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authorJan Höppner2018-06-07 14:52:57 +0200
committerVasily Gorbik2019-07-11 20:39:53 +0200
commit8a9f606fefadb903c323836fcd6e65a122dce66a (patch)
tree739dee0610c02484d56dc22a2b5f376c4a89ba3e /drivers/s390
parent72ddd535128e4acefaec00d52c75385fd4db40c0 (diff)
s390/dasd: Remove old defines and function
Commit 4d284cac76d0 ("[S390] Avoid excessive inlining.") removed bytes_per_record() which was the only user of the defines ECKD_C0 and ECKD_F*, and round_up_multiple(). Let's get rid of those. Signed-off-by: Jan Höppner <hoeppner@linux.ibm.com> Reviewed-by: Stefan Haberland <sth@linux.ibm.com> Signed-off-by: Vasily Gorbik <gor@linux.ibm.com>
Diffstat (limited to 'drivers/s390')
-rw-r--r--drivers/s390/block/dasd_eckd.c21
1 files changed, 0 insertions, 21 deletions
diff --git a/drivers/s390/block/dasd_eckd.c b/drivers/s390/block/dasd_eckd.c
index c09039eea707..e914869c07a8 100644
--- a/drivers/s390/block/dasd_eckd.c
+++ b/drivers/s390/block/dasd_eckd.c
@@ -42,20 +42,6 @@
#endif /* PRINTK_HEADER */
#define PRINTK_HEADER "dasd(eckd):"
-#define ECKD_C0(i) (i->home_bytes)
-#define ECKD_F(i) (i->formula)
-#define ECKD_F1(i) (ECKD_F(i)==0x01?(i->factors.f_0x01.f1):\
- (i->factors.f_0x02.f1))
-#define ECKD_F2(i) (ECKD_F(i)==0x01?(i->factors.f_0x01.f2):\
- (i->factors.f_0x02.f2))
-#define ECKD_F3(i) (ECKD_F(i)==0x01?(i->factors.f_0x01.f3):\
- (i->factors.f_0x02.f3))
-#define ECKD_F4(i) (ECKD_F(i)==0x02?(i->factors.f_0x02.f4):0)
-#define ECKD_F5(i) (ECKD_F(i)==0x02?(i->factors.f_0x02.f5):0)
-#define ECKD_F6(i) (i->factor6)
-#define ECKD_F7(i) (i->factor7)
-#define ECKD_F8(i) (i->factor8)
-
/*
* raw track access always map to 64k in memory
* so it maps to 16 blocks of 4k per track
@@ -161,13 +147,6 @@ static const int count_area_head[] = { 0, 0, 0, 0, 2 };
static const int count_area_rec[] = { 1, 2, 3, 4, 1 };
static inline unsigned int
-round_up_multiple(unsigned int no, unsigned int mult)
-{
- int rem = no % mult;
- return (rem ? no - rem + mult : no);
-}
-
-static inline unsigned int
ceil_quot(unsigned int d1, unsigned int d2)
{
return (d1 + (d2 - 1)) / d2;