索诺克SNP-LC74DU
7400流明激光工程投影机 索诺克SNP-LC74DU投影仪拥有7400流明高亮,1920×1200分辨率,兼容4K信号输入,支持HDR动态图像解码清晰呈现显示画面。激光光源,长达20000小时光源寿命,大大降低了维护成本,广泛适用于数字内容、展览展示、工业制造等行业。 索诺克SNP-LC74DU工程投影机的自带功能,可快速搭建多机拼接融合实现大画面。而为了解决多台投影机拼接融合色彩不一致性困扰,索诺克SNP-LC64DU增加了HSG色彩管理系统,通过调整相应色彩数值可保证多台色彩一致。
索诺克SNP-LC74DU激光投影机拥有HDMI2.0、HDMI1.4、HDBaseT、3D-Sync BNC In、RJ45、RS232、USB-A等接口,其中HDMI V2.0端口支持4K分辨率输入,画面显示更多细节。 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)
索诺克SNP-LC74DU投影机支持边角校正和梯形校正功能。为了解决多机安装后画面输出变形,投影机增加了图像变形功能可辅助播控软件调试。 为了画面输出精准对位,索诺克SNP-LC74DU工程投影仪搭载了电动镜头,可操作聚焦、变焦和位移,支持锁定镜头位移、聚焦、变焦,防止未授权人员操作,通过设定保存可调取画面位置,方便高效。 索诺克SNP-LC74DU投影机的DLP图像芯片拥有强大的处理能力,微镜的高速特征是提供明亮且清晰的文本图片的关键,给用户带来身临其境的画质体验。
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