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779 lines
30 KiB
779 lines
30 KiB
// TITLE("Alpha AXP Trignometric Tables")
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//++
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//
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// Copyright (c) 1993, 1994 Digital Equipment Corporation
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//
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// Module Name:
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//
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// trig_tab.s
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//
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// Abstract:
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//
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// This module implements lookup tables for high-performance Alpha AXP
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// specific routines for IEEE double format sine, cosine and tangent.
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//
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// Author:
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//
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// Bob Hanek 1-Oct-1991
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//
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// Environment:
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//
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// User mode.
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//
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// Revision History:
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//
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// Thomas Van Baak (tvb) 11-Feb-1994
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//
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// Adapted for NT.
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//
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//--
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#include "ksalpha.h"
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.rdata
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.align 3
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.globl __trig_cons
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__trig_cons:
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/* argument reduction constants */
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.double 1.6297466172610083e+002 /* 2^K / pi / 4 */
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.double 6.1359231476671994e-003 /* pi / 4 / 2^K in 5 parts */
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.double 3.8753655503837720e-012
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.double -4.7566608519053990e-021
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.double 1.1343187409110769e-030
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.double -1.0753892652515905e-039
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.double 1.5707963267948966e+000 /* pi / 2 high and low */
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.double 6.1232339957367660e-017
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.double 3.1415926535897931e+000 /* pi high and low */
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.double 1.2246467991473532e-016
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.double 4.7123889803846897e+000 /* 3 * pi / 2 high and low */
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.double 1.8369701987210297e-016
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.double 6.2831853071795862e+000 /* 2 * pi high and low */
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.double 2.4492935982947064e-016
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.double 1.6297466172610083e+002 /* 2^K / pi / 4 */
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/* p_coefs_t */
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.double 1.6666666666665642e-001
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.double -8.3333304811689379e-003
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/* q_coefs_t */
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.double 4.9999999999992822e-001
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.double -4.1666646701511267e-002
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/* s_coefs_t */
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.double 1.6666666666666480e-001
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.double -8.3333333328297430e-003
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.double 1.9841265065944337e-004
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.double -2.7538833799313716e-006
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/* c_coefs_t */
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.double 5.0000000000000000e-001
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.double -4.1666666666666012e-002
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.double 1.3888888887947587e-003
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.double -2.4801581156849588e-005
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.double 2.7538826818007804e-007
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/* Table of a, sin(a) and cos(a) */
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.double 1.6873788666743875e-001 /* a */
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.double 1.6793829497474913e-001 /* sin(a) */
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.double 9.8579750916756437e-001 /* cos(a) */
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.double 1.7487380981893508e-001
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.double 1.7398387338743623e-001
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.double 9.8474850180190909e-001
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.double 1.8100973297048850e-001
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.double 1.8002290140568264e-001
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.double 9.8366241921173336e-001
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.double 1.8714565612219033e-001
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.double 1.8605515166358627e-001
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.double 9.8253930228741482e-001
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.double 1.9328157927362843e-001
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.double 1.9208039704992938e-001
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.double 9.8137919331374734e-001
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.double 1.9941750242513653e-001
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.double 1.9809841071795670e-001
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.double 9.8018213596811676e-001
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.double 2.0555342557666775e-001
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.double 2.0410896609280887e-001
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.double 9.7894817531906386e-001
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.double 2.1168934872823247e-001
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.double 2.1011183688048329e-001
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.double 9.7767735782450704e-001
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.double 2.1782527187976777e-001
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.double 2.1610679707622607e-001
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.double 9.7636973133001970e-001
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.double 2.2396119503130274e-001
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.double 2.2209362097320268e-001
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.double 9.7502534506699434e-001
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.double 2.3009711818289025e-001
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.double 2.2807208317092864e-001
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.double 9.7364424965080187e-001
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.double 2.3623304133440029e-001
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.double 2.3404195858355464e-001
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.double 9.7222649707893360e-001
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.double 2.4236896448593759e-001
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.double 2.4000302244874758e-001
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.double 9.7077214072894880e-001
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.double 2.4850488763740328e-001
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.double 2.4595505033572618e-001
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.double 9.6928123535656585e-001
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.double 2.5464081078901979e-001
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.double 2.5189781815422019e-001
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.double 9.6775383709347462e-001
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.double 2.6077673394054457e-001
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.double 2.5783110216214505e-001
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.double 9.6619000344541628e-001
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.double 2.6691265709209555e-001
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.double 2.6375467897482557e-001
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.double 9.6458979328981431e-001
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.double 2.7304858024368822e-001
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.double 2.6966832557295756e-001
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.double 9.6295326687367200e-001
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.double 2.7918450339517825e-001
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.double 2.7557181931095004e-001
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.double 9.6128048581132297e-001
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.double 2.8532042654675416e-001
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.double 2.8146493792578187e-001
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.double 9.5957151308197752e-001
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.double 2.9145634969861178e-001
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.double 2.8734745954505514e-001
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.double 9.5782641302743521e-001
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.double 2.9759227284983081e-001
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.double 2.9321916269427434e-001
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.double 9.5604525134999163e-001
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.double 3.0372819600136575e-001
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.double 2.9907982630804886e-001
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.double 9.5422809510910300e-001
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.double 3.0986411915294315e-001
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.double 3.0492922973544395e-001
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.double 9.5237501271975256e-001
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.double 3.1600004230440715e-001
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.double 3.1076715274957828e-001
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.double 9.5048607394949258e-001
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.double 3.2213596545600998e-001
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.double 3.1659337555618988e-001
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.double 9.4856134991572227e-001
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.double 3.2827188860755074e-001
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.double 3.2240767880109211e-001
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.double 9.4660091308327599e-001
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.double 3.3440781175905460e-001
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.double 3.2820984357907818e-001
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.double 9.4460483726148525e-001
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.double 3.4054373491063300e-001
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.double 3.3399965144202887e-001
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.double 9.4257319760143998e-001
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.double 3.4667965806221807e-001
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.double 3.3977688440688625e-001
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.double 9.4050607059324687e-001
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.double 3.5281558121368639e-001
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.double 3.4554132496397866e-001
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.double 9.3840353406311194e-001
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.double 3.5895150436583700e-001
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.double 3.5129275608612603e-001
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.double 9.3626566717006854e-001
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.double 3.6508742751687479e-001
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.double 3.5703096123351613e-001
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.double 9.3409255040422601e-001
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.double 3.7122335066826967e-001
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.double 3.6275572436734549e-001
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.double 9.3188426558168824e-001
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.double 3.7735927381996309e-001
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.double 3.6846682995346097e-001
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.double 9.2964089584314613e-001
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.double 3.8349519697141676e-001
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.double 3.7416406297146398e-001
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.double 9.2736252565039867e-001
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.double 3.8963112012302625e-001
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.double 9.2504924078264972e-001
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.double 9.2270112833333184e-001
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.double 4.0190296642611428e-001
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.double 3.9117038430232409e-001
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.double 9.2031827670908073e-001
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.double 3.9680998741665580e-001
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.double 4.1417481272918655e-001
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.double 4.0243465085947649e-001
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.double 9.1544871608824230e-001
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.double 4.2031073588067647e-001
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.double 4.0804416286498851e-001
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.double 4.3258258218370754e-001
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.double 4.1921688836318466e-001
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.double 9.0788611648768436e-001
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.double 4.3871850533523266e-001
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.double 4.2477968120905385e-001
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.double 9.0529675931814457e-001
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.double 4.4485442848684958e-001
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.double 9.0267331823725294e-001
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.double 4.3585707992225470e-001
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.double 9.0001589201616061e-001
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.double 4.4686884016283734e-001
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.double 4.5234958723374374e-001
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.double 7.0927282643888179e-001
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/* e_coefs_t */
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.double -3.3333333333333498e-001
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.double -1.3333333333262590e-001
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.double -5.3968254084035876e-002
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.double -3.5824012035897486e-003
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.double -1.5766189968704179e-003
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/* f_coefs_t */
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.double 3.3333333333333331e-001
|
|
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/* g_coefs_t */
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.double -3.3333333329030146e-001
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/* Table of a, tan(a), cot(a) and -cot(a)/tan(a) */
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|
.double 2.0009416081021052e+000
|
|
.double 7.7619427867019419e-001
|
|
.double 9.8175959804234592e-001
|
|
.double 1.0185792957807858e+000
|
|
.double 2.0003388938231317e+000
|
|
.double 7.8233020182167123e-001
|
|
.double 9.9388282491414059e-001
|
|
.double 1.0061548252294106e+000
|
|
.double 2.0000376501435513e+000
|
|
|
|
//
|
|
// End of table.
|
|
//
|