_environment/workshops_and_meetings/index_eng.html">Workshops and meetings</a> </li> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/organization/scientific_and_technical_groups/sample_environment/publications/index_eng.html">Publications</a> </li> </ul> </li> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/organization/scientific_and_technical_groups/photon_beam_systems_meetings/index_eng.html">Photon Beam Systems Meetings</a> <ul class="xfel-drawer-navigation--level-3 xfel-drawer-navigation xfel-typography--drawer-subnavigation"> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/organization/scientific_and_technical_groups/photon_beam_systems_meetings/2024/index_eng.html">2024</a> </li> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/organization/scientific_and_technical_groups/photon_beam_systems_meetings/2023/index_eng.html">2023</a> </li> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/organization/scientific_and_technical_groups/photon_beam_systems_meetings/2022/index_eng.html">2022</a> </li> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/organization/scientific_and_technical_groups/photon_beam_systems_meetings/2021/index_eng.html">2021</a> </li> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/organization/scientific_and_technical_groups/photon_beam_systems_meetings/2020/index_eng.html">2020</a> </li> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/organization/scientific_and_technical_groups/photon_beam_systems_meetings/2019/index_eng.html">2019</a> </li> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/organization/scientific_and_technical_groups/photon_beam_systems_meetings/2018/index_eng.html">2018</a> </li> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/organization/scientific_and_technical_groups/photon_beam_systems_meetings/2017/index_eng.html">2017</a> </li> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/organization/scientific_and_technical_groups/photon_beam_systems_meetings/2016/index_eng.html">2016</a> </li> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/organization/scientific_and_technical_groups/photon_beam_systems_meetings/2015/index_eng.html">2015</a> </li> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/organization/scientific_and_technical_groups/photon_beam_systems_meetings/2014/index_eng.html">2014</a> </li> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/organization/scientific_and_technical_groups/photon_beam_systems_meetings/2013/index_eng.html">2013</a> </li> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/organization/scientific_and_technical_groups/photon_beam_systems_meetings/2012/index_eng.html">2012</a> </li> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/organization/scientific_and_technical_groups/photon_beam_systems_meetings/2011/index_eng.html">2011</a> </li> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/organization/scientific_and_technical_groups/photon_beam_systems_meetings/2010/index_eng.html">2010</a> </li> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/organization/scientific_and_technical_groups/photon_beam_systems_meetings/2009/index_eng.html">2009</a> </li> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/organization/scientific_and_technical_groups/photon_beam_systems_meetings/2008/index_eng.html">2008</a> </li> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/organization/scientific_and_technical_groups/photon_beam_systems_meetings/2007/index_eng.html">2007</a> </li> </ul> </li> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/organization/scientific_and_technical_groups/students/index_eng.html">Students</a> <ul class="xfel-drawer-navigation--level-3 xfel-drawer-navigation xfel-typography--drawer-subnavigation"> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/organization/scientific_and_technical_groups/students/welcome_words/index_eng.html">Welcome words</a> </li> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/organization/scientific_and_technical_groups/students/phd_curriculum/index_eng.html">Ph.D. Curriculum</a> </li> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/organization/scientific_and_technical_groups/students/european_xfel_network/index_eng.html">European XFEL Network</a> </li> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/organization/scientific_and_technical_groups/students/young_scientist_award/index_eng.html">Young Scientist Award</a> </li> </ul> </li> </ul> </li> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/organization/industrial_liaison/index_eng.html">Industrial Liaison</a> <ul class="xfel-drawer-navigation xfel-drawer-navigation--level-2 xfel-typography--drawer-subnavigation"> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/organization/industrial_liaison/room_rental/index_eng.html">Room rental</a> </li> </ul> </li> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/organization/procurement/index_eng.html">Procurement</a> <ul class="xfel-drawer-navigation xfel-drawer-navigation--level-2 xfel-typography--drawer-subnavigation"> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/organization/procurement/legal_and_regulatory_information/index_eng.html">Legal and Regulatory Information</a> </li> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/organization/procurement/calls_for_tender/index_eng.html">Calls for Tender</a> </li> </ul> </li> </ul> </li> <li class="xfel-drawer-navigation__item"> <div>Science</div> <ul class="xfel-drawer-navigation xfel-drawer-navigation--level-1 xfel-typography--drawer-subnavigation"> <li class="xfel-drawer-navigation__item"> <a 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class="module module-intro"> <div class="intro"> <h1>Scientific Instrument SQS</h1> </div> </section>   <section class="module"> <div class="intro intro--homepage">  <div class="stage stage--js"> <div class="stage-stage__wrapper"> <div class="stage-stage" id="e98183"> <article class="stage-stage__item hidden-at-load"> <div class="stage-stage__image-container"> <picture> <source media="(min-width: 840px)" srcset="/sites/sites_custom/site_xfel/content/e35165/e46561/e46889/e98183/xfel_stage_item272966/SQS_News_water_call_eng.png" /> <source media="(min-width: 480px)" srcset="/sites/sites_custom/site_xfel/content/e35165/e46561/e46889/e98183/xfel_stage_item272966/SQS_News_water_call_medium_eng.png" /> <img alt="Sept. 2024: Water science at SQS" src="/sites/sites_custom/site_xfel/content/e35165/e46561/e46889/e98183/xfel_stage_item272966/SQS_News_water_call_small_eng.png" /> </picture> </div> <div class="stage-stage__content-container"> <a class="stage-stage__content" href="https://www.xfel.eu/facility/instruments/sqs/news/index_eng.html#water_call"> <h2 class="stage-stage__content-headline"> Sept. 2024: Water science at SQS <span class="stage-stage__content-svg-wrapper"> <svg width="44px" height="22px" viewbox="0 0 44 22"> <use xlink:href="#icon-arrow-stage-link"></use> </svg> </span> </h2> </a> </div> </article>  <article class="stage-stage__item hidden-at-load"> <div class="stage-stage__image-container"> <picture> <source media="(min-width: 840px)" srcset="/sites/sites_custom/site_xfel/content/e35165/e46561/e46889/e98183/xfel_stage_item276386/SQS_News_GroEl_2_eng.png" /> <source media="(min-width: 480px)" srcset="/sites/sites_custom/site_xfel/content/e35165/e46561/e46889/e98183/xfel_stage_item276386/SQS_News_GroEl_2_medium_eng.png" /> <img alt="Jan 2024: Protein Snapshot" src="/sites/sites_custom/site_xfel/content/e35165/e46561/e46889/e98183/xfel_stage_item276386/SQS_News_GroEl_2_small_eng.png" /> </picture> </div> <div class="stage-stage__content-container"> <a class="stage-stage__content" href="https://www.xfel.eu/facility/instruments/sqs/news/index_eng.html#GroEl"> <h2 class="stage-stage__content-headline"> Jan 2024: Protein Snapshot <span class="stage-stage__content-svg-wrapper"> <svg width="44px" height="22px" viewbox="0 0 44 22"> <use xlink:href="#icon-arrow-stage-link"></use> </svg> </span> </h2> </a> </div> </article>  <article class="stage-stage__item hidden-at-load"> <div class="stage-stage__image-container"> <picture> <source media="(min-width: 840px)" srcset="/sites/sites_custom/site_xfel/content/e35165/e46561/e46889/e98183/xfel_stage_item187529/SQS_News_xenon_eng.png" /> <source media="(min-width: 480px)" srcset="/sites/sites_custom/site_xfel/content/e35165/e46561/e46889/e98183/xfel_stage_item187529/SQS_News_xenon_medium_eng.png" /> <img alt="Sept 2023: Charting quantum landscapes" src="/sites/sites_custom/site_xfel/content/e35165/e46561/e46889/e98183/xfel_stage_item187529/SQS_News_xenon_small_eng.png" /> </picture> </div> <div class="stage-stage__content-container"> <a class="stage-stage__content" href="https://www.xfel.eu/news_and_events/news/index_eng.html?openDirectAnchor=2174&two_columns=0"> <h2 class="stage-stage__content-headline"> Sept 2023: Charting quantum landscapes <span class="stage-stage__content-svg-wrapper"> <svg width="44px" height="22px" viewbox="0 0 44 22"> <use xlink:href="#icon-arrow-stage-link"></use> </svg> </span> </h2> </a> </div> </article>  <article class="stage-stage__item hidden-at-load"> <div class="stage-stage__image-container"> <picture> <source media="(min-width: 840px)" srcset="/sites/sites_custom/site_xfel/content/e35165/e46561/e46889/e98183/xfel_stage_item216817/SQS_News_heliumdroplets_clipped_eng.png" /> <source media="(min-width: 480px)" srcset="/sites/sites_custom/site_xfel/content/e35165/e46561/e46889/e98183/xfel_stage_item216817/SQS_News_heliumdroplets_clipped_medium_eng.png" /> <img alt="Sept 2023: Superfluid helium droplets" src="/sites/sites_custom/site_xfel/content/e35165/e46561/e46889/e98183/xfel_stage_item216817/SQS_News_heliumdroplets_clipped_small_eng.png" /> </picture> </div> <div class="stage-stage__content-container"> <a class="stage-stage__content" href="https://www.xfel.eu/news_and_events/news/index_eng.html?openDirectAnchor=2164&two_columns=0"> <h2 class="stage-stage__content-headline"> Sept 2023: Superfluid helium droplets <span class="stage-stage__content-svg-wrapper"> <svg width="44px" height="22px" viewbox="0 0 44 22"> <use xlink:href="#icon-arrow-stage-link"></use> </svg> </span> </h2> </a> </div> </article>  <article class="stage-stage__item hidden-at-load"> <div class="stage-stage__image-container"> <picture> <source media="(min-width: 840px)" srcset="/sites/sites_custom/site_xfel/content/e35165/e46561/e46889/e98183/xfel_stage_item216044/SQS_News_User_videos_eng.png" /> <source media="(min-width: 480px)" srcset="/sites/sites_custom/site_xfel/content/e35165/e46561/e46889/e98183/xfel_stage_item216044/SQS_News_User_videos_medium_eng.png" /> <img alt="July 2023: Meet our users!" src="/sites/sites_custom/site_xfel/content/e35165/e46561/e46889/e98183/xfel_stage_item216044/SQS_News_User_videos_small_eng.png" /> </picture> </div> <div class="stage-stage__content-container"> <a class="stage-stage__content" href="https://www.xfel.eu/facility/instruments/sqs/news/#videos"> <h2 class="stage-stage__content-headline"> July 2023: Meet our users! <span class="stage-stage__content-svg-wrapper"> <svg width="44px" height="22px" viewbox="0 0 44 22"> <use xlink:href="#icon-arrow-stage-link"></use> </svg> </span> </h2> </a> </div> </article>  <article class="stage-stage__item hidden-at-load"> <div class="stage-stage__image-container"> <picture> <source media="(min-width: 840px)" srcset="/sites/sites_custom/site_xfel/content/e35165/e46561/e46889/e98183/xfel_stage_item210295/SQS_News_XUV_new_eng.png" /> <source media="(min-width: 480px)" srcset="/sites/sites_custom/site_xfel/content/e35165/e46561/e46889/e98183/xfel_stage_item210295/SQS_News_XUV_new_medium_eng.png" /> <img alt="Jan. 2023: New X-ray spectrometer" src="/sites/sites_custom/site_xfel/content/e35165/e46561/e46889/e98183/xfel_stage_item210295/SQS_News_XUV_new_small_eng.png" /> </picture> </div> <div class="stage-stage__content-container"> <a class="stage-stage__content" href="https://www.xfel.eu/news_and_events/news/index_eng.html?openDirectAnchor=2046&two_columns=0"> <h2 class="stage-stage__content-headline"> Jan. 2023: New X-ray spectrometer <span class="stage-stage__content-svg-wrapper"> <svg width="44px" height="22px" viewbox="0 0 44 22"> <use xlink:href="#icon-arrow-stage-link"></use> </svg> </span> </h2> </a> </div> </article>  <article class="stage-stage__item hidden-at-load"> <div class="stage-stage__image-container"> <picture> <source media="(min-width: 840px)" srcset="/sites/sites_custom/site_xfel/content/e35165/e46561/e46889/e98183/xfel_stage_item122509/SQS_News_Optica_eng.png" /> <source media="(min-width: 480px)" srcset="/sites/sites_custom/site_xfel/content/e35165/e46561/e46889/e98183/xfel_stage_item122509/SQS_News_Optica_medium_eng.png" /> <img alt="Apr. 2022: Record time resolution" src="/sites/sites_custom/site_xfel/content/e35165/e46561/e46889/e98183/xfel_stage_item122509/SQS_News_Optica_small_eng.png" /> </picture> </div> <div class="stage-stage__content-container"> <a class="stage-stage__content" href="https://www.xfel.eu/news_and_events/news/index_eng.html?openDirectAnchor=1945&two_columns=0"> <h2 class="stage-stage__content-headline"> Apr. 2022: Record time resolution <span class="stage-stage__content-svg-wrapper"> <svg width="44px" height="22px" viewbox="0 0 44 22"> <use xlink:href="#icon-arrow-stage-link"></use> </svg> </span> </h2> </a> </div> </article>  <article class="stage-stage__item hidden-at-load"> <div class="stage-stage__image-container"> <picture> <source media="(min-width: 840px)" srcset="/sites/sites_custom/site_xfel/content/e35165/e46561/e46889/e98183/xfel_stage_item171204/SQS_News_iodopyridine_eng.png" /> <source media="(min-width: 480px)" srcset="/sites/sites_custom/site_xfel/content/e35165/e46561/e46889/e98183/xfel_stage_item171204/SQS_News_iodopyridine_medium_eng.png" /> <img alt="Feb. 2022: Molecule snapshot by explosion" src="/sites/sites_custom/site_xfel/content/e35165/e46561/e46889/e98183/xfel_stage_item171204/SQS_News_iodopyridine_small_eng.png" /> </picture> </div> <div class="stage-stage__content-container"> <a class="stage-stage__content" href="https://www.xfel.eu/news_and_events/news/index_eng.html?openDirectAnchor=1945&two_columns=0"> <h2 class="stage-stage__content-headline"> Feb. 2022: Molecule snapshot by explosion <span class="stage-stage__content-svg-wrapper"> <svg 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up water molecules <span class="stage-stage__content-svg-wrapper"> <svg width="44px" height="22px" viewbox="0 0 44 22"> <use xlink:href="#icon-arrow-stage-link"></use> </svg> </span> </h2> </a> </div> </article> </div> <div class="stage-stage__control-container"> <div class="stage-stage__control"> <div class="slider-button--previous"> <svg class="slider-button__icon" width="20px" height="40px" viewbox="0 0 20 40"> <use xmlns:xlink="http://www.w3.org/1999/xlink" xlink:href="#icon-arrow-nav-left"></use> </svg> </div> <div class="slider-menu"> <span class="slider-menu--current"></span><span class="slider-menu--count"></span> </div> <div class="slider-button--next"> <svg class="slider-button__icon" width="20px" height="40px" viewbox="0 0 20 40"> <use xmlns:xlink="http://www.w3.org/1999/xlink" xlink:href="#icon-arrow-nav-right"></use> </svg> </div> </div> </div> </div> </div>  <div class="intro__container"> <p class="intro__copy">Follow up on what's going on at SQS!</p> </div> </div> </section>   <section class="module"> <div class="text"> <div class="text-container"> <p style="text-align:justify"><strong>The SQS (Small Quantum Systems) instrument is dedicated to investigations of fundamental processes of light-matter interaction in the soft X-ray wavelength regime. Typical targets are isolated species in the gas phase, such as atoms, molecules, ions, clusters, nanoparticles and large bio-molecules. The main applications focus on processes occurring under irradiation with ultra-short, highly intense X-ray pulses using a variety of spectroscopic techniques.  In particular, studies of non-linear phenomena, such as multiple ionization and multi-photon processes, time-resolved experiments following dynamical processes on the femtosecond timescale, and investigations using coherent scattering techniques are targeted. </strong></p> <p style="text-align:justify"><img src="data:image/png;base64,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" /></p> <p style="text-align:justify">The experiments are performed using a state-of-the art experimental platform, taking advantage of the ultrashort pulses, the extreme brilliance, and the high coherence of the soft X-ray pulses at the European XFEL. A powerful and tunable optical laser system is available for time-resolved studies. A wide range of experimental techniques for spectroscopic investigations using electrons, ions and photons is available, as well as various set-ups for introducing the target sample. The design of the spectrometers has been optimized to take advantage of the high repetition rate, and to enable various types of coincidence methods. The use of soft X-ray photons enables controlled excitations of specific electronic subshells in atomic and site- or element specific excitation in molecular targets.</p> <p style="text-align:justify"><strong><a id="proposal" name="proposal"></a></strong></p> <p style="text-align:justify"><strong>Please contact a member of the <a data-id="{$sites/sites_custom/site_xfel@e35165/e46561/e46889/e68793}" href="./group_members/index_eng.html">SQS team</a> well in advance if you consider submitting a <a href="https://www.xfel.eu/users/beamtime/call_for_proposals/index_eng.html">proposal</a> for run 13 (deadline April 30 2023, 4 pm CEST).</strong></p> <p style="text-align:justify"><strong>All experimental stations, </strong><strong><a href="https://www.xfel.eu/facility/instruments/sqs/instrument/aqs_end_station/index_eng.html">AQS</a></strong>, <strong><a href="https://www.xfel.eu/facility/instruments/sqs/instrument/nqs_end_station/index_eng.html">NQS</a></strong>, <strong>and</strong> <strong><a href="https://www.xfel.eu/facility/instruments/sqs/instrument/remi_end_station/index_eng.html">REMI</a> will be available. X-ray parameters are listed below</strong><strong>. Photon energies down to the nitrogen edge (400 eV) are offered. Circular polarization might become available during the run.</strong></p> <p style="text-align:justify"><strong>Further information:</strong></p> <ul> <li style="text-align:justify"><strong>The experimental stations</strong>: <strong><a href="https://www.xfel.eu/facility/instruments/sqs/instrument/aqs_end_station/index_eng.html">AQS</a></strong>, <strong><a href="https://www.xfel.eu/facility/instruments/sqs/instrument/nqs_end_station/index_eng.html">NQS</a></strong>, <strong><a href="https://www.xfel.eu/facility/instruments/sqs/instrument/remi_end_station/index_eng.html">REMI</a></strong></li> <li style="text-align:justify"><strong>The <a href="https://www.xfel.eu/facility/instruments/sqs/instrument/aqs_end_station/index_eng.html#xuv">imaging X-ray spectrometer</a></strong></li> <li style="text-align:justify"><strong>The <a href="https://www.xfel.eu/facility/instruments/sqs/instrument/nqs_end_station/index_eng.html#timepix">Timepix3 camera</a></strong></li> <li style="text-align:justify"><strong><a href="http://www.xfel.eu/facility/instruments/sqs/instrument/sample_delivery/index_eng.html">Sample delivery systems</a></strong></li> <li style="text-align:justify"><a href="http://www.xfel.eu/facility/instruments/sqs/instrument/x_ray_optics/index_eng.html"><strong>X-ray optics</strong> and <strong>monochromator</strong></a></li> <li style="text-align:justify"><a href="http://www.xfel.eu/facility/instruments/sqs/instrument/photon_diagnostics/index_eng.html"><strong>Photon diagnostics</strong></a></li> <li style="text-align:justify"><a href="http://www.xfel.eu/facility/instruments/sqs/instrument/optical_laser/index_eng.html"><strong>Optical laser</strong></a></li> <li style="text-align:justify"><strong>General information for <a href="https://www.xfel.eu/users/index_eng.html">users</a></strong></li> </ul> </div> </div> </section>   <div class="table-responsive"> <style type="text/css"> table#e72207 tr th:nth-child(1), table#e72207 tr td:nth-child(1) { width:35% } table#e72207 tr th:nth-child(2), table#e72207 tr td:nth-child(2) { width:100% } </style> <table class="ZMSTable table bs-table" id="e72207" summary=""> <tr class="even"> <th> Photon Beam Parameter<br /> </th> <th> run 13: January - July 2025<br /> </th> </tr> <tr class="odd"> <th> Photon energy<br /> </th> <td> <strong>400</strong> - 3000 eV, fully tunable<br /> </td> </tr> <tr class="even"> <th> Pulse energy<br /> </th> <td> up to 10 mJ (depends on photon energy)<br /> </td> </tr> <tr class="odd"> <th> Focus size<br /> </th> <td> 1 - 3 μm, tunable<br /> </td> </tr> <tr class="even"> <th> Pulse duration<br /> </th> <td> 10-25 fs (normal operation, see below for special mode)<br /> </td> </tr> <tr class="odd"> <th> Polarization<br /> </th> <td> linear horizontal. linear vertical and circular polarization may become available during 2024-II without assurance<br /> </td> </tr> <tr class="even"> <th> Bandwidth<br /> </th> <td> ~1% in SASE mode or<br /> monochromatized (resolution: 5000 in 1st order)<br /> </td> </tr> <tr class="odd"> <th> Number of pulses per train<br /> </th> <td> variable, for example:<br /> 400 at 2.2 MHz<br /> 200 at 1.1 MHz<br /> 100 at 0.5 MHz<br /> 20 at 0.1 MHz<br /> </td> </tr> <tr class="even"> <th> Special mode*: two-color operation<br /> </th> <td> Includes a variable time delay between 0 and 1000 fs using a magnetic chicane. (The optical chicane for scanning to negative delays is not yet available.)<br /> </td> </tr> <tr class="odd"> <th> Special mode*: short pulses (<10 fs)<br /> </th> <td> Short pulses can be achieved either by special tapering of the undulators or by reducing the electron bunch charge. Requires coordinated scheduling with other beamlines. Time-diagnostics are only partially available.<br /> </td> </tr> </table> </div>   <section class="module"> <div class="text"> <div class="text-container"> <p style="text-align:justify"><strong>* Please enquire with the instrument team for details on these modes. Expect significantly reduced pulse energies, more tuning time and less stable operation. Proposals should focus on the development of new techniques facilitated by these modes.</strong></p> </div> </div> </section>   <link rel="stylesheet" href="/sites/common4all/fonts/font-awesome/font-awesome-4.2.0/css/font-awesome.min.css" /> <section class="module"> <div class="standardindex"> <h2 class="standardindex_headline"></h2> <div class="row" title="News"> <div class="panel"> <a href="https://www.xfel.eu/facility/instruments/sqs/news/index_eng.html"> <h4 class="standardindex_title">News</h4> </a> <svg width="23px" height="16px" viewbox="0 0 23 16"> <use xmlns:xlink="http://www.w3.org/1999/xlink" xlink:href="#icon-arrow-teaser-right"></use> </svg> </div> </div> <div class="row" title="Instrument"> <div class="panel"> <a href="https://www.xfel.eu/facility/instruments/sqs/instrument/index_eng.html"> <h4 class="standardindex_title">Instrument</h4> </a> <svg width="23px" height="16px" viewbox="0 0 23 16"> <use xmlns:xlink="http://www.w3.org/1999/xlink" xlink:href="#icon-arrow-teaser-right"></use> </svg> </div> </div> <div class="row" title="Documentation"> <div class="panel"> <a href="https://www.xfel.eu/facility/instruments/sqs/documentation/index_eng.html"> <h4 class="standardindex_title">Documentation</h4> </a> <svg width="23px" height="16px" viewbox="0 0 23 16"> <use xmlns:xlink="http://www.w3.org/1999/xlink" xlink:href="#icon-arrow-teaser-right"></use> </svg> </div> </div> <div class="row" title="Beamtime publications"> <div class="panel"> <a href="https://www.xfel.eu/facility/instruments/sqs/beamtime_publications/index_eng.html"> <h4 class="standardindex_title">Beamtime publications</h4> </a> <svg width="23px" height="16px" viewbox="0 0 23 16"> <use xmlns:xlink="http://www.w3.org/1999/xlink" xlink:href="#icon-arrow-teaser-right"></use> </svg> </div> </div> <div class="row" title="Staff publications"> <div class="panel"> <a href="https://www.xfel.eu/facility/instruments/sqs/staff_publications/index_eng.html"> <h4 class="standardindex_title">Staff publications</h4> </a> <svg width="23px" height="16px" viewbox="0 0 23 16"> <use xmlns:xlink="http://www.w3.org/1999/xlink" xlink:href="#icon-arrow-teaser-right"></use> </svg> </div> </div> <div class="row" title="Videos and photos"> <div class="panel"> <a href="https://www.xfel.eu/facility/instruments/sqs/videos/index_eng.html"> <h4 class="standardindex_title">Videos</h4> </a> <svg width="23px" height="16px" viewbox="0 0 23 16"> <use xmlns:xlink="http://www.w3.org/1999/xlink" xlink:href="#icon-arrow-teaser-right"></use> </svg> </div> </div> <div class="row" title="Group members"> <div class="panel"> <a href="https://www.xfel.eu/facility/instruments/sqs/group_members/index_eng.html"> <h4 class="standardindex_title">Group members</h4> </a> <svg width="23px" height="16px" viewbox="0 0 23 16"> <use xmlns:xlink="http://www.w3.org/1999/xlink" xlink:href="#icon-arrow-teaser-right"></use> </svg> </div> </div> </div> </section>   <style> .newsletter-icon, .newsletter-content { -webkit-align-self: flex-start; -ms-flex-item-align: flex-start; align-self: flex-start;} .newsletter-icon {margin-top:-6px;} .nixda { width: 0; height: 0; overflow: hidden; font-size: 0; border: 0; } </style> <section class="module"> <div class="newsletter"> <div class="newsletter-container"> <div class="newsletter-icon"> <svg width="44px" height="32px" viewbox="0 0 44 32"> <use xlink:href="#icon-mail"></use> </svg> </div> <div class="newsletter-content"> <h3 class="newsletter-content__headline">Subscribe to the SQS newsletter!</h3> <p class="newsletter-content__copy">Receive the latest news from the Small Quantum Systems Instrument.</p> </div> <form id="xfel-mailing-list" method="post" action="" class="newsletter-form"> <div class="field field--input-button" role="group"> <input type="hidden" name="mailinglist" value="xfel-scientific-community-sqs"> <input type="hidden" name="xfelsubscribe" value="true"> <div class="formrow nixda"> <div class="formtext">eMail <sup style="color:red">*</sup></div> <div class="formvalue"> <input name="email" type="email" size="50" value="" /> </div> </div> <div class="xfel-textfield xfel-textfield--no-margin-bottom xfel-textfield--js"> <input class="xfel-textfield__input" type="text" placeholder="Your e-mail" name="subsc_email"> </div> <button class="xfel-button" type="submit" data-text="Subscribe"> <span>Subscribe</span> </button> </div> <div style="clear:both;height: 15px;"></div> <input class="required" type="checkbox" id="einwilligung" name="einwilligung" value="einwilligung" required> <label style="color:#fff;font-size:14px;" for="einwilligung"> By clicking on the 'subscribe' button, you confirm that you are 16 years or older and consent to your email address being used to send you the newsletter.<br /> <b>Notes:</b> You can revoke your consent at any time with effect for the future using the unsubscribe link in the newsletter or by sending an email to <a href="mailto:communications@xfel.eu">communications@xfel.eu</a>. 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