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author | Masahiro Yamada <yamada.m@jp.panasonic.com> | 2013-08-19 15:01:25 +0900 |
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committer | Albert ARIBAUD <albert.u.boot@aribaud.net> | 2013-09-19 09:52:08 +0200 |
commit | 82cecfce3fd33e151ed8bc382ae31b19535765c5 (patch) | |
tree | b031ae66827dfa002458e667dad8680218dba27f /doc | |
parent | d964df322f08c59ea19f3f45eed6781716bfc0c9 (diff) | |
download | u-boot-imx-82cecfce3fd33e151ed8bc382ae31b19535765c5.zip u-boot-imx-82cecfce3fd33e151ed8bc382ae31b19535765c5.tar.gz u-boot-imx-82cecfce3fd33e151ed8bc382ae31b19535765c5.tar.bz2 |
drivers: s3c44b0_rtc: delete an unused driver
Since commit 5dc5f36 removed B2 board support,
there are no boards enabling s3c44b0_rtc.
Signed-off-by: Masahiro Yamada <yamada.m@jp.panasonic.com>
Cc: Wolfgang Denk <wd@denx.de>
Cc: Andrea Scian <andrea.scian@dave-tech.it>
Diffstat (limited to 'doc')
-rw-r--r-- | doc/driver-model/UDM-rtc.txt | 15 |
1 files changed, 5 insertions, 10 deletions
diff --git a/doc/driver-model/UDM-rtc.txt b/doc/driver-model/UDM-rtc.txt index 5d9fb33..6aaeb86 100644 --- a/doc/driver-model/UDM-rtc.txt +++ b/doc/driver-model/UDM-rtc.txt @@ -228,31 +228,26 @@ III) Analysis of in-tree drivers The driver is standard rtc. Simple conversion is possible. - 34) drivers/rtc/s3c44b0_rtc.c - ----------------------------- - The driver is standard rtc. Simple conversion is possible. - - - 35) drivers/rtc/ds1337.c + 34) drivers/rtc/ds1337.c ------------------------ The driver is standard rtc. Simple conversion is possible. - 36) drivers/rtc/isl1208.c + 35) drivers/rtc/isl1208.c ------------------------- The driver is standard rtc. Simple conversion is possible. - 37) drivers/rtc/max6900.c + 36) drivers/rtc/max6900.c ------------------------- The driver is standard rtc. Simple conversion is possible. - 38) drivers/rtc/mc146818.c + 37) drivers/rtc/mc146818.c -------------------------- The driver is standard rtc. Simple conversion is possible. - 39) drivers/rtc/at91sam9_rtt.c + 38) drivers/rtc/at91sam9_rtt.c ------------------------------ The driver is standard rtc. Simple conversion is possible. |