8922bc3058
Branch insn can't be scheduled as last insn of Zero Overhead loop Signed-off-by: Vineet Gupta <vgupta@synopsys.com>
66 lines
1.9 KiB
C
66 lines
1.9 KiB
C
/*
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* Copyright (C) 2004, 2007-2010, 2011-2012 Synopsys, Inc. (www.synopsys.com)
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*
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* This program is free software; you can redistribute it and/or modify
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* it under the terms of the GNU General Public License version 2 as
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* published by the Free Software Foundation.
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*
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* Delay routines using pre computed loops_per_jiffy value.
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*
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* vineetg: Feb 2012
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* -Rewrote in "C" to avoid dealing with availability of H/w MPY
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* -Also reduced the num of MPY operations from 3 to 2
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*
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* Amit Bhor: Codito Technologies 2004
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*/
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#ifndef __ASM_ARC_UDELAY_H
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#define __ASM_ARC_UDELAY_H
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#include <asm/param.h> /* HZ */
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static inline void __delay(unsigned long loops)
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{
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__asm__ __volatile__(
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" lp 1f \n"
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" nop \n"
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"1: \n"
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: "+l"(loops));
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}
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extern void __bad_udelay(void);
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/*
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* Normal Math for computing loops in "N" usecs
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* -we have precomputed @loops_per_jiffy
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* -1 sec has HZ jiffies
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* loops per "N" usecs = ((loops_per_jiffy * HZ / 1000000) * N)
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*
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* Approximate Division by multiplication:
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* -Mathematically if we multiply and divide a number by same value the
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* result remains unchanged: In this case, we use 2^32
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* -> (loops_per_N_usec * 2^32 ) / 2^32
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* -> (((loops_per_jiffy * HZ / 1000000) * N) * 2^32) / 2^32
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* -> (loops_per_jiffy * HZ * N * 4295) / 2^32
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*
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* -Divide by 2^32 is very simply right shift by 32
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* -We simply need to ensure that the multiply per above eqn happens in
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* 64-bit precision (if CPU doesn't support it - gcc can emaulate it)
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*/
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static inline void __udelay(unsigned long usecs)
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{
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unsigned long loops;
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/* (u64) cast ensures 64 bit MPY - real or emulated
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* HZ * 4295 is pre-evaluated by gcc - hence only 2 mpy ops
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*/
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loops = ((u64) usecs * 4295 * HZ * loops_per_jiffy) >> 32;
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__delay(loops);
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}
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#define udelay(n) (__builtin_constant_p(n) ? ((n) > 20000 ? __bad_udelay() \
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: __udelay(n)) : __udelay(n))
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#endif /* __ASM_ARC_UDELAY_H */
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