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</ul> </li> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/organization/scientific_and_technical_groups/undulator_systems/index_eng.html">Undulator Systems</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/undulator_systems/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/undulator_systems/publications/index_eng.html">Publications</a> </li> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/organization/scientific_and_technical_groups/undulator_systems/scu_tac/index_eng.html">SCU-TAC</a> </li> </ul> </li> <li class="xfel-drawer-navigation__item"> <a 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<li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/organization/scientific_and_technical_groups/x_ray_photon_diagnostics/documents/index_eng.html">Documents</a> </li> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/organization/scientific_and_technical_groups/x_ray_photon_diagnostics/images/index_eng.html">Images</a> </li> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/organization/scientific_and_technical_groups/x_ray_photon_diagnostics/weblinks/index_eng.html">Weblinks</a> </li> </ul> </li> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/organization/scientific_and_technical_groups/mechanical_engineering/index_eng.html">Mechanical Engineering</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/mechanical_engineering/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/mechanical_engineering/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/controls/index_eng.html">Controls</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/controls/karabo/index_eng.html">Karabo</a> </li> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/organization/scientific_and_technical_groups/controls/profile_amp_competences/index_eng.html">Profile & Competences</a> </li> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/organization/scientific_and_technical_groups/controls/contact/index_eng.html">Contact</a> </li> <li class="xfel-drawer-navigation__item"> <a href="https://www.xfel.eu/organization/scientific_and_technical_groups/controls/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/data_analysis/index_eng.html">Data Analysis</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_analysis/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/data_analysis/highlights/index_eng.html">Highlights</a> </li> <li 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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/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 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href="https://www.xfel.eu/users/quick_links/index_eng.html">Quick Links</a> </li> </ul> <ul class="subnavigation-list"> <li class="subnavigation-item subnavigation-item--active"> <a href="https://www.xfel.eu/users/beamtime/call_for_proposals/index_eng.html">Call for proposals</a> </li> <li class="subnavigation-item"> <a href="https://www.xfel.eu/users/beamtime/call_for_expressions_of_interest/index_eng.html">Call for expressions of interest</a> </li> <li class="subnavigation-item"> <a href="https://www.xfel.eu/users/beamtime/how_to_apply/index_eng.html">How to Apply</a> </li> <li class="subnavigation-item"> <a href="https://www.xfel.eu/users/beamtime/proposal_review/proposal_review/index_eng.html">Proposal Review</a> </li> <li class="subnavigation-item"> <a href="https://www.xfel.eu/users/beamtime/invitations/index_eng.html">Invitations</a> </li> <li class="subnavigation-item"> <a href="https://www.xfel.eu/users/beamtime/operation_status/operation_status/index_eng.html">Operation Status</a> </li> <li class="subnavigation-item"> <a href="https://www.xfel.eu/users/beamtime/instruments/index_eng.html">Instruments</a> </li> <li class="subnavigation-item"> <a href="https://www.xfel.eu/users/beamtime/user_laboratories/user_laboratories/index_eng.html">User Laboratories</a> </li> <li class="subnavigation-item"> <a href="https://www.xfel.eu/users/beamtime/data_analysis/data_analysis/index_eng.html">Data analysis</a> </li> <li class="subnavigation-item"> <a href="https://www.xfel.eu/users/beamtime/scheduled_experiments/index_eng.html">Scheduled Experiments</a> </li> </ul> <ul class="subnavigation-list"> <li class="subnavigation-item"> <a href="https://www.xfel.eu/users/beamtime/call_for_proposals/13th_call_for_proposals/index_eng.html">13th call for proposals</a> </li> <li class="subnavigation-item"> <a href="https://www.xfel.eu/users/beamtime/call_for_proposals/12th_call_for_proposals/index_eng.html">12th call for proposals</a> </li> <li class="subnavigation-item"> <a href="https://www.xfel.eu/users/beamtime/call_for_proposals/11th_call_for_proposals/index_eng.html">11th call for proposals</a> </li> <li class="subnavigation-item subnavigation-item--active"> <a href="https://www.xfel.eu/users/beamtime/call_for_proposals/10th_call_for_proposals/index_eng.html">10th call for proposals</a> </li> <li class="subnavigation-item"> <a href="https://www.xfel.eu/users/beamtime/call_for_proposals/9th_call_for_proposals/index_eng.html">9th Call for Proposals</a> </li> <li class="subnavigation-item"> <a href="https://www.xfel.eu/users/beamtime/call_for_proposals/8th_call_for_proposals/index_eng.html">8th Call for Proposals</a> </li> <li class="subnavigation-item"> <a href="https://www.xfel.eu/users/beamtime/call_for_proposals/7th_call_for_proposals/index_eng.html">7th Call for Proposals</a> </li> </ul> </div> </section> <section class="module"> <div class="breadcrumb breadcrumb--js"> <div class="breadcrumb-container"> <div class="breadcrumb-home"> <a href="https://www.xfel.eu/index_eng.html"> <svg width="22px" height="22px" viewbox="0 0 22 22"> <use xlink:href="#icon-home"></use> </svg> </a> </div> <div class="breadcrumb-trail"> <ul class="breadcrumb-list"> <li class="breadcrumb-list__item breadcrumb-list__item--is-seperator"> <svg width="6px" height="10px" viewbox="0 0 9 15"> <use xmlns:xlink="http://www.w3.org/1999/xlink" xlink:href="#icon-arrow-plain-right"></use> </svg> </li> <li class="breadcrumb-list__item"> <a href="https://www.xfel.eu/users/index_eng.html">Users</a> </li> <li class="breadcrumb-list__item breadcrumb-list__item--is-seperator"> <svg width="6px" height="10px" viewbox="0 0 9 15"> <use xmlns:xlink="http://www.w3.org/1999/xlink" xlink:href="#icon-arrow-plain-right"></use> </svg> </li> <li class="breadcrumb-list__item"> <a href="https://www.xfel.eu/users/beamtime/index_eng.html">Beamtime</a> </li> <li class="breadcrumb-list__item breadcrumb-list__item--is-seperator"> <svg width="6px" height="10px" viewbox="0 0 9 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Cross-Instrument Use) and Sample and Protein Crystal Screening Proposals</strong></p> <p class="text-copy"> </p> <p class="text-copy">The 10<sup>th</sup> call for regular proposals at the European X-Ray Free-Electron Laser Facility (European XFEL) is open until <strong>Friday</strong>,<strong> 09 December 2022, at 16:00 (local Hamburg/Schenefeld time / Central European Time – CET) </strong>for the seven scientific instruments planned to be in operation the second semester of 2023. Please refer to the important information below and apply via the <a href="https://in.xfel.eu/upex">User Portal to the European XFEL (UPEX)</a>.</p> <ul> <li>In the framework of this call, <strong>standard configurations for the HED and the MID, instruments</strong> can be specified in the UPEX proposal form.</li> <li>The SCS instrument <strong>only</strong> accepts proposals for the solid-state sample environment of the XRD experiment station and RIXS spectrometer using back-scattering geometries</li> <li>A specific call for <strong>Sample and Protein Crystal Screening (PCS) proposals is also open at SPB/SFX</strong> with the same deadline as the regular call.</li> <li>The <strong>SXP instrument</strong> joins the call for proposals for the first time. Following the approach used at the baseline instruments, <a href="https://www.xfel.eu/facility/instruments/sxp/community_proposals/index_eng.html"><strong>Community Proposals</strong></a> will be organized and be given <strong>priority</strong> over regular proposals. Access to this instrument in this run is only possible in the <strong>standard configuration</strong> described in section 1.3 below. </li> </ul> <p class="text-copy"> </p> <table border="1" cellspacing="0" style="height:68px; width:731px"> <tbody> <tr> <td style="vertical-align:top; width:488.8pt"> <p class="text-copy">A <a href="https://www.xfel.eu/users/user_events/online_events/virtual_user_information_meeting___10th_call_for_proposals/index_eng.html"><strong>virtual information meeting</strong></a> was held on <strong>Thursday, 10 November 2022</strong><strong>.</strong> You are encouraged to visit our <a href="https://www.xfel.eu/users/user_events/online_events/virtual_user_information_meeting___10th_call_for_proposals/index_eng.html">user online event pages</a> in order to learn more details about this call.</p> <p class="text-copy">Copies of the slides and a video of the event are added to the <a href="https://www.xfel.eu/users/user_events/online_events/virtual_user_information_meeting___10th_call_for_proposals/index_eng.html">meeting page</a> as soon as available.</p> <p class="text-copy"> </p> </td> </tr> </tbody> </table> <p class="text-copy">Beamtime will be allocated from July to November 2023 at these scientific instruments:</p> <ul> <li><a href="https://www.xfel.eu/facility/instruments/fxe"><strong>Femtosecond X-Ray Experiments (FXE)</strong></a> at Beamline SASE1</li> <li><a href="https://www.xfel.eu/facility/instruments/spb_sfx"><strong>Single Particles, Clusters, and Biomolecules and Serial Femtosecond Crystallography (SPB/SFX)</strong></a> at Beamline SASE1</li> <li><a href="https://www.xfel.eu/facility/instruments/hed"><strong>High Energy Density Science (HED)</strong></a> at Beamline SASE2</li> <li><a href="https://www.xfel.eu/facility/instruments/mid"><strong>Materials Imaging and Dynamics (MID)</strong></a> at Beamline SASE2</li> <li><a href="https://www.xfel.eu/facility/instruments/scs"><strong>Spectroscopy and Coherent Scattering (SCS)</strong></a> at Beamline SASE3</li> <li><a href="https://www.xfel.eu/facility/instruments/sqs"><strong>Small Quantum Systems (SQS)</strong></a> at Beamline SASE3</li> <li><a href="https://www.xfel.eu/facility/instruments/sxp/index_eng.html"><strong>Soft X-Ray Port (SXP)</strong></a> at Beamline SASE3.</li> </ul> <p class="text-copy">Instrument overview: <a href="https://www.xfel.eu/facility/instruments">https://www.xfel.eu/facility/instruments</a></p> <p class="text-copy"> </p> <p class="text-copy"><strong>Please check with the relevant instrument group about specific feasibility conditions for this call before submitting a proposal.</strong> Please also inquire with the instrument groups for more information about planned user community projects.</p> <ul> <li><strong>FXE: </strong><a href="mailto:christopher.milne@xfel.eu">christopher.milne@xfel.eu</a></li> <li><strong>SPB/SFX</strong>: <a href="mailto:spb.sfx@xfel.eu">spb.sfx@xfel.eu</a></li> <li><u><strong>HED</strong></u><u>: </u><a href="mailto:ulf.zastrau@xfel.eu">ulf.zastrau@xfel.eu</a></li> <li><u><strong>MID</strong></u><u>: </u><a href="mailto:mid-info@xfel.eu">mid-info@xfel.eu</a></li> <li><u><strong>SCS</strong></u><u>: </u><a href="mailto:scs@xfel.eu">scs@xfel.eu</a></li> <li><u><strong>SQS</strong></u><u>: </u><a href="mailto:michael.meyer@xfel.eu">michael.meyer@xfel.eu</a></li> <li><u><strong>SXP :</strong></u> <a href="javascript:void(location.href='mailto:'+String.fromCharCode(115,120,112,64,120,102,101,108,46,101,117))">sxp@xfel.eu</a></li> </ul> <p class="text-copy"> </p> <p class="text-copy">All proposals submitted in this call will be reviewed for their scientific quality by panels of international experts and checked for safety and feasibility conditions.</p> </div> </div> </section>   <section class="module"> <div class="text"> <div class="text-container"> <p class="text-copy"><strong>1. Standard instrument configurations in this call</strong></p> <p class="text-copy">An efficiency advantage can be established on some instruments with the development of “standard configurations”. The goal is to allow user experiments to be grouped together back-to-back without involving a major change in setup every time. In addition, these standard configurations will help provide a pathway to broaden the user community by reducing the need for user teams to include the expertise needed to design/construct and install specific end station components. A range of standard configurations may be offered by an instrument, alternating throughout a period that covers several calls, to limit the range of required setups on a temporary basis. A number of instruments will make available standard configurations in this call. Access to the SXP instrument in this run is only possible in the standard configuration described in section 1.3 below.</p> </div> </div> </section>   <section class="module"> <div class="accordeon accordeon--js"> <div class="accordeon-body">  <div class="accordeon-item"> <h4 class="accordeon-item__headline"> 1.1 HED standard configurations <span class="plus-to-minus"></span> </h4> <div class="accordeon-item__content"> <span><p><strong><em>1.1.1 Diamond Anvil Cell (DAC) standard configuration</em></strong></p> <ul> <li>IC2 standard DAC setup, symmetric DAC cell support for users who need cells, user-supplied BX90 with adapters</li> <li>Optical observation microscope, streaked pyrometry for X-ray heating</li> <li>18 keV SASE, max. rep. rate of 4.5 MHz, >0.5 mJ pulse energy from the undulators (not accounting for beamline transmission)</li> <li>5–15 micrometer focal spot size (fixed at 5 µm, but effectively larger, depending on beam pointing stability)</li> <li>Detectors: AGIPD mini-half detector and VAREX flatpanel</li> <li>Required: Contact the <a href="mailto:ulf.zastrau@xfel.eu">HED instrument group</a> for a feasibility check</li> </ul> <p><strong><em>1.1.2 ReLaX-SAXS-PCI standard configuration</em></strong></p> <ul> <li>IC1 chamber, 100 TW ReLaX laser incident on target at 45° w. r. t. XFEL (no normal incidence of laser on target)</li> <li>SAXS+PCI @ 8.15 keV SASE (tunable within reasonable range), ca. 1 mJ per pulse, 2.25 MHz maximum rep. rate</li> <li>+5–50 µm spot size (both X-ray and ReLaX), no nanofocus possibility</li> <li>+PCI resolution of about 1µm</li> <li>Backward HAPG X-ray spectrometer, forward spectrometer can be added only if SAXS diagnostics is not used</li> <li>Laser diagnostics (upon request): EMP, electron, bremsstrahlung, and proton diagnostics</li> <li>Further details: Contact the <a href="mailto:ulf.zastrau@xfel.eu">HED instrument group</a></li> </ul> <p><strong><em>1.1.3 DiPOLE 100-X standard configuration </em></strong></p> <ul> <li>Experiments in IC2 chamber with shock setup</li> </ul> <ul> <li>Geometry: the quasi-collinear geometry will be commissioned, however 90° between laser and x-rays may be proposed, but requires a setup change and commissioning time (please account for it in your proposal).</li> <li>DiPOLE laser at 2w, focus on target with 250 µm or 500 µm phase plate</li> <li>2w laser energy: temporal square pulse scales as currently expected: ca. 50 J in 10 ns, ca. 15 J in 2 ns.</li> <li>pulse shaping (other than flattop) on best-effort basis, contained energy has to be evaluated and will be lower than in a square pulse.</li> <li>X-ray diagnostics: XRD with VAREX at 18 keV x-ray photon energy, SASE</li> <li>Optical diagnostics: VISAR (1 arm 1064nm and 2 arms 532nm) plus 1 SOP arm.</li> </ul> <p>Further details: Contact the <a href="mailto:ulf.zastrau@xfel.eu">HED instrument group</a></p></span> </div> </div>   <div class="accordeon-item"> <h4 class="accordeon-item__headline"> 1.2 MID – Small-angle MHz XPCS standard configuration <span class="plus-to-minus"></span> </h4> <div class="accordeon-item__content"> <span><ul> <li>AGIPD MHz area detector, 1 Mpx, 200 µm pixel size</li> <li>Photon energy: 7–12 keV, up to 2 mJ/pulse, up to 200 pulses/train, 10 trains/sec</li> <li>Min. correlation function lag time 440 ns, max. lag time 88 µs</li> <li>q-range (8 m sample–detector distance): ~7e-3 – 0.1 Ang<sup>-1</sup> (small angle scattering)</li> <li>Beam size on sample: 1–10 µm with local optics, >30 µm with tunnel optics</li> <li>Standard mounts for sample in capillaries and scanning</li> <li>Mounting of user-supplied sample environments possible (contact <a href="mailto:mid-info@xfel.eu">MID instrument group</a> before proposal submission)</li> <li>Further details: Contact the <a href="mailto:mid-info@xfel.eu">MID instrument group</a></li> </ul> <p> </p></span> </div> </div>   <div class="accordeon-item"> <h4 class="accordeon-item__headline"> 1.3 SXP – Time-resolved photoelectron spectroscopy standard configuration <span class="plus-to-minus"></span> </h4> <div class="accordeon-item__content"> <span><ul> <li>Spatial and momentum resolved k-microscope photoelectron spectrometer equipped with a delay-line detector.</li> <li>Photon energy: > 1 keV, up to 200 pulses/train, 10 trains/sec</li> <li>Beam size on sample: 3 - 500 µm, default ~30 µm</li> <li>Omicron type mount for solid samples</li> <li>Load lock for fast sample insertion and preparation chamber </li> <li>Further details: Contact the <a href="mailto:sxp@xfel.eu">SXP instrument group</a></li> </ul> <p> </p></span> </div> </div>  </div> </div> </section> <script> // </script>   <section class="module"> <div class="text"> <div class="text-container"> <p class="text-copy"><strong>2. Sample and Protein Crystal Screening at SPB/SFX</strong></p> <p class="text-copy">A specific call for Sample and Protein Crystal screening (PCS) is open at the SPB/SFX instrument that combines sample characterization and injection tests in the laboratories, followed by screening beamtime at the SPB/SFX instrument.</p> <p class="text-copy">This call predominantly aims for protein crystals; however, can also include non-protein crystals or other diffracting protein samples if in accordance with the PCS standard parameters (see table below).</p> <p class="text-copy">Nozzles and injection support will be provided by the Sample Environment and Characterization (SEC) group. This call exclusively addresses injection by gas dynamic virtual nozzles (GDVNs) and double-flow focusing nozzles (DFFNs).</p> <p class="text-copy">For further information, please contact <a href="mailto:katerina.doerner@xfel.eu">Katerina Dörner (katerina.doerner@xfel.eu)</a> prior to submission.</p> <p class="text-copy"><strong>Standard Parameters for PCS</strong>*</p> <table border="1" cellspacing="0" style="width:417.95pt"> <tbody> <tr> <td style="vertical-align:top; width:200.2pt"> <p class="text-copy">Photon energy</p> </td> <td style="vertical-align:top; width:217.75pt"> <p class="text-copy">9.3 keV</p> </td> </tr> <tr> <td style="vertical-align:top; width:200.2pt"> <p class="text-copy">Detector distance</p> </td> <td style="vertical-align:top; width:217.75pt"> <p class="text-copy">125 mm (approx. 1.7 Å edge resolution)</p> </td> </tr> <tr> <td style="vertical-align:top; width:200.2pt"> <p class="text-copy">FWHM focus size**</p> </td> <td style="vertical-align:top; width:217.75pt"> <p class="text-copy">0.3 µm or < 200 nm</p> </td> </tr> <tr> <td style="vertical-align:top; width:200.2pt"> <p class="text-copy">Sample delivery</p> </td> <td style="vertical-align:top; width:217.75pt"> <p class="text-copy">Low viscosity liquid jet (GDVN, DFFN)</p> </td> </tr> </tbody> </table> <p class="text-copy">* Minor changes to some of these parameters may occur due to logistics during the user run<br /> ** Micro or nano focus will be determined based on the standard configuration for the user run</p> <p class="text-copy"> </p> <p class="text-copy">PCS proposals, which are to be submitted to a specific call in the user portal UPEX, will be selected after peer review (including feasibility and safety checks).</p> <p class="text-copy">More details are available on the <a href="https://www.xfel.eu/facility/instruments/spb_sfx/index_eng.html">SPB/SFX web page</a>.</p> <p class="text-copy"> </p> <p class="text-copy"><strong>3. Cross-instrument proposals</strong></p> <p class="text-copy">Highly targeted experiment proposals for a specific instrument have better chances of success. If, on the advice of our scientists, specific parts of your project should be conducted by using different European XFEL instruments, the selection of two instruments is possible in the proposal form. Make sure that the proposal addresses the experiment sessions on both instruments exhaustively. For schedule reasons, the proposal will receive individual IDs on submission and will be reviewed by both instrument proposal review panels concerned. <strong><em>This option should not be used to submit the same experiment to two different instruments in order to increase the chances for beamtime allocation.</em></strong></p> </div> </div> </section>   <section class="module"> <div class="text"> <div class="text-container"> <p class="text-copy"><strong>4. X-ray beam conditions for the allocation period</strong></p> <p class="text-copy">The conditions expected for this allocation period are listed below. <strong>Nevertheless, case-by-case verification of specific feasibility conditions with the instrument groups is required.</strong></p> <table align="left" border="1" cellspacing="0" style="width:258.0pt"> <tbody> <tr> <td style="background-color:white; height:12.6pt; width:36.0pt"> </td> <td style="background-color:white; height:12.6pt; width:105.25pt"> <p class="text-copy"><strong>Photon energy range</strong></p> </td> <td style="background-color:white; height:12.6pt; width:116.75pt"> <p class="text-copy"><strong>Expected pulse energy**</strong></p> </td> </tr> <tr> <td rowspan="3" style="background-color:#daeef3; height:16.35pt; width:36.0pt"> <p class="text-copy"><strong>SA1</strong></p> </td> <td style="background-color:#daeef3; height:16.35pt; width:105.25pt"> <p class="text-copy">5–9.3 keV</p> </td> <td style="background-color:#daeef3; height:16.35pt; width:116.75pt"> <p class="text-copy">2 mJ</p> </td> </tr> <tr> <td style="background-color:#daeef3; height:16.35pt; width:105.25pt"> <p class="text-copy">>9.3–14 keV</p> </td> <td style="background-color:#daeef3; height:16.35pt; width:116.75pt"> <p class="text-copy">1 mJ</p> </td> </tr> <tr> <td style="background-color:#daeef3; height:16.35pt; width:105.25pt"> <p class="text-copy">>14–24 keV</p> </td> <td style="background-color:#daeef3; height:16.35pt; width:116.75pt"> <p class="text-copy">0.5 mJ</p> </td> </tr> <tr> <td rowspan="3" style="background-color:#b6dde8; height:16.35pt; width:36.0pt"> <p class="text-copy"><strong>SA2</strong></p> </td> <td style="background-color:#b6dde8; height:16.35pt; width:105.25pt"> <p class="text-copy">5.8–9.3 keV</p> </td> <td style="background-color:#b6dde8; height:16.35pt; width:116.75pt"> <p class="text-copy">2 mJ</p> </td> </tr> <tr> <td style="background-color:#b6dde8; height:16.35pt; width:105.25pt"> <p class="text-copy">>9.3–12 keV</p> </td> <td style="background-color:#b6dde8; height:16.35pt; width:116.75pt"> <p class="text-copy">1 mJ</p> </td> </tr> <tr> <td style="background-color:#b6dde8; height:16.35pt; width:105.25pt"> <p class="text-copy">>12–24 keV</p> </td> <td style="background-color:#b6dde8; height:16.35pt; width:116.75pt"> <p class="text-copy">0.5 mJ</p> </td> </tr> <tr> <td rowspan="3" style="background-color:#92cddc; height:16.35pt; width:36.0pt"> <p class="text-copy"><strong>SA3</strong></p> </td> <td style="background-color:#92cddc; height:16.35pt; width:105.25pt"> <p class="text-copy">0.5–1.5 keV</p> </td> <td style="background-color:#92cddc; height:16.35pt; width:116.75pt"> <p class="text-copy">5 mJ</p> </td> </tr> <tr> <td style="background-color:#92cddc; height:16.35pt; width:105.25pt"> <p class="text-copy">>1.5–2.5 keV</p> </td> <td style="background-color:#92cddc; height:16.35pt; width:116.75pt"> <p class="text-copy">2 mJ</p> </td> </tr> <tr> <td style="background-color:#92cddc; height:16.35pt; width:105.25pt"> <p class="text-copy">>2.5 keV</p> </td> <td style="background-color:#92cddc; height:16.35pt; width:116.75pt"> <p class="text-copy">0.5 mJ</p> </td> </tr> </tbody> </table> <p class="text-copy"> </p> <p class="text-copy">Bunch distribution: 350 X-ray pulses per instrument assume equal distribution at 2.25 MHz operation. Higher or smaller numbers for higher/smaller intra-train frequency. Max. 2250 electron bunches within 500 µs are available for distribution to the instruments (4.5 MHz)<br /> ** Pulse energy depends on bunch charge, electron energy, and photon energy. </p> <p class="text-copy">Explanations:</p> <ol> <li>The above parameters correspond to the <em>standard</em> SASE operation mode.</li> <li>The following <em>special</em> modes are available but may require more tuning and are maybe less reliable: <ol style="list-style-type:lower-alpha"> <li>Hard X-ray self-seeding (SA2; 7 - 14 keV)</li> <li>Hard X-ray two-colour w. variable delay (SA2; 6–10 keV; 0–0.5 ps)</li> <li>Soft X-ray two-colour w. variable delay (SA3; 500–3000 eV; 0–1 ps)</li> <li>Short bunches (< 10 fs FWHM); requires coordinated scheduling as other instruments and available number of bunches might be affected; time-diagnostics is only partially available</li> <li>Full trains at instruments with << 10 Hz rep. rates (~ 2250 pulses)</li> </ol> </li> </ol> <p class="text-copy"> </p> <p class="text-copy">Experiments requesting these <em>special</em> modes should address the development of new techniques and fields and are expected to involve large communities and facility staff. If included in the final schedule, continuous (24 hr) beam delivery would be planned in this case. Since there is a vast range of detailed specifications for these special modes, proposers are requested to contact the corresponding instrument staff in order to clarify requirements.</p> <p class="text-copy"> </p> <p class="text-copy">Figure 1 shows the general relation between photon energy and electron energy. There are two curves for SASE 1/2 (red) and two curves for SASE3 (blue), respectively. For any given electron energy, the accessible photon energies for any SASE lie between the respective curves. EuXFEL currently employs 3 standard electron energy working points, that are: 11.5 GeV, 14 GeV, and 16.3 GeV. Additional restrictions for accessible photon energies may apply with different scientific instruments, please check with instrument staff.</p> <p class="text-copy"><img 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" /></p> <p class="text-copy">Figure 1. Photon Energy vs Electron Energy for the SASE1/2 (red) and SASE3 (blue)</p> </div> </div> </section>   <section class="module"> <div class="text"> <div class="text-container"> <p class="text-copy"><strong>5. Experiment reports about previous beamtime</strong></p> <p class="text-copy">Experiment reports are mandatory and must be submitted 3 to 6 months after the end of each experiment. However, Main Proposers and/or Principal Investigators who have received beamtime in the past and who submit new proposals or continuation proposals <strong>must provide the experiment reports related to previous proposal(s) via the User Portal to the European XFEL (UPEX) by Monday 12 December 2022.</strong> Missing experiment reports may result in withdrawal of new proposals from the review process. Please refer to further <a href="https://www.xfel.eu/users/user_guide/experiment_report/index_eng.html">instructions on our homepage</a>.</p> <p class="text-copy"> </p> <p class="text-copy"><strong>6. Operation during COVID-19 pandemic</strong></p> <p class="text-copy">At present, it cannot be excluded that the access restrictions that affected previous user runs and the <a href="https://www.xfel.eu/users/covid_19_user_operation/index_eng.html">specific hygiene measures applying to user operation at our facility</a> this year will also influence operational aspects in 2023. In the proposal form, you are requested to detail to what degree your proposal would be affected by the persistence of pandemic conditions and what measures could be taken in order to mitigate these consequences, still preserving good chances of success. In case of doubt, please contact the instrument groups for advice.</p> <p class="text-copy"> </p> <p class="text-copy"><strong>7. User pages and funding options </strong></p> <p class="text-copy">More practical information for users can be found here:</p> <p class="text-copy"><a href="https://www.xfel.eu/users">https://www.xfel.eu/users</a></p> <p class="text-copy"> </p> <p class="text-copy"><strong>Travel funding</strong> and living subsistence are available for a number of users affiliated with organizations based in the member countries of European XFEL.</p> <p class="text-copy">Further details are available here:</p> <p class="text-copy"><a href="https://www.xfel.eu/users/user_guide/funded_user_travel">https://www.xfel.eu/users/user_guide/funded_user_travel</a></p> <p class="text-copy"> </p> <p class="text-copy">Specific <strong>shipping funding options</strong> for organizations based in the member countries of European XFEL are available in order to mitigate the impact of COVID-19 travel restrictions.</p> <p class="text-copy"> </p> <p class="text-copy">European XFEL User Office</p> <p class="text-copy">Email: <a href="mailto:useroffice@xfel.eu">useroffice@xfel.eu</a></p> <p class="text-copy">Phone: +49 (0)40 8998-6937 or -6767</p> <p class="text-copy"> </p> <p class="text-copy"><strong>Please always check with the relevant instrument group about specific feasibility conditions before submitting a proposal.</strong></p> <ul> <li><strong>FXE : </strong><a href="mailto:christopher.milne@xfel.eu">christopher.milne@xfel.eu</a></li> <li><strong>SPB/SFX</strong>: <a href="mailto:spb.sfx@xfel.eu">spb.sfx@xfel.eu</a></li> <li><u><strong>HED</strong></u><u> : </u><a href="mailto:ulf.zastrau@xfel.eu">ulf.zastrau@xfel.eu</a></li> <li><u><strong>MID</strong></u><u> : </u><a href="mailto:mid-info@xfel.eu">mid-info@xfel.eu</a></li> <li><u><strong>SCS</strong></u><u> : </u><a href="mailto:scs@xfel.eu">scs@xfel.eu</a></li> <li><u><strong>SQS</strong></u><u> : </u><a href="mailto:michael.meyer@xfel.eu">michael.meyer@xfel.eu</a></li> <li><u><strong>SXP :</strong></u> <a 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