4.4BSD/usr/src/sys/tahoe/math/Ksinfcosf.s

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/*-
 * Copyright (c) 1985 The Regents of the University of California.
 * All rights reserved.
 *
 * This code is derived from software contributed to Berkeley by
 * Computer Consoles Inc.
 *
 * Redistribution and use in source and binary forms, with or without
 * modification, are permitted provided that the following conditions
 * are met:
 * 1. Redistributions of source code must retain the above copyright
 *    notice, this list of conditions and the following disclaimer.
 * 2. Redistributions in binary form must reproduce the above copyright
 *    notice, this list of conditions and the following disclaimer in the
 *    documentation and/or other materials provided with the distribution.
 * 3. All advertising materials mentioning features or use of this software
 *    must display the following acknowledgement:
 *	This product includes software developed by the University of
 *	California, Berkeley and its contributors.
 * 4. Neither the name of the University nor the names of its contributors
 *    may be used to endorse or promote products derived from this software
 *    without specific prior written permission.
 *
 * THIS SOFTWARE IS PROVIDED BY THE REGENTS AND CONTRIBUTORS ``AS IS'' AND
 * ANY EXPRESS OR IMPLIED WARRANTIES, INCLUDING, BUT NOT LIMITED TO, THE
 * IMPLIED WARRANTIES OF MERCHANTABILITY AND FITNESS FOR A PARTICULAR PURPOSE
 * ARE DISCLAIMED.  IN NO EVENT SHALL THE REGENTS OR CONTRIBUTORS BE LIABLE
 * FOR ANY DIRECT, INDIRECT, INCIDENTAL, SPECIAL, EXEMPLARY, OR CONSEQUENTIAL
 * DAMAGES (INCLUDING, BUT NOT LIMITED TO, PROCUREMENT OF SUBSTITUTE GOODS
 * OR SERVICES; LOSS OF USE, DATA, OR PROFITS; OR BUSINESS INTERRUPTION)
 * HOWEVER CAUSED AND ON ANY THEORY OF LIABILITY, WHETHER IN CONTRACT, STRICT
 * LIABILITY, OR TORT (INCLUDING NEGLIGENCE OR OTHERWISE) ARISING IN ANY WAY
 * OUT OF THE USE OF THIS SOFTWARE, EVEN IF ADVISED OF THE POSSIBILITY OF
 * SUCH DAMAGE.
 *
 *	@(#)Ksinfcosf.s	7.1 (Berkeley) 12/6/90
 */

#include "../tahoe/SYS.h"

	.text
ENTRY(Kcosf, 0)
	tstl	4(fp)		# if (arg < 0)
	jgeq	L23
	lnd	4(fp)
	std	4(fp)		# arg = -arg;
L23:	pushl	20(fp)		# 	hfs
	pushl	$1
	pushl	8(fp)
	pushl	4(fp)
	callf	$20,_sinus
	ret			# return(sinus(arg,1));

ENTRY(Ksinf, 0)
	pushl	20(fp)		# hfs
	pushl	$0
	pushl	8(fp)
	pushl	4(fp)
	callf	$20,_sinus
	ret			# return(sinus(arg, 0));

ENTRY(sinus, 0)
	subl3	$112,fp,sp
	movl	8(fp),-80(fp)
	movl	4(fp),-84(fp)	# x = arg;
	jgeq	L34		# if (x < 0) {
	lnd	-84(fp)
	std	-84(fp)		# x = -x;
	addl2	$2,12(fp)	# quad = quad + 2;}
L34:	pushl	16(fp)
	ldd	_twoopi	
	pushd
	ldd	-84(fp)
	pushd	
	callf	$24,_Kmuld
	movl	r1,-88(fp)
	movl	r0,-84(fp)	# std	-84(fp)	 x = x * twoopi;
	cmpd2	-84(fp),L36	# if (x > 32764) {
	jleq	L35
	pushl	16(fp)		# hfs
	subl3	$60,fp,-(sp)	# &e
	pushl	-80(fp)
	pushl	-84(fp)		# x
	callf	$20,_Kmodf
	clrl	-92+4(fp)
	movl	r0,-92(fp)	# y = modf(x, &e);
	pushl	16(fp)		# hfs
	pushl	$0
	pushl	12(fp)		# quad
	pushl	$0
	pushl	$0		# dummy acc
	callf	$24,_Kcvtld
	pushl	16(fp)		# hfs
	pushl	r1
	pushl	r0 		# pushd	 (double)quad
	ldd	-60(fp)
	pushd			# &e
	callf	$24,_Kaddd
	movl	r1,-56(fp)
	movl	r0,-60(fp) 	# std	-60(fp) e = e + quad;
	pushl	16(fp)		# hfs
	subl3	$68,fp,-(sp)	# &f

	pushl	16(fp)		# hfs
	ldd	-60(fp)
	pushd			# &e
	ldd	L37
	pushd			# 0.25
	callf	$24,_Kmuld

	pushl	r1
	pushl	r0		# pushd	 0.25 * e
	callf	$20,_Kmodf	# modf(0.25 * e, &f);
	
	pushl	16(fp)		# hfs
	movl	r1,-64(fp)
	movl	r0,-68(fp)	# ldd	-68(fp)	 &f
	pushl	r1
	pushl	r0		# pushd
	ldd	L38
	pushd
	callf	$24,_Kmuld	# 4*f
				# std	r0
	pushl	16(fp)		# hfs
	pushl	r1
	pushl	r0		# pushd	
	ldd	-60(fp)
	pushd
	callf	$24,_Ksubd	# e - 4 * f
	ldd	r0		# load acc with result of Ksubd
	cvdl	12(fp)		# quad = (e - 4 * f); }
	jbr	L39
L35:	ldd	-84(fp)		# else {
	cvdl	-96(fp)		# k = x;
	pushl	16(fp)		# hfs
	pushl	$0
	pushl	-96(fp)
	pushl	$0
	pushl	$0		# acc
	callf	$24,_Kcvtld
				# std	r0
	pushl	16(fp)		# hfs
	pushl	r1
	pushl	r0		# pushd	 (double)k
	ldd	-84(fp)
	pushd			# x
	callf	$24,_Ksubd
	movl	r1,-88(fp)
	movl	r0,-92(fp)	# std	-92(fp) y = x - k;
	addl3	-96(fp),12(fp),r0
	andl3	$3,r0,12(fp)	# quad = (quad + k) & 03; }
L39:	bitl	$1,12(fp)	# if (quad & 01)
	jeql	L40
	pushl	16(fp)		# hfs
	ldd	-92(fp)
	pushd			# y
	ldd	L41
	pushd			# 1.0
	callf	$24,_Ksubd
	movl	r1,-88(fp)
	movl	r0,-92(fp)	# std	-92(fp) y = 1 - y;
L40:	cmpl	12(fp),$1	# if (quad > 1)
	jleq	L42
	lnd	-92(fp)
	std	-92(fp)		# y = -y;
L42:	pushl	16(fp)		# hfs
	ldd	-92(fp)
	pushd
	pushd
	callf	$24,_Kmuld	# y*y
	movl	r1,-72(fp)
	movl	r0,-76(fp)	# std	-76(fp)	 ysq=y*y;

	pushl	16(fp)		# hfs
	ldd	-76(fp)
	pushd
	ldd	_p4
	pushd
	callf	$24,_Kmuld	# p4*ysq

	pushl	16(fp)		# hfs
	pushl	_p3+4
	pushl	_p3
	pushl	r1
	pushl	r0		# pushd
	callf	$24,_Kaddd	# p4*ysq+p3

	pushl	16(fp)		# hfs
	pushl	-72(fp)
	pushl	-76(fp)
	pushl	r1
	pushl	r0		# pushd
	callf	$24,_Kmuld	# (p4*ysq+p3)*ysq

	pushl	16(fp)		# hfs
	pushl	_p2+4
	pushl	_p2
	pushl	r1
	pushl	r0		# pushd
	callf	$24,_Kaddd	# (p4*ysq+p3)*ysq+p2

	pushl	16(fp)		# hfs
	pushl	-72(fp)
	pushl	-76(fp)
	pushl	r1
	pushl	r0		# pushd
	callf	$24,_Kmuld	# ((p4*ysq+p3)*ysq+p2)*ysq	

	pushl	16(fp)		# hfs
	pushl	_p1+4
	pushl	_p1
	pushl	r1
	pushl	r0		# pushd
	callf	$24,_Kaddd	# ((p4*ysq+p3)*ysq+p2)*ysq+p1

	pushl	16(fp)		# hfs
	pushl	-72(fp)
	pushl	-76(fp)
	pushl	r1
	pushl	r0		# pushd
	callf	$24,_Kmuld	# (((p4*ysq+p3)*ysq+p2)*ysq+p1)*ysq	

	pushl	16(fp)		# hfs
	pushl	_p0+4
	pushl	_p0
	pushl	r1
	pushl	r0		# pushd
	callf	$24,_Kaddd	# (((p4*ysq+p3)*ysq+p2)*ysq+p1)*ysq+p0	

	pushl	16(fp)		# hfs
	pushl	-88(fp)
	pushl	-92(fp)
	pushl	r1
	pushl	r0		# pushd
	callf	$24,_Kmuld	# ((((p4*ysq+p3)*ysq+p2)*ysq+p1)*ysq+p0)*y;	

	movl	r1,-100(fp)
	movl	r0,-104(fp)	# std	-104(fp) temp1
	ldd	r0
	cvdf
	stf	r0
	ret#1

	.data
	.align	2
_twoopi:.long	0x4022F983, 0x6E4E4415 # .double .63661977236758134
_p0:	.long	0x40C90FDA, 0x90304197 # .double 1.57079631844
_p1:	.long	0xC0255DE0, 0xB36CEE75 # .double -.645963710599
_p2:	.long	0x3EA33457, 0xA736E807 # .double .079689678945999999
_p3:	.long	0xBC992665, 0x5E9A6554 # .double -.0046737666099999999
_p4:	.long	0x3A1ED7FA, 0xCC54924E # .double .000151485129
L36:	.long	0x47FFF800, 0x00000000 # .double 32764
L37:	.long	0x3F800000, 0x00000000 # .double .25
L38:	.long	0x41800000, 0x00000000 # .double 4
L41:	.long	0x40800000, 0x00000000 # .double 1