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authorKuninori Morimoto <kuninori.morimoto.gx@renesas.com>2017-12-18 03:35:56 +0300
committerLaurent Pinchart <laurent.pinchart+renesas@ideasonboard.com>2018-02-14 19:05:25 +0300
commit0bc69592abc870f45d82e72c40e44a913d5b90c0 (patch)
treef2e427d7722d130b3cfa465161f5cd4ffc223a14 /tools/perf/scripts/python/export-to-postgresql.py
parentb45c138502ad8dc84f50694430da293678c6d9cc (diff)
downloadlinux-0bc69592abc870f45d82e72c40e44a913d5b90c0.tar.xz
drm: rcar-du: Calculate DPLLCR to be more small jitter
In general, PLL has VCO (= Voltage controlled oscillator), one of the very important electronic feature called as "jitter" is related to this VCO. In academic generalism, VCO should be maximum to be more small jitter. In high frequency clock, jitter will be large impact. Thus, selecting Hi VCO is general theory. fin fvco fout fclkout in --> [1/M] --> |PD| -> [LPF] -> [VCO] -> [1/P] -+-> [1/FDPLL] -> out +-> | | | | | +-----------------[1/N]<-------------+ fclkout = fvco / P / FDPLL -- (1) In PD, it will loop until fin/M = fvco/P/N fvco = fin * P * N / M -- (2) (1) + (2) indicates fclkout = fin * N / M / FDPLL In this device, N = (n + 1), M = (m + 1), P = 2, FDPLL = (fdpll + 1). fclkout = fin * (n + 1) / (m + 1) / (fdpll + 1) This is the datasheet formula. One note here is that it should be 2kHz < fvco < 4096MHz To be smaller jitter, fvco should be maximum, in other words, N as large as possible, M as small as possible driver should select. Here, basically M=1. This patch do it. Reported-by: HIROSHI INOSE <hiroshi.inose.rb@renesas.com> Signed-off-by: Kuninori Morimoto <kuninori.morimoto.gx@renesas.com> Reviewed-by: Laurent Pinchart <laurent.pinchart+renesas@ideasonboard.com> [Small clarifications in comments, renamed finnm to fout] Signed-off-by: Laurent Pinchart <laurent.pinchart+renesas@ideasonboard.com>
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