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</div> </li> <li> <div class="flex-between calendar_container"> <div class="calendar_box"> <div class="year">2024</div> <div class="date">11.28</div> </div> <div class="calendar_content"> <div class="name"><a href="http://cal.sjtu.edu.cn/genee/post/75">Instron 2024上海交通大学化学化工学院测试中心 物性测试技术交流会</a></div> <div class="content_line"></div> </div> </div> </li> </ul> <!-- <div class="left flex-between"> <div class="img-box"> <img 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height="300px" width="380px" /> </div> <div class="news-box"> <div class="t"> <a href="http://cal.sjtu.edu.cn/genee/post/72">原位红外光谱仪开放运行</a> </div> <div class="description"> 原位红外光谱仪开放运行 </div> <div class="date">2024-10-31</div> </div> </div> <div class="right flex-between"> <div class="news-box"> <div class="t"> <a href="http://cal.sjtu.edu.cn/genee/post/59">MALS(多角激光光散射仪)与凝胶渗透色谱仪(水相)开放试运行</a> </div> <div class="description"></div> <div class="date">2024-05-07</div> </div> <div class="news-box"> <div class="t"> <a href="http://cal.sjtu.edu.cn/genee/post/57">化学化工学院测试中心2024年寒假优先预约日期表</a> </div> <div class="description"> &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;化学化工学院测试中心2024年寒假优先预约日期表 日 一 二 三 四 五 六   15 16 17 18 19     李琳/李辉 王永红/薛涵月 刘丽月/郑永丽 薛涵月/李辉 陈燕/李琳     22 23 24 25 26     王佳 郑永丽 刘丽月 张青 李勇     29 30 31 1 2     王佳 姜述芹 陈燕 张青 李祥斌     5 6 7 8 9     仪&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; 器&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; 维&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; 护&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; 保&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; 养     12 13 14 15 16     仪&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; 器&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; 维&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; 护&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; 保&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; 养   预约网址:http://cal.sjtu.edu.cn   联系电话:54743271; 54743263 陈 燕:NMR(113室) 薛涵月:GPC、GC-MS、ESI-QTOF(210室) 张 青:XRD、ASAP(211室) 李 辉:EPR(109室)、MALDI-TOF(212室) 郑永丽:光谱(209室) 王永红:固定资产(215室) 李 勇:SEM(114室) 姜述芹:热分析(214室) 王&nbsp; 佳:GPC(210室) 刘丽月:TEM(A107室)、AFM(C113室) 李琳:SEM(114室)、AFM(C113室) 李祥斌:摆锤冲击(215室)               </div> <div class="date">2024-01-16</div> </div> </div> --> </div> <div class="quick-way"> <div class="title"> <strong class="b">进入仪器预约系统</strong> </div> <div class="hr_1"></div> <div class="login-box" 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class="section_container two flex-between two-module"> <div class="top-news"> <div class="title"> <strong class="b">仪器实时使用记录</strong> </div> <div class="real-list"> <div class="box"> <ul class="list"> </ul> </div> </div> </div> <div class="quick-way"> <ul class="nav nav-tabs" role="tablist"> <li role="presentation"> <a href="#top-equipments" class="active" aria-controls="top-equipments" role="tab" data-toggle="tab" aria-expanded="true">仪器预约排行</a> </li> <li role="presentation"> <a href="#top-users" aria-controls="top-users" role="tab" data-toggle="tab" aria-expanded="false">用户排行</a> </li> </ul> <div class="tab-content"> <div role="tabpanel" class="tab-pane active" id="top-equipments"> <div class="instrument-content"> </div> </div> <div role="tabpanel" class="tab-pane" id="top-users"> <div class="instrument-content"> </div> </div> </div> </div> </div> </div> <div class="section section_bg equipment-summary-container"> <div class="section_container three"> <div class="equipment-summary"> <ul class="nav nav-tabs" role="tablist"> <li role="presentation"> <a href="#summary" class="active" aria-controls="summary" role="tab" data-toggle="tab" aria-expanded="true">仪器实时情况</a> </li> <li role="presentation"> <a href="#labstatus" aria-controls="labstatus" role="tab" data-toggle="tab" aria-expanded="false">课题测试情况</a> </li> <li role="presentation"> <a href="#userstatus" aria-controls="userstatus" role="tab" data-toggle="tab" aria-expanded="false">人员分布情况</a> </li> </ul> <div class="tab-content"> <div role="tabpanel" class="tab-pane active" id="summary"> <div class="summary-content"> <div class="bighuan"> <div class="progress yellow totalCount"> <span class="progress-left"> <span class="progress-bar"></span> </span> <span class="progress-right"> <span class="progress-bar"></span> </span> <!-- <div class="progress-value">90%</div>--> </div> <div class="count yellow_span"><i class="fa fa-spinner fa-spin"></i></div> <div class="info">仪器总数</div> </div> <div class="bighuan"> <div class="progress yellow controlCount"> <span class="progress-left"> <span class="progress-bar"></span> </span> <span class="progress-right"> <span class="progress-bar"></span> </span> </div> <div class="count yellow_span"><i class="fa fa-spinner fa-spin"></i></div> <div class="info">正在实时监控</div> </div> <div class="bighuan"> <div class="progress yellow usingCount"> <span class="progress-left"> <span class="progress-bar"></span> </span> <span class="progress-right"> <span class="progress-bar"></span> </span> </div> <div class="count yellow_span"><i class="fa fa-spinner fa-spin"></i></div> <div class="info">正在使用</div> </div> <div class="bighuan"> <div class="progress yellow unUsingCount"> <span class="progress-left"> <span class="progress-bar"></span> </span> <span class="progress-right"> <span class="progress-bar"></span> </span> </div> <div class="count yellow_span"><i class="fa fa-spinner fa-spin"></i></div> <div class="info">待机中</div> </div> <div class="bighuan"> <div class="progress yellow outServiceCount"> <span class="progress-left"> <span class="progress-bar"></span> </span> <span class="progress-right"> <span class="progress-bar"></span> </span> </div> <div class="count yellow_span"><i class="fa fa-spinner fa-spin"></i></div> <div class="info">故障</div> </div> <!-- <div class="sum">--> <!-- <div class="round"><i class="fa fa-spinner fa-spin"></i></div>--> <!-- <div class="info">--><?//= T('仪器总数') ?><!--</div>--> <!-- </div>--> </div> </div> <div role="tabpanel" class="tab-pane" id="labstatus"> <div class="summary-content"> <div class="bighuan"> <div class="progress yellow project"> <span class="progress-left"> <span class="progress-bar"></span> </span> <span class="progress-right"> <span class="progress-bar"></span> </span> </div> <div class="count yellow_span"><i class="fa fa-spinner fa-spin"></i></div> <div class="info">总课题数</div> </div> <div class="bighuan"> <div class="progress yellow lab"> <span class="progress-left"> <span class="progress-bar"></span> </span> <span class="progress-right"> <span class="progress-bar"></span> </span> </div> <div class="count yellow_span"><i class="fa fa-spinner fa-spin"></i></div> <div class="info">课题数</div> </div> <div class="bighuan"> <div class="progress yellow test"> <span class="progress-left"> <span class="progress-bar"></span> </span> <span class="progress-right"> <span class="progress-bar"></span> </span> </div> <div class="count yellow_span"><i class="fa fa-spinner fa-spin"></i></div> <div class="info">测试数</div> </div> </div> </div> <div role="tabpanel" class="tab-pane" id="userstatus"> <div class="summary-content"> <div class="bighuan"> <div class="progress yellow outer"> <span class="progress-left"> <span class="progress-bar"></span> </span> <span class="progress-right"> <span class="progress-bar"></span> </span> </div> <div class="count yellow_span"><i class="fa fa-spinner fa-spin"></i></div> <div class="info">校外用户</div> </div> <div class="bighuan"> <div class="progress yellow inner"> <span class="progress-left"> <span class="progress-bar"></span> </span> <span class="progress-right"> <span class="progress-bar"></span> </span> </div> <div class="count yellow_span"><i class="fa fa-spinner fa-spin"></i></div> <div class="info">校内用户</div> </div> <div class="bighuan"> <div class="progress yellow incharge"> <span class="progress-left"> <span class="progress-bar"></span> </span> <span class="progress-right"> <span class="progress-bar"></span> </span> </div> <div class="count yellow_span"><i class="fa fa-spinner fa-spin"></i></div> <div class="info">管理员</div> </div> </div> </div> </div> </div> </div> </div> <div class="section"> <div class="section_container four"> <div class="equipment-index"> <div class="title"> <strong class="b">仪器设备</strong> <a class="right" href="http://cal.sjtu.edu.cn/genee/category/equipment">更多 ></a> </div> <div class="hr_2"></div> <div class="display-equipment cxscroll" id="equipment-box"> </div> </div> </div> </div> <div class="section"> <div class="section_container five"> <div class="equipment-index"> <div class="title"> <strong class="b">友情链接</strong> </div> <div class="hr_2"></div> <div class="link-container"> <a class="link-item" href="https://scce.sjtu.edu.cn/"><span>上海交通大学化工学院</span></a> <a class="link-item" href="https://www.sjtu.edu.cn/"><span>上海交通大学</span></a> <a class="link-item" href="https://zcc.sjtu.edu.cn/sbjjxj/index.jhtml"><span>上海交通大学 资实处</span></a> </div> <div class="hr_2"></div> </div> </div> </div> <script> (function() { // layer.open({ // type: 2, // title: false, // closeBtn: true, // shadeClose: true, // shade: 0.6, // area: ['800px', '95%'], // content: "http://cal.sjtu.edu.cn/genee/ajax/index/category/getannounce" // }); $.each($('.news-box .t a'), function(k, v) { $clamp(v, { clamp: 1 }) }) $.each($('.news-box .description'), function(k, v) { $clamp(v, { clamp: 1 }) }) })(); require(['main'], function($) { $().ready(function() { /* 仪器实时记录 */ $.ajax({ type: "POST", url: 'http://cal.sjtu.edu.cn/genee/ajax/index/equipment/getrecords', data: {}, success: function(html) { var container = $('.real-list') container.find('.list').append(html) require(['jquery.cxscroll'], function() { container.cxScroll({ direction: 'bottom', time: 1000, speed: 500, prevBtn: false, nextBtn: false }, function() { container.find('.box').css('top', '0px') }) }) }, complete: function() {} }); /* 仪器展示 */ $.ajax({ type: "POST", url: 'ajax/index/equipment/GetDisplayEquipments', data: { id: '0' }, success: function(html) { var container = $('#equipment-box').append(html) require(['jquery.cxscroll'], function() { container.cxScroll({ time: 3000, speed: 500 }, function() { container.find('.box').css('top', '0px') }) }) }, complete: function() {} }); $.ajax({ type: "POST", url: "http://cal.sjtu.edu.cn/genee/ajax/index/equipment/GetSummaryInfo", data: { res_type: 'json' }, success: function(info) { info = JSON.parse(info) $('#summary .bighuan').eq(0).children('.count').html(info.totalCount) $('#summary .bighuan').eq(1).children('.count').html(info.controlCount) $('#summary .bighuan').eq(2).children('.count').html(info.usingCount) $('#summary .bighuan').eq(3).children('.count').html(info.unUsingCount) $('#summary .bighuan').eq(4).children('.count').html(info.outServiceCount) // $('#summary .round').eq(2).html(info.usingCount) controlDeg = info.controlCount/info.totalCount * 360 usingDeg = info.usingCount/info.totalCount * 360 unUsingDeg = info.unUsingCount/info.totalCount * 360 outServiceDeg = info.outServiceCount/info.totalCount * 360 document.querySelector('.totalCount>.progress-right>.progress-bar').style.transform = "rotate(180deg)" document.querySelector('.totalCount>.progress-left>.progress-bar').style.transform = "rotate(180deg)" if(controlDeg > 180){ deg = controlDeg - 180; document.querySelector('.controlCount>.progress-right>.progress-bar').style.transform = "rotate(180deg)" document.querySelector('.controlCount>.progress-left>.progress-bar').style.transform = "rotate("+ deg +"deg)" }else { document.querySelector('.controlCount>.progress-left>.progress-bar').style.transform = "rotate(0deg)" document.querySelector('.controlCount>.progress-right>.progress-bar').style.transform = "rotate("+ controlDeg +"deg)" } if(usingDeg > 180){ deg = usingDeg - 180 document.querySelector('.usingCount>.progress-right>.progress-bar').style.transform = "rotate(180deg)" document.querySelector('.usingCount>.progress-left>.progress-bar').style.transform = "rotate("+ deg +"deg)" }else { document.querySelector('.usingCount>.progress-left>.progress-bar').style.transform = "rotate(0deg)" document.querySelector('.usingCount>.progress-right>.progress-bar').style.transform = "rotate("+ usingDeg +"deg)" } if(unUsingDeg > 180){ deg = unUsingDeg - 180 document.querySelector('.unUsingCount>.progress-right>.progress-bar').style.transform = "rotate(180deg)" document.querySelector('.unUsingCount>.progress-left>.progress-bar').style.transform = "rotate("+ deg +"deg)" }else { document.querySelector('.unUsingCount>.progress-left>.progress-bar').style.transform = "rotate(0deg)" document.querySelector('.unUsingCount>.progress-right>.progress-bar').style.transform = "rotate("+ unUsingDeg +"deg)" } if(outServiceDeg > 180){ deg = outServiceDeg - 180; document.querySelector('.outServiceCount>.progress-right>.progress-bar').style.transform = "rotate(180deg)" document.querySelector('.outServiceCount>.progress-left>.progress-bar').style.transform = "rotate("+ deg +"deg)" }else { document.querySelector('.outServiceCount>.progress-left>.progress-bar').style.transform = "rotate(0deg)" document.querySelector('.outServiceCount>.progress-right>.progress-bar').style.transform = "rotate("+ outServiceDeg +"deg)" } } }); //课题组测试情况**************************************************************** $.ajax({ type: "POST", url: "http://cal.sjtu.edu.cn/genee/ajax/index/equipment/labStatus", data: { res_type: 'json' }, success: function(info) { info = JSON.parse(info) $('#labstatus .bighuan').eq(0).children('.count').html(info.project) $('#labstatus .bighuan').eq(1).children('.count').html(info.lab) $('#labstatus .bighuan').eq(2).children('.count').html(info.test) // $('#labstatus .round').eq(0).html(info.project) labDeg = info.lab/info.project * 360 document.querySelector('.project>.progress-right>.progress-bar').style.transform = "rotate(180deg)" document.querySelector('.project>.progress-left>.progress-bar').style.transform = "rotate(180deg)" document.querySelector('.test>.progress-left>.progress-bar').style.transform = "rotate(180deg)" document.querySelector('.test>.progress-right>.progress-bar').style.transform = "rotate(180deg)" if(labDeg > 180){ deg = labDeg - 180; document.querySelector('.lab>.progress-right>.progress-bar').style.transform = "rotate(180deg)" document.querySelector('.lab>.progress-left>.progress-bar').style.transform = "rotate("+ deg +"deg)" }else { document.querySelector('.lab>.progress-left>.progress-bar').style.transform = "rotate(0deg)" document.querySelector('.lab>.progress-right>.progress-bar').style.transform = "rotate("+ labDeg +"deg)" } } }); //人员分布情况********************************************** $.ajax({ type: "POST", url: "http://cal.sjtu.edu.cn/genee/ajax/index/equipment/userStatus", data: { res_type: 'json' }, success: function(info) { info = JSON.parse(info) $('#userstatus .bighuan').eq(0).children('.count').html(info.outer) $('#userstatus .bighuan').eq(1).children('.count').html(info.inner) $('#userstatus .bighuan').eq(2).children('.count').html(info.incharge) // $('#userstatus .round').eq(0).html(info.outer) document.querySelector('.outer>.progress-right>.progress-bar').style.transform = "rotate(180deg)" document.querySelector('.outer>.progress-left>.progress-bar').style.transform = "rotate(180deg)" document.querySelector('.inner>.progress-right>.progress-bar').style.transform = "rotate(180deg)" document.querySelector('.inner>.progress-left>.progress-bar').style.transform = "rotate(180deg)" document.querySelector('.incharge>.progress-right>.progress-bar').style.transform = "rotate(180deg)" document.querySelector('.incharge>.progress-left>.progress-bar').style.transform = "rotate(180deg)" } }); /* 仪器排行信息获取 */ $.ajax({ type: "POST", url: "http://cal.sjtu.edu.cn/genee/ajax/index/equipment/GetTopEquipments", data: { id: 4 }, success: function(html) { $('#top-equipments .instrument-content').html(html) } }); /* 用户使用排行 */ $.ajax({ type: "POST", url: "http://cal.sjtu.edu.cn/genee/ajax/index/equipment/GetTopUsers", data: { id: 5 }, success: function(html) { $('#top-users .instrument-content').html(html) } }); }); }) </script> </div> <div class="footer"><div class="footer-container"> <div class="foot-link"> <img src="http://cal.sjtu.edu.cn/genee/assets/img/sjtu_scce/footer.png" style="margin: 16px auto;" /> </div> <div class="copyright"> <p>版权所有 © 上海交通大学化工学院 &#160;&#160;&#160;&#160;访问量: 4446384&#160;&#160;&#160;&#160;系统开发商: <a target="_bank" href="http://www.geneegroup.com">天津市基理科技股份有限公司</a></p> </div> </div></div> </div> </body> </html>

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