?!DOCTYPE html PUBLIC "-//W3C//DTD XHTML 1.0 Transitional//EN" "http://www.w3.org/TR/xhtml1/DTD/xhtml1-transitional.dtd"> ŽɳǺ_ɳǺֳ_“智能交通技术”专题讲座在杭举?/title> <meta name='Maketime' content='2018-11-07 13:39:15'> <meta name="organCode" content=""> <meta name="subsite" content="浙江省公路学?> <meta name="channel" content="学术交流"> <meta name="category" content=""> <meta name="author" content=""> <meta name="pubDate" content="2018-10-31 10:08:58"> <meta name="source" content="浙江省公路学?> <meta name="language" content="中文"> <meta name="location" content=""> <meta name="department" content=""> <meta name="title" content="“智能交通技术”专题讲座在杭举?> <meta name="description" content=""> <meta name="guid" content="20181028845"> <meta name="effectiveTime" content="0"> <meta name="level" content="0"> <link href="/images/images15stylecss.css" rel="stylesheet" type="text/css" /> <script type="text/javascript" src="/tz.js"></script></head> <body><h1><a href="/hot/">ŽɳǺ</a></h1><div id='barrierfree_container'> <div class="header"> <div class="toolbar"> <div class="weather"> </div> </div> <div class="banner"> <div class="logo"></div> </div> <div class="nav"> </div> </div> <div class="mainbody"> <div class="detail" style="width:auto;"> <table width="100%" border="0" cellpadding="0" cellspacing="0" style="border-bottom:solid 1px #CCC;"><tr><td height="50" align="center" style="font-size:16px; font-weight:bold;"> “智能交通技术”专题讲座在杭举?!--<$[标题名称(html)]>end--></td></tr><tr> <td height="30" align="center">发布日期?018-10-31 <span class="fred"> 来源?/span> 浙江省公路学?!--<$[信息来源]>end-->  字号:[ <a href='javascript:doZoom(16)' class='hui'>?/a> <a href='javascript:doZoom(14)' class='hui'>?/a> <a href='javascript:doZoom(12)' class='hui'>?/a> ]</td></tr></table> <div id="zoom" class="intro lh20" style="border-top:0px #ccc solid; border-bottom:1px #ccc solid;"> <table width="100%" border="0" cellpadding="0" cellspacing="0"> <tr><td style="line-height:22px; padding:10px;"> <meta name="ContentStart"><p style="text-align: left; text-indent: 2em;">10?9日,由浙江省公路学会主办,浙江省交通运输科学研究院承办的“智能交通技术”专题讲座在省交科院会议室举办。浙江省交通运输科学研究院院长、省公路学会副秘书长金小平,浙江省交通运输科学研究院副院长张平,以及来自全省公路交通科技工作者百余人聆听了讲座。本次讲座由省公路学会副秘书长程燕主持?/p><p style="text-align: center;"><img width="551" height="413" 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"/></p><p style="text-indent: 2em;">本次讲座特邀同济大学、省交科院智能所、菜鸟网络、北京千方、北京万集、杭州海康威视等专家学者,围绕智能交通技术如何应用到现有的交通设施、减少交通负荷、保障交通安全、提高运输效率,提高对智能交通技术的认识,针对《计算机视觉技术在桥梁工程性能评价中的应用》、《智能交通技术在公路工程建设中的研究与应用》、《无人驾驶货车的自动编队技术》、《交通运输运行监测与应急指挥平台》、《激光精进智慧高速》、《智能、融合、泛在——AI+视频在交通运输中的应用》展开学术交流?/p><p> </p><p style="text-align: center;"><img width="551" height="311" 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"/></p><p style="text-indent: 2em;">期间,与会代表还参观了省交科院的桥梁实验室、智能交通数据中心和隧道实验室,面对当今世界全球化、信息化发展趋势,传统的交通技术和手段已不适应经济社会发展的需求,智能交通系统是交通事业发展的必然选择,是交通事业的一场变革。通过先进的信息技术、通信技术、控制技术、传感技术、计算器技术和系统综合技术有效地集成和应用,使人、车、路之间的相互作用关系以新的方式呈现,从而实现实时、准确、高效、安全、节能的目标?/p><p style="text-indent: 2em;">通过本次讲座,与会代表对最新的、前沿智能交通技术有了更加清晰的认知与了解,为从业人员推进具体工作开展提供了新的视角和借鉴?/p><p><span style="font-family: 宋体; font-size: 16px;"></span></p><meta name="ContentEnd"> </td></tr></table> </div> <table width='90%' align='center'><tr><td align='right' style='font-size:10.5pt'><p class="txtright intro"> <a href='javascript:window.print()' class='gbck'>【打印本页?/a> <a href='javascript:window.close()' class='gbck'>【关闭窗口?/a></p></td></tr></table> </div> <div class="hr10"></div> <div class="link"> <ul> <li class="hd">相关链接</li> </ul> </div> </div> <div class="footer"> </div> </div><a>Produced By 大汉网络 大汉版通发布系?/a> <h1><a href="/hot/">ŽɳǺ</a></h1><div style="text-align:center"><a href="http://www.61ace.com" target="_blank">btiƽ̨</a><a 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