source: vendor/binutils/current/opcodes/ia64-opc-x.c

Last change on this file was 609, checked in by bird, 22 years ago

binutils v2.14 - offical sources.
  • Property cvs2svn:cvs-rev set to 1.1.1.2
  • Property svn:eol-style set to native
  • Property svn:executable set to *
File size: 6.6 KB
Line 
1/* ia64-opc-x.c -- IA-64 `X' opcode table.
2 Copyright 1998, 1999, 2000, 2002 Free Software Foundation, Inc.
3 Contributed by Timothy Wall <twall@cygnus.com>
4
5 This file is part of GDB, GAS, and the GNU binutils.
6
7 GDB, GAS, and the GNU binutils are free software; you can redistribute
8 them and/or modify them under the terms of the GNU General Public
9 License as published by the Free Software Foundation; either version
10 2, or (at your option) any later version.
11
12 GDB, GAS, and the GNU binutils are distributed in the hope that they
13 will be useful, but WITHOUT ANY WARRANTY; without even the implied
14 warranty of MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See
15 the GNU General Public License for more details.
16
17 You should have received a copy of the GNU General Public License
18 along with this file; see the file COPYING. If not, write to the
19 Free Software Foundation, 59 Temple Place - Suite 330, Boston, MA
20 02111-1307, USA. */
21
22#include "ia64-opc.h"
23
24/* Identify the specific X-unit type. */
25#define X0 IA64_TYPE_X, 0
26#define X IA64_TYPE_X, 1
27
28/* Instruction bit fields: */
29#define bBtype(x) (((ia64_insn) ((x) & 0x7)) << 6)
30#define bD(x) (((ia64_insn) ((x) & 0x1)) << 35)
31#define bPa(x) (((ia64_insn) ((x) & 0x1)) << 12)
32#define bPr(x) (((ia64_insn) ((x) & 0x3f)) << 0)
33#define bVc(x) (((ia64_insn) ((x) & 0x1)) << 20)
34#define bWha(x) (((ia64_insn) ((x) & 0x3)) << 33)
35#define bX3(x) (((ia64_insn) ((x) & 0x7)) << 33)
36#define bX6(x) (((ia64_insn) ((x) & 0x3f)) << 27)
37#define bY(x) (((ia64_insn) ((x) & 0x1)) << 26)
38
39#define mBtype bBtype (-1)
40#define mD bD (-1)
41#define mPa bPa (-1)
42#define mPr bPr (-1)
43#define mVc bVc (-1)
44#define mWha bWha (-1)
45#define mX3 bX3 (-1)
46#define mX6 bX6 (-1)
47#define mY bY (-1)
48
49#define OpX3X6(a,b,c) (bOp (a) | bX3 (b) | bX6(c)), \
50 (mOp | mX3 | mX6)
51#define OpX3X6Y(a,b,c,d) (bOp (a) | bX3 (b) | bX6(c) | bY(d)), \
52 (mOp | mX3 | mX6 | mY)
53#define OpVc(a,b) (bOp (a) | bVc (b)), (mOp | mVc)
54#define OpPaWhaD(a,b,c,d) \
55 (bOp (a) | bPa (b) | bWha (c) | bD (d)), (mOp | mPa | mWha | mD)
56#define OpBtypePaWhaD(a,b,c,d,e) \
57 (bOp (a) | bBtype (b) | bPa (c) | bWha (d) | bD (e)), \
58 (mOp | mBtype | mPa | mWha | mD)
59#define OpBtypePaWhaDPr(a,b,c,d,e,f) \
60 (bOp (a) | bBtype (b) | bPa (c) | bWha (d) | bD (e) | bPr (f)), \
61 (mOp | mBtype | mPa | mWha | mD | mPr)
62
63struct ia64_opcode ia64_opcodes_x[] =
64 {
65 {"break.x", X0, OpX3X6 (0, 0, 0x00), {IMMU62}, 0, 0, NULL},
66 {"nop.x", X0, OpX3X6Y (0, 0, 0x01, 0), {IMMU62}, 0, 0, NULL},
67 {"hint.x", X0, OpX3X6Y (0, 0, 0x01, 1), {IMMU62}, 0, 0, NULL},
68 {"movl", X, OpVc (6, 0), {R1, IMMU64}, 0, 0, NULL},
69#define BRL(a,b) \
70 X0, OpBtypePaWhaDPr (0xC, 0, a, 0, b, 0), {TGT64}, PSEUDO, 0, NULL
71 {"brl.few", BRL (0, 0)},
72 {"brl", BRL (0, 0)},
73 {"brl.few.clr", BRL (0, 1)},
74 {"brl.clr", BRL (0, 1)},
75 {"brl.many", BRL (1, 0)},
76 {"brl.many.clr", BRL (1, 1)},
77#undef BRL
78#define BRL(a,b,c) \
79 X0, OpBtypePaWhaD (0xC, 0, a, b, c), {TGT64}, 0, 0, NULL
80#define BRLP(a,b,c) \
81 X0, OpBtypePaWhaD (0xC, 0, a, b, c), {TGT64}, PSEUDO, 0, NULL
82 {"brl.cond.sptk.few", BRL (0, 0, 0)},
83 {"brl.cond.sptk", BRLP (0, 0, 0)},
84 {"brl.cond.sptk.few.clr", BRL (0, 0, 1)},
85 {"brl.cond.sptk.clr", BRLP (0, 0, 1)},
86 {"brl.cond.spnt.few", BRL (0, 1, 0)},
87 {"brl.cond.spnt", BRLP (0, 1, 0)},
88 {"brl.cond.spnt.few.clr", BRL (0, 1, 1)},
89 {"brl.cond.spnt.clr", BRLP (0, 1, 1)},
90 {"brl.cond.dptk.few", BRL (0, 2, 0)},
91 {"brl.cond.dptk", BRLP (0, 2, 0)},
92 {"brl.cond.dptk.few.clr", BRL (0, 2, 1)},
93 {"brl.cond.dptk.clr", BRLP (0, 2, 1)},
94 {"brl.cond.dpnt.few", BRL (0, 3, 0)},
95 {"brl.cond.dpnt", BRLP (0, 3, 0)},
96 {"brl.cond.dpnt.few.clr", BRL (0, 3, 1)},
97 {"brl.cond.dpnt.clr", BRLP (0, 3, 1)},
98 {"brl.cond.sptk.many", BRL (1, 0, 0)},
99 {"brl.cond.sptk.many.clr", BRL (1, 0, 1)},
100 {"brl.cond.spnt.many", BRL (1, 1, 0)},
101 {"brl.cond.spnt.many.clr", BRL (1, 1, 1)},
102 {"brl.cond.dptk.many", BRL (1, 2, 0)},
103 {"brl.cond.dptk.many.clr", BRL (1, 2, 1)},
104 {"brl.cond.dpnt.many", BRL (1, 3, 0)},
105 {"brl.cond.dpnt.many.clr", BRL (1, 3, 1)},
106 {"brl.sptk.few", BRL (0, 0, 0)},
107 {"brl.sptk", BRLP (0, 0, 0)},
108 {"brl.sptk.few.clr", BRL (0, 0, 1)},
109 {"brl.sptk.clr", BRLP (0, 0, 1)},
110 {"brl.spnt.few", BRL (0, 1, 0)},
111 {"brl.spnt", BRLP (0, 1, 0)},
112 {"brl.spnt.few.clr", BRL (0, 1, 1)},
113 {"brl.spnt.clr", BRLP (0, 1, 1)},
114 {"brl.dptk.few", BRL (0, 2, 0)},
115 {"brl.dptk", BRLP (0, 2, 0)},
116 {"brl.dptk.few.clr", BRL (0, 2, 1)},
117 {"brl.dptk.clr", BRLP (0, 2, 1)},
118 {"brl.dpnt.few", BRL (0, 3, 0)},
119 {"brl.dpnt", BRLP (0, 3, 0)},
120 {"brl.dpnt.few.clr", BRL (0, 3, 1)},
121 {"brl.dpnt.clr", BRLP (0, 3, 1)},
122 {"brl.sptk.many", BRL (1, 0, 0)},
123 {"brl.sptk.many.clr", BRL (1, 0, 1)},
124 {"brl.spnt.many", BRL (1, 1, 0)},
125 {"brl.spnt.many.clr", BRL (1, 1, 1)},
126 {"brl.dptk.many", BRL (1, 2, 0)},
127 {"brl.dptk.many.clr", BRL (1, 2, 1)},
128 {"brl.dpnt.many", BRL (1, 3, 0)},
129 {"brl.dpnt.many.clr", BRL (1, 3, 1)},
130#undef BRL
131#undef BRLP
132#define BRL(a,b,c) X, OpPaWhaD (0xD, a, b, c), {B1, TGT64}, 0, 0, NULL
133#define BRLP(a,b,c) X, OpPaWhaD (0xD, a, b, c), {B1, TGT64}, PSEUDO, 0, NULL
134 {"brl.call.sptk.few", BRL (0, 0, 0)},
135 {"brl.call.sptk", BRLP (0, 0, 0)},
136 {"brl.call.sptk.few.clr", BRL (0, 0, 1)},
137 {"brl.call.sptk.clr", BRLP (0, 0, 1)},
138 {"brl.call.spnt.few", BRL (0, 1, 0)},
139 {"brl.call.spnt", BRLP (0, 1, 0)},
140 {"brl.call.spnt.few.clr", BRL (0, 1, 1)},
141 {"brl.call.spnt.clr", BRLP (0, 1, 1)},
142 {"brl.call.dptk.few", BRL (0, 2, 0)},
143 {"brl.call.dptk", BRLP (0, 2, 0)},
144 {"brl.call.dptk.few.clr", BRL (0, 2, 1)},
145 {"brl.call.dptk.clr", BRLP (0, 2, 1)},
146 {"brl.call.dpnt.few", BRL (0, 3, 0)},
147 {"brl.call.dpnt", BRLP (0, 3, 0)},
148 {"brl.call.dpnt.few.clr", BRL (0, 3, 1)},
149 {"brl.call.dpnt.clr", BRLP (0, 3, 1)},
150 {"brl.call.sptk.many", BRL (1, 0, 0)},
151 {"brl.call.sptk.many.clr", BRL (1, 0, 1)},
152 {"brl.call.spnt.many", BRL (1, 1, 0)},
153 {"brl.call.spnt.many.clr", BRL (1, 1, 1)},
154 {"brl.call.dptk.many", BRL (1, 2, 0)},
155 {"brl.call.dptk.many.clr", BRL (1, 2, 1)},
156 {"brl.call.dpnt.many", BRL (1, 3, 0)},
157 {"brl.call.dpnt.many.clr", BRL (1, 3, 1)},
158#undef BRL
159#undef BRLP
160 {NULL, 0, 0, 0, 0, {0}, 0, 0, NULL}
161 };
162
163#undef X0
164#undef X
165
166#undef bBtype
167#undef bD
168#undef bPa
169#undef bPr
170#undef bVc
171#undef bWha
172#undef bX3
173#undef bX6
174
175#undef mBtype
176#undef mD
177#undef mPa
178#undef mPr
179#undef mVc
180#undef mWha
181#undef mX3
182#undef mX6
183
184#undef OpX3X6
185#undef OpVc
186#undef OpPaWhaD
187#undef OpBtypePaWhaD
188#undef OpBtypePaWhaDPr
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