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class="comptitle_15"><strong class="titlestyle"><h1>ѰĸְҵǮ:如何辨别LED昄屏的好坏</h1></strong></div> <div class="message"> <span >来源Q?a href='//www.nebui.icu/news/21.html'>//www.nebui.icu/news/21.html</a> 发表旉Q?017-06-05</span> </div> <div class="summary"> </div> <div class="describe htmledit" id="infoContent"> <div class="content_l"> <span class="swqpi"> </span> <p style="background:white;text-indent:24pt;"> <a href="//www.nebui.icu/">Ѱ</a> www.nebui.icu <span style="color:#3E3E3E;font-family:宋体;"><span class="swqpi">随着<span class="swqpi">LED</span></span><span class="swqpi">昄屏在各个领域的广泛用,来多的h开始熟悉ƈ使用</span><span class="swqpi"><span class="swqpi">LED</span></span><span class="swqpi">电子昄屏,但也是由于市Z?/span><span class="swqpi"><span class="swqpi">LED</span></span><span class="swqpi">昄屏种cM多,在琳琅满目的商品中,消费?/span></span><span style="color:#021EAA;font-family:宋体;"><span class="swqpi">一不留就可能买到质量无法保证?span>LED</span></span><span class="swqpi">屏幕Q那后箋的维修可是够呛的哟?/span></span> </p> <span class="swqpi"> </span> <p style="background:white;text-indent:24pt;"> <span style="color:#3E3E3E;font-family:宋体;"><span class="swqpi">可如何判断全?span>LED</span></span><span class="swqpi">昄屏的品质好坏Q从而选择适合自己的高性h比品呢Q别急别急,W者这教你练׃双识?/span><span class="swqpi"><span class="swqpi">LED</span></span><span class="swqpi">的火眼金睛,</span></span><b><span style="color:red;font-family:宋体;"><span class="swqpi">从显C屏的功能及性能两个斚w来鉴别它的品质等U?/span></span></b> </p> <span class="swqpi"> </span> <p align="center" style="background:white;text-align:center;text-indent:24.1pt;"> <span class="swqpi"><b><span style="background:#4889EE;color:white;font-family:宋体;">LED</span></b><b><span style="background:#4889EE;color:white;font-family:宋体;">昄屏——功?/span></b></span> </p> <span class="swqpi"> </span> <p style="background:white;text-align:justify;text-indent:0mm;"> <b><span style="color:red;font-family:宋体;"><span class="swqpi">基本功能Q?/span></span></b><span style="color:#3E3E3E;font-family:宋体;"><span class="swqpi">我们的各种文本、图片、视频等素材播放展示l更多的看,其最重要的一点就是对素材的真实展现。这p?span>LED</span></span><span class="swqpi">电子昄屏具?/span></span><span class="swqpi"><b><span style="color:#021EAA;font-family:宋体;">高的还原?/span></b><span style="color:#3E3E3E;font-family:宋体;">Q而如何提高其q原性,主要通过以下几个技术指标来完成?/span></span> </p> <span class="swqpi"> </span> <p style="background:white;text-align:justify;text-indent:0mm;"> <span class="swqpi"><b><span style="color:#3E3E3E;font-family:"微Y雅黑",sans-serif;">1</span></b><b><span style="color:#3E3E3E;font-family:"微Y雅黑",sans-serif;">、亮?/span></b></span> </p> <span class="swqpi"> </span> <p style="background:white;text-align:justify;text-indent:0mm;"> <span style="color:#3E3E3E;font-family:宋体;"><span class="swqpi">亮度的高低给ZU很直观的感觉,一眼就能分辨其高低Q千万不要认?span>LED</span></span><span class="swqpi">昄屏的亮度高好Q?/span><span class="swqpi"><span class="swqpi">LED</span></span><span class="swqpi">昄屏厂家会Ҏ你的使用环境和观看距而定Q?/span></span><span style="color:#021EAA;font-family:宋体;"><span class="swqpi">户内<span class="swqpi">LED</span></span><span class="swqpi">电子昄?/span></span><span class="swqpi"><span style="color:#3E3E3E;font-family:宋体;">一般在</span><span style="color:#021EAA;font-family:宋体;">1000nit</span><span style="color:#021EAA;font-family:宋体;">左右</span><span style="color:#3E3E3E;font-family:宋体;">比较合适,</span></span><span style="color:#021EAA;font-family:宋体;"><span class="swqpi">户外使用?span>LED</span></span><span class="swqpi">昄屏高?/span><span class="swqpi"><span class="swqpi">6000nit</span></span></span><span class="swqpi"><span style="color:#3E3E3E;font-family:宋体;">Q?/span><span style="color:#021EAA;font-family:宋体;">半户?/span><span style="color:#3E3E3E;font-family:宋体;">?/span><span style="color:#021EAA;font-family:宋体;">2500</span></span><span style="color:#021EAA;font-family:宋体;"><span class="swqpi">?span>5000nit</span></span><span class="swqpi">之间</span></span><span class="swqpi"><span style="color:#3E3E3E;font-family:宋体;">比较合?span>,</span></span><span style="color:#021EAA;font-family:宋体;">间距的昄?/span><span style="color:#3E3E3E;font-family:宋体;">的亮度就要求更低Q在</span><span style="color:#021EAA;font-family:宋体;">100</span></span><span style="color:#021EAA;font-family:宋体;"><span class="swqpi">?span>300nit</span></span><span class="swqpi">左右</span></span><span style="color:#3E3E3E;font-family:宋体;"><span class="swqpi">QM在满众在不同环境下看清图像的前提下,长时间观看眼睛不会生刺痛的感觉?/span></span> </p> <span class="swqpi"> </span> <p style="background:white;text-align:justify;text-indent:0mm;"> <span class="swqpi"><b><span style="color:#3E3E3E;font-family:"微Y雅黑",sans-serif;">2</span></b><b><span style="color:#3E3E3E;font-family:"微Y雅黑",sans-serif;">、色?/span></b></span> </p> <span class="swqpi"> </span> <p style="background:white;text-align:justify;text-indent:0mm;"> <span style="color:#3E3E3E;font-family:宋体;"><span class="swqpi">当我们在昄屏上看到囑փ颜色跟素材不一致或有差别时Q这时我们的画面׃重失真,q就?span>LED</span></span><span class="swqpi">昄屏白q的色温有养I如果</span></span><span class="swqpi"><span style="color:#021EAA;font-family:宋体;">人眼直接观看昄?/span><span style="color:#3E3E3E;font-family:宋体;">则其白^衡的色温值在</span><span style="color:#021EAA;font-family:宋体;">6500</span><span style="color:#021EAA;font-family:宋体;">?span>8000K</span></span><span style="color:#3E3E3E;font-family:宋体;">之间比较合适,而如果是</span><span style="color:#021EAA;font-family:宋体;">电视台{?/span><span style="color:#3E3E3E;font-family:宋体;">所使用的显C屏Q则屏体实际色温需调节?/span><span style="color:#021EAA;font-family:宋体;">5500K</span><span style="color:#021EAA;font-family:宋体;">左右</span><span style="color:#3E3E3E;font-family:宋体;">Q这样通过摄像机录制{播出来后昄屏上的画面才是真实的?/span></span> </p> <span class="swqpi"> </span> <p style="background:white;text-align:justify;text-indent:0mm;"> <span class="swqpi"><b><span style="color:#3E3E3E;font-family:"微Y雅黑",sans-serif;">3</span></b><b><span style="color:#3E3E3E;font-family:"微Y雅黑",sans-serif;">、视?/span></b></span> </p> <span class="swqpi"> </span> <p style="background:white;text-align:justify;text-indent:0mm;"> <span style="color:#3E3E3E;font-family:宋体;"><span class="swqpi">对于<span class="swqpi">LED</span></span><span class="swqpi">昄屏来_视角肯定大好Q这样可观看的范围就大。显C屏的视角分水^视角和垂直视角,目前</span></span><span style="color:#021EAA;font-family:宋体;"><span class="swqpi">户内全彩屏水q角能做到大于<span class="swqpi">140</span></span><span class="swqpi">度,垂直视角大于</span><span class="swqpi"><span class="swqpi">100</span></span><span class="swqpi">?/span></span><span style="color:#3E3E3E;font-family:宋体;"><span class="swqpi">Q?/span></span><span style="color:#021EAA;font-family:宋体;"><span class="swqpi">户外全彩屏水q角大?span>100</span></span><span class="swqpi">度,垂直视角大于</span><span class="swqpi"><span class="swqpi">90</span></span><span class="swqpi">?/span></span><span style="color:#3E3E3E;font-family:宋体;"><span class="swqpi">。在视角范围内在能清晰完整地观看到图像的基础上,不同视角不能出现偏色的现象,q主要跟<span class="swqpi">LED</span></span><span class="swqpi">灯的</span><span class="swqpi"><span class="swqpi">RGB</span></span><span class="swqpi">晶片装排列方式有关Q目前市面有品字型和垂直型两U排列方式。其效果Ҏ如下图所C:</span></span> </p> <span class="swqpi"> </span> <p align="center" style="background:white;text-align:center;text-indent:0mm;"> <span style="color:#3E3E3E;"><span class="swqpi"><img width="550" height="276" 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" /></span></span> </p> <span class="swqpi"> </span> <p style="background:white;text-align:justify;text-indent:0mm;"> <span class="swqpi"><b><span style="color:#3E3E3E;font-family:"微Y雅黑",sans-serif;">4</span></b><b><span style="color:#3E3E3E;font-family:"微Y雅黑",sans-serif;">、灰?/span></b></span> </p> <span class="swqpi"> </span> <p style="background:white;text-align:justify;text-indent:0mm;"> <span style="color:#021EAA;font-family:宋体;"><span class="swqpi">?span>LED</span></span><span class="swqpi">电子昄屏上的图像层ơ感差,而且与素材对比出C像素丢失的现象,说明此屏的灰度等U较低,</span></span><span style="color:#3E3E3E;font-family:宋体;"><span class="swqpi">无法完整清晰真实地呈现素材内宏V其专业的测试方法就是灰度条的测试可以直观看出灰度等U的高低Q目前行业内能做?span>16BIT</span></span><span class="swqpi">的灰度等U,后箋会达?/span><span class="swqpi"><span class="swqpi">18BIT</span></span><span class="swqpi">?/span></span> </p> <span class="swqpi"> </span> <p style="background:white;text-align:justify;text-indent:0mm;"> <span class="swqpi"><b><span style="color:#3E3E3E;font-family:"微Y雅黑",sans-serif;">5</span></b><b><span style="color:#3E3E3E;font-family:"微Y雅黑",sans-serif;">、刷新度</span></b></span> </p> <span class="swqpi"> </span> <p style="background:white;text-align:justify;text-indent:0mm;"> <span style="color:#3E3E3E;font-family:宋体;"><span class="swqpi">当h眼直接观?span>LED</span></span><span class="swqpi">昄屏时Q感觉画面有闪烁现象Q用相机或摄像机拍摄时出现很多横向暗U时Q说明此屏的h率较低。在不媄响h眼直接观看的条g下,昄屏的h率不能低?/span><span class="swqpi"><span class="swqpi">300Hz</span></span><span class="swqpi">Q而要满相机及摄像机{摄像设备要求时Q显C屏的刷新率需辑ֈ</span><span class="swqpi"><span class="swqpi">2000Hz</span></span><span class="swqpi">以上?/span></span><span style="color:#3E3E3E;font-family:"微Y雅黑",sans-serif;"><span class="swqpi"><img width="550" height="247" 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" /></span></span> </p> <span class="swqpi"> </span> <p style="background:white;text-align:justify;text-indent:0mm;"> <span class="swqpi"><b><span style="color:#3E3E3E;font-family:"微Y雅黑",sans-serif;">6</span></b><b><span style="color:#3E3E3E;font-family:"微Y雅黑",sans-serif;">、对比度</span></b></span> </p> <span class="swqpi"> </span> <p style="background:white;text-align:justify;text-indent:0mm;"> <span style="color:#3E3E3E;font-family:宋体;"><span class="swqpi">我们观看<span class="swqpi">LED</span></span><span class="swqpi">昄屏的画面Ӟ感觉画面有点泛白Q灰蒙蒙的感觉就好像有层薄纱附在表面上,画面通透感不强Q这说明此屏的对比度较低Q其Ҏ度数g能低?/span><span class="swqpi"><span class="swqpi">1000</span></span><span class="swqpi">Q?/span><span class="swqpi"><span class="swqpi">1</span></span><span class="swqpi">Q其主要?/span><span class="swqpi"><span class="swqpi">LED</span></span><span class="swqpi">灯仔的封装及模组面罩设计有关Q黑支架?/span><span class="swqpi"><span class="swqpi">LED</span></span><span class="swqpi">灯仔的对比度明显高于白支架的</span><span class="swqpi"><span class="swqpi">LED</span></span><span class="swqpi">灯仔?/span></span><span style="color:#3E3E3E;font-family:"微Y雅黑",sans-serif;"><span class="swqpi"><img width="550" height="362" alt="//mmbiz.qpic.cn/mmbiz_jpg/bHAb3WicW1PJIqvCheVJM9pGFhhkE4bpicG7jNdmvPyBZDJYZbKBe5oCQjO0lu9HkwjTJ2xTptjeQEk0E0p8NULQ/640?wx_fmt=jpeg&wxfrom=5&wx_lazy=1" 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/></span></span> </p> <span class="swqpi"> </span> <p style="background:white;text-align:justify;text-indent:0mm;"> <span class="swqpi"><b><span style="color:#3E3E3E;font-family:"微Y雅黑",sans-serif;">7</span></b><b><span style="color:#3E3E3E;font-family:"微Y雅黑",sans-serif;">、均匀?/span></b></span> </p> <span class="swqpi"> </span> <p style="background:white;text-align:justify;text-indent:0mm;"> <span style="color:#3E3E3E;font-family:宋体;"><span class="swqpi">全彩<span class="swqpi">LED</span></span><span class="swqpi">昄屏画面是否干净Q无ȝ、马赛克现象Q这主要?/span><span class="swqpi"><span class="swqpi">LED</span></span><span class="swqpi">灯的亮度及颜色的一致性有养I我们可以通过试屏体?/span><span class="swqpi"><span class="swqpi">RGB</span></span><span class="swqpi">单色及白色状态下观看其亮度及颜色的均匀性,下图为测试及囑փ效果ҎQ?/span></span> </p> <span class="swqpi"> </span> <p style="background:white;text-align:justify;text-indent:0mm;"> <span style="color:#3E3E3E;"><span class="swqpi"><img width="386" height="246" alt="//mmbiz.qpic.cn/mmbiz_jpg/bHAb3WicW1PJIqvCheVJM9pGFhhkE4bpicdgjoptvLphP5VQ0XEHHwVq6Jkqbz0XXTZKZrFOeiaAFuU9WciaRicAapA/640?wx_fmt=jpeg&wxfrom=5&wx_lazy=1" 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nUuKk5frFTuMop+KMUaB9YqdxmKMU7FGKLIPb1O7ExRinUUrIPrFT+Ybikp+KMUWQfWKncZzRT6MU9B/WKncZQRTqCKNA+sT7sZijmnYoxSsh/WKndjaOadijFFkH1mp3Y2jHtTsUUWQfWKndjce1GKdRRZB9Yqd2NxQRTsUlFkH1ip/MxuPatDQhjW7Q/9NQaomr+hn/idWn/XQU4RVzooYio5WbPZN5oplFdGh6/M+55348/5CkP+5XMdq6fx3zqsP+5XMDpXJU+I8LF/GH0pcZ60A07PHWpOQQAUMFPegjNB/wA8UDuRleepoC+5p/OaMUBcVenNIRQDRkUxBikIxTwV29eaRsZoAj3U4NRtHalC0rDAUj9KcBQynHSgTGAnFBNPAXHJOfpTSOaQDc0jU4jikxQMQClGQetKBinBc9aAGmkqQrSbaBXGU4UuD60mKaBM6DwV/wAjJF/uNXqqfdFeV+Ch/wAVFD/uN/KvVE+6K7KOx9Fl/wAA6iiitWeiFMfoafTH6GgUtmeU+N/+Rml/65pWBXQeNv8AkZpf+uaVgVzT3Pl8W/fY3FFOpKixyCUUtAosMSinUUANop1FADaKdSGgBKSloxQAlFFFIAooooAKKKKAA0lLRQAlFLSUAmFFFKKY7iHpV3Qv+Q1aZ/56CqWMkCr2hj/ic2n++KqG504fWZ7DRTqK6LHuHnXjoZ1WL/crmAK6nxwP+JpD/uVzOK45/EeHi9ZDcCgIvpSHrR1qLHKGcHBU0cntUqgEdaMe9FhEINLk0/YtBCigBoUHrSsg/hyaARRmmAzFLtY0c+tGW7AGgYu2l4FIN3ejBoAXNG/PUim4NKR7UmAuR60hpu09cU4CgQlJipKawJ6CgLiYNKCR2pArDsadhqADJoFG00uMUCCkNOFNagaN/wAF/wDIxQ/7j/yr1NPuivK/Bf8AyMcP+41eqR/dFdlHY+ky/wCAdRRRWrPQENNk+6adTX+61ApbM8q8a/8AIzS/9c0/lWBW941/5GaX/rmlYNc1Tc+WxXxsKKKKg5QooooAKKKKACiiigAopRRQAmBRRRQA09aSnUmOtACUUUUgCiiigAooooAKXFJSmgYYopKBQMB94Ve0P/kM2n++KpdxV3RP+Q1af9dBVw3OjDaSsexUUlFdFz3Tz7xx/wAhKL/drmcV1PjdQdSj5/grmCgHeuOb948LGaTGbAetLswOn60ucUbs1BxpjMnOP60oNLgUuAO1MdxKQjg0uR/dH5044Kn5R+dAXI1UtS7MUq0poC4nle9LtC03LCjcxPagVxwYelGVNJigDmgLi4zRjFFI2e1ILh83tSZx97H4UmXFJ859aLDHggijnsRTQre9LgmiwXFIJ70nlv2xilEch9KRkkXrRYd0OCuOoFGD6U0A+tIxI6UWEPxTdtIGanA0bAb3gxceI4v+ubV6lH90V5f4N/5GKL/rm1enx/drso7H0eXfAPooorVnpCU1ujU6mv0akD2Z5T41/wCRll/65pWDXQeNv+Rkk/65rXP1z1Nz5XFL32FFFFZ3OUKKKM0XAKKM0ZouAUUUUXAKD0oop3ENzTqPwoouMKKKDmlcBD0ptONJQMSilooEJRS0UDEpTSU6gBtAoNFAxavaH/yGrT/roKz81f0P/kNWn/XQVdPVnRh/jPYsUUlFdJ7pwPjg7dSjP+xXL7uKvfFPXb3S/EEMNqYQhiDNuiVz+tcT/wAJhqv9+3/G3T/CtoZfKr7yOLEYGU5XOnwT0owR1FcyPGGqj+O2/wDAZP8ACj/hMdW/vW3/AIDR/wCFX/ZMzH+zJHTUua5j/hMdV/vW3/gNH/hR/wAJjqv962/8Bo/8KP7JmP8As2R0hBzntR/nrXN/8Jjqv962/wDAaP8Awo/4THVf71t/4DR/4Uf2TMP7NZ04249/rR/3z+JrmP8AhMdW/vW3/gNH/hR/wmOq/wB62/8AAaP/AAo/smYf2azqAP8Ad/OkYYIPy/SuY/4THVf71t/4DR/4Uf8ACYat/etv/AaP/Cj+yZi/s2R1HHoKD+FcwPGGrf3rb/wGT/Cj/hMdW/vW3/gOn+FH9kzF/ZsjpwM0j5x8tcz/AMJjq3962/8AAdP8KP8AhMtW/vW3/gOn+FH9kzD+zZHR/vKVd/eub/4TLVv71t/4Dp/hR/wmOrf3rb/wHT/Cj+yZj/s2R1APFIa5j/hMdW/vW3/gOn+FH/CY6t/etv8AwHT/AAo/smYv7NkdMXfsaTc7dTXNf8Jjq3962/8AAdP8KP8AhMdW/vW3/gOn+FH9kzD+zZHTbW9KMH0zXNDxjqv962/8B0/wo/4THVf71t/4DJ/hR/ZMx/2bI6Qj8KK5v/hMdV/vW3/gMn+FJ/wmOq/3rb/wGj/wo/smYf2dM9D8Gf8AIxxf9cnr1JPuj6V4n8OfEWoaj4xgt7l4fKaNjhIUU8e4Fe2J0rGVB0Xys9bCUXTjZjqKKKk6hKa3RqfTT0oB7M8p8bf8jLJ/1zSsCq/xUkZPHNxhiP3SdD7Vx/nP/fb866FgnNcyPGq4NTZ3FFcP50n95vzo+0Sf3m/On/ZzMv7PR3FGa4f7RJ/eb86Bcyf3m/On/ZrF/Z6O4zRmuJFzL/fb86X7RL/fb86P7NYf2ejtaK4r7XJ/fb/vqj7XJ/fb86P7NYf2ejtaK4sXcv8Afb86X7dL/fb86P7NYvqJ2dJXHfbpuzt+dJ9vuP8Anq350f2aw+oHZUVxv2+4/wCejUhv7j/no350f2ax/UDs6K4z7fc/89G/Oj7fc/8APRvzo/s1h9QZ2dFcZ9vuf+erUfb7n/nq1H9nMP7Pfc7I0lcf9vuf+ejUfb7j/no1H9nSD6g+52NFcd9vuP8Ano1J9vuf+erUf2bIPqB2NFcd9vuP+erfnR9vuP8Anq/4Gl/Zsh/UDsTV7Q/+Q1af9dBXAfb7n/ntJ/31Wp4Yu7h/FOnKZpMeevc0nl8oamtLBcsrn0diipaKwsehyniHxkH/ABVMH/XEV58RXofxl/5GqD/rgK89r6DA/wAJM0ExRilorusAmKMUuKMGiwCYoxS4NGKLDExRilxRiiwCYopaKLAIKWjpRn3osIKM0UUWAM0daKKLAGKMUUUWAMUYooosAhGKKWiiwCUUtFAHY/Cv/kerX/rk9fQIHWvn/wCFX/I923/XJ/5V9ADvXzuP/imkdhaKKK4xhTH+6afTH6Gl1QPY8A+K/wDyPlz/ANck/lXGgV2fxX/5Hu4/65R/yrja9zCr3UcknqFJTqK6WgTG0UtFKwXFFLim0UwuLiikooC4tFJRSsIKKKKLAFFFGKLBYKKMUYosAUUYoxRYLBRRiiiwWCiiiiwWCiiigVgrW8J/8jZpv/Xdaya1vCf/ACNum/8AXZaxrr3S4o+maKKK8M0PEvjL/wAjPb/9cRXn2K9C+Mv/ACM8H/XEV59X0OAX7lFPQKKKK7hBRmkxSigAooNJQIWjNJRigoXFGKKKADAowKKKAExRilNGaAExRilzSUAFHHrRRigAxRiiigAxRiigUAGKSnUhoEzsfhX/AMj1a/8AXJ/5V9ADvXz/APCv/kebb/rk/wDKvoAd6+czD+KaR2FoooriGFMboafTX6Gl1QPY8A+K/wDyPc//AFwj/lXG12fxWwfHdx/1xj/lXG4r3cMvcRyS3EpTRSV0iQUUUUAFFFFABRRRQAUUUUgClxSUtFgCkNFFMAzRmiigBaMUlFIBSKSlFFACUUtFACUUtBoAStbwn/yNum/9dlrJrX8J/wDI26b/ANdlrGv8JcT6YopaK8I0PEvjL/yM9v8A9cRXn1eg/GX/AJGe3/64ivPu1fRYD+Chy+KwUlFLiu6wAKAaSlAoEKabTqTFACUUuKMUhhRRRQAUUUUABooooAKDRQaADFFFBoFcSinYoxQMbS0cUcUAFIRS5oJoEzsPhV/yPVt7RP8Ayr6AHevAPhR/yPEP/XN/5V7+O9fOZh/FNI7C0UUVwjCmP900+mP900dUD2PAfir/AMj5c/8AXKP+VcdXY/FX/kfLn/rlH/KuOr3cN8COWS1CkoorpJQUUUUDCiiigAooooAKKKKACiiimgCiiigAooopAFFFFACiikooAWikopALmikpaBCVr+E/+Rt03/rutZNavhP/AJGvTf8ArutYV/guXE+mqKKK8M0PEfjL/wAjPb/9cRXn+eK9B+Mg/wCKot/XyBXn+K+hwL/coqS1uIKTNOxRiu7mEJRS4pKOZCCiiijmQBRRiii4BRS0UXGJS0UUuZAFFFFHMhBSdaXFGKOZAFJilxRindAJRRijFFwCijFGKLgLRRRQgZ2Pwo/5HiH/AK5v/KvfvWvAvhR/yPMH/XN/5V74Dmvm8w/jGkFoOopKK4irC0x/umnmmP8AdNHVCex4D8Vf+R8uf+uUf8q46ux+Kx/4ru4/65R/yrjs17mG+FHNJaiYopc0ZFdNyNRKKXig07oNRKKKXFF0GolFLijFF0AlFLijFF0AlFLikxRcAooxS4p3ASilxRigWomKMUuaM0g1ExRilzRmgNRMUUuaSgeoUopKUUC1A1q+E/8AkbNN/wCu61lGtXwn/wAjZpv/AF3WsK9uQ0ifTNFLiivCNDz/AMe6RZX2qxy3UCyOqDBNct/wjmlf8+a/99Gu48ZDN+n+4K5nBPQV00qslG1zphEzf+Ec0r/nzX/vo0v/AAjelf8APmv/AH0a0gCOopwrT28+5qoIyv8AhHNK/wCfNf8Avo0n/COaV/z5r/30a19ue1IUxR7efcORGUPDekn/AJdF/M0v/CM6V/z6L+ZrS2804Ue3n3DkRl/8IxpP/Pmuf940v/CMaT/z5r/30a0y2BTd5pe3l3DkRmt4a0of8ua/maP+Ec0r/nzX/vo1o7nNJhzR7eXcORGd/wAI5pX/AD5r+Zo/4R3Sv+fNf++jWnsagqfXmn7efcORGZ/wjmlf8+a/99Gl/wCEb0r/AJ81/M1pAEU8Cj28+4ciMr/hGtK/59F/M0h8NaUP+XRf++jWtnmjgij28+4ciMgeHNK72ij/AIEaP+Eb0n/n1X8zWpgelLij28+4ciMn/hGtK/59F/76NJ/wjelf8+i/99Gtbac0mxj9KXt5dw5EZX/COaT/AM+q/wDfRpR4c0jP/Hsv5mtTZjqKCi46Ue2n3DkRnf8ACN6Wf+XJcf7xo/4RvSx1s1/76NaA39jxTtjHq1Ht59w5EWvBmkWFl4jjktrZY32H5gTmvTq4DwrEf7djOf4DXfiuarJyd2YyVmLRRRWZIU1s88Z4p1IRSA8c8feDtU1fxZPeIkcVu0aqryN97HpiuZ/4V9qf/PW2/wC+j/hXtPigYhiGTgk1zuTnNdlPEOKsJUrnnP8Awr7Uu89r/wB9H/Ck/wCFfaj/AM/Fr/30f8K9GOTRg1t9ZZosOjzn/hX2pf8APxa/99H/AApR8PtTPSe2P/Aj/hXouDRij6yw+ro86/4V7qn/AD1tv++j/hR/wr7VP+ett/30f8K9F20Y9qPrLD2CPOv+Ffap/wA9bb/vo/4Uf8K+1T/nrbf99H/CvRdvtRt9qPrLD2CPO/8AhXuqf89rb/vo/wCFH/CvdU/57W3/AH0f8K9EC0uKX1mQewR51/wr3VP+e1t/30f8KP8AhX2pf8/Fr/30f8K9FxRil9ZkHsEedf8ACvtR/wCfi1/76P8AhR/wr7Uu1za/99H/AAr0ag0/rMh/V0ec/wDCvtTP/Lxan/gR/wAKP+Feap/z2tv++j/hXouKMe1H1qQvq6POf+Feap/z2tv++j/hR/wrzVP+e1t/30f8K9GxRij6zIPq6POT8PdU/wCett/30f8ACj/hX2pjrNbAf7x/wr0Uj2ox7UfWZD+ro85/4V/qP/Pxa/8AfR/wpf8AhX2o/wDPxa/99H/CvRcUuKPrMhfV0ec/8K+1H/n4tf8Avo/4UD4faj/z8Wv/AH0f8K9GxRR9akH1dHnX/CvtR/5+Lb/vo/4Vo+HvAuoWniGyuHntikUgY4Y5/lXaGrWmE/b4/c1Eq7asHsUjtziimZorjFynIeMv+P8AT/cFc4BXSeMf+P8AX/cFc3vA7GtIbGtNaDqQg0ofPQYqTjbTRaIAzZ60pye9LjmkPFABsIFAJ9KTn1pyHrk0AJtz1p3lrTi4C9ST9KQPQNDSh9qAh9RS7yaC2DQAYpCoJp4YEdaOM0AMIx2pAakYqRjmmeWp7kfjQFhMH2xSkfKcD8qcBtGBz70UBYiUEdqfTwVpj4PSgYAEA800Z9aXHvSjpQAmKXHFFHSgQ1V296eBigZPY0UwNjwt/wAhqM/7JFd7XBeF/wDkMp9DXeCsZvU56m4tFFFSZhSGlFIaY0YHibmKH61zuK6PxL/qofrXO1cTWImKMUtLWhqhuKMU6igY3FGKdRQIbijFPxSYoQJDaWlIoxTHYSjFFLQFgxRilFFIY2jFLS0BYbRRilpiENJSmkoGFLSUtMGFFLijGKVxDataaMX0R96r1a04f6bF9ahshnY0UlFQZnI+Lz/xMF/3BXOg10Pi8f8AEwX/AHBXOZwetXDY1p7D6XnFIvPtT+MUxjBuPYUjhieg/OkB5NPDUANC8UYp+ajJweTQA7HFJg0qsCQM1IFFA0Rcg80cZqTgds0hf/ZoKEwKTHNLmkzjmgQMrU0JjqKexJHBpoQ/3qAQuR2oyaNnvS7OPvUDG7qMilEXoaX7vbNADDyOOaFHtUob0UD600g+2KBCHOPl60c4GetGOeTTguR96gBAKU0uMd6Q0Aavhf8A5DafQ13tcF4XONcQbeNp5rvRWMtznq7i0UUUjIKQ0tFMaMHxMP3UX1rncV0fiX/VRfWuexVxNYjcUYp1LWhshmKMU/j3ooAZilp2KTFFwG5NGTS7aUAUDG9aKfijFADKTmn4oCigBlKOacVABNMBNAC4FLiiigYUhpeaMUAIBS4paKAExS4oooAKMUUtACYqzpp/0yL61WNWdOH+mRf71SyJbHYYopaKgwOQ8XDdfKR/cFYK/d6Cug8V8Xi/7grnQ1XDY2p7ASRj5SfpS+ZlcYxRmk60x2I9pz0p2PapVFKTigdiLBPanCM+uKkG3qTTC3PWgLDWQgdaQJ7mpAaXigYwZHYn6Cg89QRSkgUu7jFFxjCg9aBgGnYphFADjgjimDPofypwGOlPAoAaBn60GMY5NOxzQQNpzQMiCDs1GMd80oRD/wDrpwC5wB+tAhufak4zyakxQI4icsOfrQAwqp9fwpAqj+9+dSusarlaYBxnNAAFU9yPxoIH940Fc+lAXFJga3hlf+JyhHoa7wVw3hn/AJC8f0Nd1WUtzlqbhRRRSMwpKWkpjRh+JOY4R71g4rf8R/dhrB7mribx2GkUU402tDRBRRRSGFFFFABSUtJTAKWkFLQAU1s06jFAEXNLipAKUigCOlFKRQBQMWiiikAhFGKWii4CYopaKAEopaKAEqxp/wDx+xf71QVY0/8A4/YvrSZM9jsKKKKzOc5PxYP9LX/cFc6q5rovFZ/0xf8AcFc6GxVxdkbQegpHNBHFKOaeEGM5/CncpMaOnSmnJqTFNJ2nvRcLjQtLspc0oFMdxpXFJUhGaTbQFyIClp4WlMee9ILjRSEU7ZjvSdDTDmQmKcBRmlBpXKuhrHbyaQuGGMGnOu7pQsRxyelFxNojCe1KMLUgFLtzRcVyPzOOgpuWJzxUpWk20XC5GQT96ngDHQUu3Pc/iKcIz13UXC5GE4zTmHGaX2pSCVOBmkFzQ8Mt/wATeP6Gu8XpXB+GBjV488HBrvBWctzmqPUWiiikZhSUtJTGjE8RfdhrCbrXSaxZTXnliFc4zmsw6Lec/IPzqk0bRatqZtFaP9iXXdB+dH9i3XoKu5fMjOoxWh/Yt3/dFH9i3X90UrhzIz8UYrR/sW6/uij+xbv+6KLhzozsUmK0v7Fu/wC6KT+xLv8Auii6DnRnAUuK0P7FvOyD86P7Fvf+eY/76o5kHOjPxRitD+xLz+4P++qP7FvO6AfQ0cyDnRn0Vo/2Ld/3B+dJ/Yt3/cFHMg50Z+KMVo/2Ld/3KP7Fu/7lHMh88TNxRitL+xLv+4Pzo/sS7/uUcyHzxM3FGK0Tot1/d/Wj+xbr+7+tFxc0TOorR/sW6/uij+xrr+6KLhzIzqQ9a0v7Guv7tH9jXX9yi4c6Rn44qfTx/psX1qz/AGNddkqa00m5jukkdNoWk2TOaZ0FFLiipMrlGSzgu/mnjDn3pn9kWX/PulFFUWH9jWJ6260n9i2H/PutFFAg/sexH/LutINJsv8AngtFFNDQv9k2X/PutH9k2X/PutFFAB/ZNl/z7rR/ZNl/z7rRRQMP7Jsv+fdaP7Jsv+eC0UUAH9k2X/PutL/Ytgf+XdaKKQmH9iWH/PutO/sWw/591oopEjTo9iDxbrQNHsT1t1ooplCf2LYf8+60h0exHS3WiigEJ/ZNln/ULTho9j1+zrRRQNif2TZZ/wBQtKNJsv8AngtFFAB/ZNl/zwWgaTZZ/wBQtFFMRPBp1rBIJIolVh3FXR0oorNmchaKKKRAUUUUxhRRRQAUUUUAFFFFABRRRQAUUUUDCiiigAooooAKSiigAooooAWiiikISiiigBaKKKQBijFFFNAJRRRTGFFFFAH/2Q==" /></span></span> </p> <span class="swqpi"> </span> <p style="background:white;text-align:justify;text-indent:0mm;"> <span class="swqpi"><b><span style="background:#4889EE;color:white;font-family:宋体;">LED</span></b><b><span style="background:#4889EE;color:white;font-family:宋体;">昄屏——性能</span></b></span> </p> <span class="swqpi"> </span> <p style="background:white;text-align:justify;text-indent:0mm;"> <span style="color:#3E3E3E;font-family:宋体;"><span class="swqpi">我们在了解完昄屏的功能后,一个具有出色显C效果的<span class="swqpi">LED</span></span><span class="swqpi">电子昄屏还需要具有良好的性能才能得上高品质的显C屏Q可以通过以下几个斚w来鉴别:</span></span> </p> <span class="swqpi"> </span> <p style="background:white;text-align:justify;text-indent:0mm;"> <span class="swqpi"><b><span style="color:#3E3E3E;font-family:"微Y雅黑",sans-serif;">1</span></b><b><span style="color:#3E3E3E;font-family:"微Y雅黑",sans-serif;">、像素失控点Q质保期内)</span></b></span> </p> <span class="swqpi"> </span> <p style="background:white;text-align:justify;text-indent:0mm;"> <span style="color:#3E3E3E;font-family:"微Y雅黑",sans-serif;"><span class="swqpi">像素失控点分瞎点和常亮点Q下图ؓ行业标准{Q?/span></span> </p> <span class="swqpi"> </span> <p align="center" style="background:white;text-align:center;text-indent:0mm;"> <span style="color:#3E3E3E;"><span class="swqpi"><img width="539" height="124" alt="//mmbiz.qpic.cn/mmbiz_jpg/bHAb3WicW1PJIqvCheVJM9pGFhhkE4bpicpCxtPFRp3kpibFlibXFpFmr4MibpYlq7EjtGcpSKpbzTS7EuDP0Ev2ibOA/640?wx_fmt=jpeg&wxfrom=5&wx_lazy=1" 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" /></span></span> </p> <span class="swqpi"> </span> <p style="background:white;text-align:justify;text-indent:0mm;"> <span style="color:#3E3E3E;font-family:宋体;"><span class="swqpi">随着间距屏的诞生,其行业标准已不能应用到小间距上,其标准应该更高,其失控率应控制在<span class="swqpi">1X10-5</span></span><span class="swqpi">以下?/span></span> </p> <span class="swqpi"> </span> <p style="background:white;text-align:justify;text-indent:0mm;"> <span class="swqpi"><b><span style="color:#3E3E3E;font-family:"微Y雅黑",sans-serif;">2</span></b><b><span style="color:#3E3E3E;font-family:"微Y雅黑",sans-serif;">、防护等U与安全</span></b></span> </p> <span class="swqpi"> </span> <p style="background:white;text-align:justify;text-indent:0mm;"> <span style="color:#3E3E3E;font-family:宋体;"><span class="swqpi">防护{主要是防水和防尘两方面,?span>IP</span></span><span class="swqpi">数D大防护等U越高?/span></span> </p> <span class="swqpi"> </span> <p style="background:white;text-align:justify;text-indent:0mm;"> <b><span style="color:#021EAA;font-family:宋体;"><span class="swqpi">安全性主要体现在Q?/span></span></b> </p> <span class="swqpi"> </span> <p style="background:white;text-align:justify;text-indent:0mm;"> <span style="color:#3E3E3E;font-family:宋体;"><span class="swqpi">一是漏甉|Q其数值在<span class="swqpi">U</span></span><span class="swqpi">?/span><span class="swqpi"><span class="swqpi"> X1.1</span></span><span class="swqpi">倍条件下Q对地漏甉|?/span><span class="swqpi"><span class="swqpi">3.5mA;</span></span></span> </p> <span class="swqpi"> </span> <p style="background:white;text-align:justify;text-indent:0mm;"> <span style="color:#3E3E3E;font-family:宋体;"><span class="swqpi">二是抗电强度Q在<span class="swqpi"> 1,500V,1min </span></span><span class="swqpi">试条g下未l缘ȝ?/span></span> </p> <span class="swqpi"> </span> <p style="background:white;text-align:justify;text-indent:0mm;"> <span class="swqpi"><b><span style="color:#3E3E3E;font-family:"微Y雅黑",sans-serif;">3</span></b><b><span style="color:#3E3E3E;font-family:"微Y雅黑",sans-serif;">、能耗与能效</span></b></span> </p> <span class="swqpi"> </span> <p style="background:white;text-align:justify;text-indent:0mm;"> <span style="color:#3E3E3E;font-family:宋体;"><span class="swqpi">Z降低<span class="swqpi">LED</span></span><span class="swqpi">昄屏的功耗,提高能量有效利用率,从而降低显C屏的温度,廉其用寿命,</span></span><span style="color:#021EAA;font-family:宋体;"><span class="swqpi">温度下降<span class="swqpi">10</span></span><span class="swqpi">℃,产品的寿命提升一?/span></span><span style="color:#3E3E3E;font-family:宋体;"><span class="swqpi">。主要以下几个方面来实现的: </span></span> </p> <span class="swqpi"> </span> <p style="background:white;text-align:justify;text-indent:0mm;"> <span style="color:#3E3E3E;font-family:宋体;"><span class="swqpi"> <span class="swqpi">A</span></span><span class="swqpi">、低</span><span class="swqpi"><span class="swqpi">Vf</span></span><span class="swqpi">?/span><span class="swqpi"><span class="swqpi">LED</span></span></span> </p> <span class="swqpi"> </span> <p style="background:white;text-align:justify;text-indent:0mm;"> <span style="color:#3E3E3E;font-family:宋体;"><span class="swqpi"> <span class="swqpi">B</span></span><span class="swqpi">、低</span><span class="swqpi"><span class="swqpi">Vds </span></span><span class="swqpi">值恒驱?/span><span class="swqpi"><span class="swqpi">IC</span></span></span> </p> <span class="swqpi"> </span> <p style="background:white;text-align:justify;text-indent:0mm;"> <span style="color:#3E3E3E;font-family:宋体;"><span class="swqpi"> <span class="swqpi">C</span></span><span class="swqpi">、低L</span><span class="swqpi"><span class="swqpi">PCB</span></span><span class="swqpi">设计</span></span> </p> <span class="swqpi"> </span> <p style="background:white;text-align:justify;text-indent:0mm;"> <span style="color:#3E3E3E;font-family:宋体;"><span class="swqpi"> <span class="swqpi">D</span></span><span class="swqpi">、模l工作电?/span><span class="swqpi"><span class="swqpi">4.2V 3.8V</span></span></span> </p> <span class="swqpi"> </span> <p style="background:white;text-align:justify;text-indent:0mm;"> <span style="color:#3E3E3E;font-family:宋体;"><span class="swqpi"> <span class="swqpi">E</span></span><span class="swqpi">、开关电?/span><span class="swqpi"><span class="swqpi">PFC</span></span><span class="swqpi">?/span><span class="swqpi"><span class="swqpi">0.95 </span></span><span class="swqpi">转换效率Q??/span><span class="swqpi"><span class="swqpi"> 0.85</span></span><span class="swqpi">Q?/span></span> </p> <span class="swqpi"> </span> <p style="background:white;text-align:justify;text-indent:0mm;"> <span class="swqpi"><span style="color:#3E3E3E;font-family:"微Y雅黑",sans-serif;"> <b>4</b></span><b><span style="color:#3E3E3E;font-family:"微Y雅黑",sans-serif;">、可靠?/span></b></span> </p> <span class="swqpi"> </span> <p style="background:white;text-align:justify;text-indent:0mm;"> <span style="color:#3E3E3E;font-family:宋体;"><span class="swqpi">一?span>LED</span></span><span class="swqpi">昄屏即使它的显C效果再Q如果它的可靠性不高,不稳定故障率高,则此昄屏的品质也是很低U的?/span></span> </p> <span class="swqpi"> </span> <p style="background:white;text-align:justify;text-indent:0mm;"> <span class="swqpi"><span style="color:#3E3E3E;font-family:宋体;"> Z</span><b><span style="color:#021EAA;font-family:宋体;">提高其可靠?/span></b><span style="color:#3E3E3E;font-family:宋体;">主要从以下几个方面考虑Q?/span></span> </p> <span class="swqpi"> </span> <p style="background:white;text-align:justify;text-indent:0mm;"> <span class="swqpi"><span style="color:#021EAA;font-family:宋体;">  </span><span style="color:#3E3E3E;font-family:宋体;">A</span><span style="color:#3E3E3E;font-family:宋体;">、材料选型Q?材质分析</span></span> </p> <span class="swqpi"> </span> <p style="background:white;text-align:justify;text-indent:0mm;"> <span style="color:#3E3E3E;font-family:宋体;"><span class="swqpi"> <span class="swqpi">B</span></span><span class="swqpi">、热设计Q散热、热分布</span></span> </p> <span class="swqpi"> </span> <p style="background:white;text-align:justify;text-indent:0mm;"> <span style="color:#3E3E3E;font-family:宋体;"><span class="swqpi"> <span class="swqpi">C</span></span><span class="swqpi">、冗余:开关电源、控制器?/span><span class="swqpi"><span class="swqpi">PCB</span></span><span class="swqpi">U\</span></span> </p> <span class="swqpi"> </span> <p style="background:white;text-align:justify;text-indent:0mm;"> <span style="color:#3E3E3E;font-family:宋体;"><span class="swqpi"> <span class="swqpi">D</span></span><span class="swqpi">、物料容差:余量</span><span class="swqpi"><span class="swqpi">20%</span></span></span> </p> <span class="swqpi"> </span> <p style="background:white;text-align:justify;text-indent:0mm;"> <span style="color:#3E3E3E;font-family:宋体;"><span class="swqpi"> <span class="swqpi">E</span></span><span class="swqpi">、可靠性模拟验证测试:寿命、认?/span></span> </p> <span class="swqpi"> </span><br /> </div> </div> <div class="next_l"><div class="swqpi">上一?<a href="22.html">四川LED昄屏表C市场将转型为新的能源市?/a></div> <div class="swqpi">下一?<a href="16.html">成都LED昄屏厂家分析LED屏将受益于数字标识标牌行业发?/a></div> </div> <div class="other"> <div class="tag">相关标签Q?a 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