你截图的应该还是片选后到正式数据通信间的延迟。 帧间延迟也是支持的,MASTER掌控,TI模式不支持。手册有描述: http://data:image/png;base64,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
由于电容有充电和放电效应,所以对信号的建立有一定影响,尤其是快速信号时就更明显。 因此评价高速信号时,要在一定的负载电容条件下才合理。 示波器探头加上去,会有一点点影响,取决于探头电容值。但通常探头电容都不大,可以看看它的规格书。
所在话题
参与活动
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滴滴押注社区团购,明确“投入不设上限,要做市场第一”
线下 2020-10-16 -
滴滴押注社区团购,明确“投入不设上限,要做市场第一”
网络 2020-10-16 -
滴滴押注社区团购,明确“投入不设上限,要做市场第一”
网络 2020-10-16 -
滴滴押注社区团购,明确“投入不设上限,要做市场第一”
网络 2020-10-16 -
滴滴押注社区团购,明确“投入不设上限,要做市场第一”
线下 2020-10-16 -
滴滴押注社区团购,明确“投入不设上限,要做市场第一”
线下 2020-10-16