1// -*- mode:c++ -*-
2
3// Copyright (c) 2006 The Regents of The University of Michigan
4// All rights reserved.
5//
6// Redistribution and use in source and binary forms, with or without
7// modification, are permitted provided that the following conditions are
8// met: redistributions of source code must retain the above copyright
9// notice, this list of conditions and the following disclaimer;
10// redistributions in binary form must reproduce the above copyright
11// notice, this list of conditions and the following disclaimer in the
12// documentation and/or other materials provided with the distribution;
13// neither the name of the copyright holders nor the names of its
14// contributors may be used to endorse or promote products derived from
15// this software without specific prior written permission.
16//
17// THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS AND CONTRIBUTORS
18// "AS IS" AND ANY EXPRESS OR IMPLIED WARRANTIES, INCLUDING, BUT NOT
19// LIMITED TO, THE IMPLIED WARRANTIES OF MERCHANTABILITY AND FITNESS FOR
20// A PARTICULAR PURPOSE ARE DISCLAIMED. IN NO EVENT SHALL THE COPYRIGHT
21// OWNER OR CONTRIBUTORS BE LIABLE FOR ANY DIRECT, INDIRECT, INCIDENTAL,
22// SPECIAL, EXEMPLARY, OR CONSEQUENTIAL DAMAGES (INCLUDING, BUT NOT
23// LIMITED TO, PROCUREMENT OF SUBSTITUTE GOODS OR SERVICES; LOSS OF USE,
24// DATA, OR PROFITS; OR BUSINESS INTERRUPTION) HOWEVER CAUSED AND ON ANY
25// THEORY OF LIABILITY, WHETHER IN CONTRACT, STRICT LIABILITY, OR TORT
26// (INCLUDING NEGLIGENCE OR OTHERWISE) ARISING IN ANY WAY OUT OF THE USE
27// OF THIS SOFTWARE, EVEN IF ADVISED OF THE POSSIBILITY OF SUCH DAMAGE.
28//
29// Authors: Korey Sewell
30
31////////////////////////////////////////////////////////////////////
32//
33// The actual MIPS32 ISA decoder
34// -----------------------------
35// The following instructions are specified in the MIPS32 ISA
36// Specification. Decoding closely follows the style specified
37// in the MIPS32 ISA specification document starting with Table
38// A-2 (document available @ www.mips.com)
39//
40decode OPCODE_HI default Unknown::unknown() {
41 //Table A-2
42 0x0: decode OPCODE_LO {
43 0x0: decode FUNCTION_HI {
44 0x0: decode FUNCTION_LO {
45 0x1: decode MOVCI {
46 format BasicOp {
47 0: movf({{ Rd = (getCondCode(FCSR, CC) == 0) ? Rd : Rs; }});
48 1: movt({{ Rd = (getCondCode(FCSR, CC) == 1) ? Rd : Rs; }});
49 }
50 }
51
52 format BasicOp {
53 //Table A-3 Note: "Specific encodings of the rd, rs, and
54 //rt fields are used to distinguish SLL, SSNOP, and EHB
55 //functions
56 0x0: decode RS {
57 0x0: decode RT_RD {
58 0x0: decode SA default Nop::nop(){
59 0x1: WarnUnimpl::ssnop();
60 0x3: WarnUnimpl::ehb();
61 }
62 default: sll({{ Rd = Rt.uw << SA; }});
63 }
64 }
65
66 0x2: decode RS_SRL {
67 0x0:decode SRL {
68 0: srl({{ Rd = Rt.uw >> SA; }});
69
70 //Hardcoded assuming 32-bit ISA, probably need parameter here
71 1: rotr({{ Rd = (Rt.uw << (32 - SA)) | (Rt.uw >> SA);}});
72 }
73 }
74
75 0x3: decode RS {
76 0x0: sra({{
77 uint32_t temp = Rt >> SA;
78 if ( (Rt & 0x80000000) > 0 ) {
79 uint32_t mask = 0x80000000;
80 for(int i=0; i < SA; i++) {
81 temp |= mask;
82 mask = mask >> 1;
83 }
84 }
85 Rd = temp;
86 }});
87 }
88
89 0x4: sllv({{ Rd = Rt.uw << Rs<4:0>; }});
90
91 0x6: decode SRLV {
92 0: srlv({{ Rd = Rt.uw >> Rs<4:0>; }});
93
94 //Hardcoded assuming 32-bit ISA, probably need parameter here
95 1: rotrv({{ Rd = (Rt.uw << (32 - Rs<4:0>)) | (Rt.uw >> Rs<4:0>);}});
96 }
97
98 0x7: srav({{
99 int shift_amt = Rs<4:0>;
100
101 uint32_t temp = Rt >> shift_amt;
102
103 if ( (Rt & 0x80000000) > 0 ) {
104 uint32_t mask = 0x80000000;
105 for(int i=0; i < shift_amt; i++) {
106 temp |= mask;
107 mask = mask >> 1;
108 }
109 }
110
111 Rd = temp;
112 }});
113 }
114 }
115
116 0x1: decode FUNCTION_LO {
117 //Table A-3 Note: "Specific encodings of the hint field are
118 //used to distinguish JR from JR.HB and JALR from JALR.HB"
119 format Jump {
120 0x0: decode HINT {
121 0x1: jr_hb({{ NNPC = Rs & ~1; }}, IsReturn, ClearHazards);
122 default: jr({{ NNPC = Rs & ~1; }}, IsReturn);
123 }
124
125 0x1: decode HINT {
126 0x1: jalr_hb({{ Rd = NNPC; NNPC = Rs; }}, IsCall, Link
127 , ClearHazards);
128 default: jalr({{ Rd = NNPC; NNPC = Rs; }}, IsCall,
129 Link);
130 }
131 }
132
133 format BasicOp {
134 0x2: movz({{ Rd = (Rt == 0) ? Rs : Rd; }});
135 0x3: movn({{ Rd = (Rt != 0) ? Rs : Rd; }});
136 0x4: syscall({{ xc->syscall(R2); }},
137 IsSerializeAfter, IsNonSpeculative);
138 0x7: sync({{ ; }}, IsMemBarrier);
139 }
140
141 format FailUnimpl {
142 0x5: break();
143 }
144 }
145
146 0x2: decode FUNCTION_LO {
147 format HiLoMiscOp {
148 0x0: mfhi({{ Rd = HI; }});
149 0x1: mthi({{ HI = Rs; }});
150 0x2: mflo({{ Rd = LO; }});
151 0x3: mtlo({{ LO = Rs; }});
152 }
153 }
154
155 0x3: decode FUNCTION_LO {
156 format HiLoOp {
| 1// -*- mode:c++ -*-
2
3// Copyright (c) 2006 The Regents of The University of Michigan
4// All rights reserved.
5//
6// Redistribution and use in source and binary forms, with or without
7// modification, are permitted provided that the following conditions are
8// met: redistributions of source code must retain the above copyright
9// notice, this list of conditions and the following disclaimer;
10// redistributions in binary form must reproduce the above copyright
11// notice, this list of conditions and the following disclaimer in the
12// documentation and/or other materials provided with the distribution;
13// neither the name of the copyright holders nor the names of its
14// contributors may be used to endorse or promote products derived from
15// this software without specific prior written permission.
16//
17// THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS AND CONTRIBUTORS
18// "AS IS" AND ANY EXPRESS OR IMPLIED WARRANTIES, INCLUDING, BUT NOT
19// LIMITED TO, THE IMPLIED WARRANTIES OF MERCHANTABILITY AND FITNESS FOR
20// A PARTICULAR PURPOSE ARE DISCLAIMED. IN NO EVENT SHALL THE COPYRIGHT
21// OWNER OR CONTRIBUTORS BE LIABLE FOR ANY DIRECT, INDIRECT, INCIDENTAL,
22// SPECIAL, EXEMPLARY, OR CONSEQUENTIAL DAMAGES (INCLUDING, BUT NOT
23// LIMITED TO, PROCUREMENT OF SUBSTITUTE GOODS OR SERVICES; LOSS OF USE,
24// DATA, OR PROFITS; OR BUSINESS INTERRUPTION) HOWEVER CAUSED AND ON ANY
25// THEORY OF LIABILITY, WHETHER IN CONTRACT, STRICT LIABILITY, OR TORT
26// (INCLUDING NEGLIGENCE OR OTHERWISE) ARISING IN ANY WAY OUT OF THE USE
27// OF THIS SOFTWARE, EVEN IF ADVISED OF THE POSSIBILITY OF SUCH DAMAGE.
28//
29// Authors: Korey Sewell
30
31////////////////////////////////////////////////////////////////////
32//
33// The actual MIPS32 ISA decoder
34// -----------------------------
35// The following instructions are specified in the MIPS32 ISA
36// Specification. Decoding closely follows the style specified
37// in the MIPS32 ISA specification document starting with Table
38// A-2 (document available @ www.mips.com)
39//
40decode OPCODE_HI default Unknown::unknown() {
41 //Table A-2
42 0x0: decode OPCODE_LO {
43 0x0: decode FUNCTION_HI {
44 0x0: decode FUNCTION_LO {
45 0x1: decode MOVCI {
46 format BasicOp {
47 0: movf({{ Rd = (getCondCode(FCSR, CC) == 0) ? Rd : Rs; }});
48 1: movt({{ Rd = (getCondCode(FCSR, CC) == 1) ? Rd : Rs; }});
49 }
50 }
51
52 format BasicOp {
53 //Table A-3 Note: "Specific encodings of the rd, rs, and
54 //rt fields are used to distinguish SLL, SSNOP, and EHB
55 //functions
56 0x0: decode RS {
57 0x0: decode RT_RD {
58 0x0: decode SA default Nop::nop(){
59 0x1: WarnUnimpl::ssnop();
60 0x3: WarnUnimpl::ehb();
61 }
62 default: sll({{ Rd = Rt.uw << SA; }});
63 }
64 }
65
66 0x2: decode RS_SRL {
67 0x0:decode SRL {
68 0: srl({{ Rd = Rt.uw >> SA; }});
69
70 //Hardcoded assuming 32-bit ISA, probably need parameter here
71 1: rotr({{ Rd = (Rt.uw << (32 - SA)) | (Rt.uw >> SA);}});
72 }
73 }
74
75 0x3: decode RS {
76 0x0: sra({{
77 uint32_t temp = Rt >> SA;
78 if ( (Rt & 0x80000000) > 0 ) {
79 uint32_t mask = 0x80000000;
80 for(int i=0; i < SA; i++) {
81 temp |= mask;
82 mask = mask >> 1;
83 }
84 }
85 Rd = temp;
86 }});
87 }
88
89 0x4: sllv({{ Rd = Rt.uw << Rs<4:0>; }});
90
91 0x6: decode SRLV {
92 0: srlv({{ Rd = Rt.uw >> Rs<4:0>; }});
93
94 //Hardcoded assuming 32-bit ISA, probably need parameter here
95 1: rotrv({{ Rd = (Rt.uw << (32 - Rs<4:0>)) | (Rt.uw >> Rs<4:0>);}});
96 }
97
98 0x7: srav({{
99 int shift_amt = Rs<4:0>;
100
101 uint32_t temp = Rt >> shift_amt;
102
103 if ( (Rt & 0x80000000) > 0 ) {
104 uint32_t mask = 0x80000000;
105 for(int i=0; i < shift_amt; i++) {
106 temp |= mask;
107 mask = mask >> 1;
108 }
109 }
110
111 Rd = temp;
112 }});
113 }
114 }
115
116 0x1: decode FUNCTION_LO {
117 //Table A-3 Note: "Specific encodings of the hint field are
118 //used to distinguish JR from JR.HB and JALR from JALR.HB"
119 format Jump {
120 0x0: decode HINT {
121 0x1: jr_hb({{ NNPC = Rs & ~1; }}, IsReturn, ClearHazards);
122 default: jr({{ NNPC = Rs & ~1; }}, IsReturn);
123 }
124
125 0x1: decode HINT {
126 0x1: jalr_hb({{ Rd = NNPC; NNPC = Rs; }}, IsCall, Link
127 , ClearHazards);
128 default: jalr({{ Rd = NNPC; NNPC = Rs; }}, IsCall,
129 Link);
130 }
131 }
132
133 format BasicOp {
134 0x2: movz({{ Rd = (Rt == 0) ? Rs : Rd; }});
135 0x3: movn({{ Rd = (Rt != 0) ? Rs : Rd; }});
136 0x4: syscall({{ xc->syscall(R2); }},
137 IsSerializeAfter, IsNonSpeculative);
138 0x7: sync({{ ; }}, IsMemBarrier);
139 }
140
141 format FailUnimpl {
142 0x5: break();
143 }
144 }
145
146 0x2: decode FUNCTION_LO {
147 format HiLoMiscOp {
148 0x0: mfhi({{ Rd = HI; }});
149 0x1: mthi({{ HI = Rs; }});
150 0x2: mflo({{ Rd = LO; }});
151 0x3: mtlo({{ LO = Rs; }});
152 }
153 }
154
155 0x3: decode FUNCTION_LO {
156 format HiLoOp {
|
170 }
171 }});
172 }
173 }
174
175 0x4: decode HINT {
176 0x0: decode FUNCTION_LO {
177 format IntOp {
178 0x0: add({{ Rd.sw = Rs.sw + Rt.sw; /*Trap on Overflow*/}});
179 0x1: addu({{ Rd.sw = Rs.sw + Rt.sw;}});
180 0x2: sub({{ Rd.sw = Rs.sw - Rt.sw; /*Trap on Overflow*/}});
181 0x3: subu({{ Rd.sw = Rs.sw - Rt.sw;}});
182 0x4: and({{ Rd = Rs & Rt;}});
183 0x5: or({{ Rd = Rs | Rt;}});
184 0x6: xor({{ Rd = Rs ^ Rt;}});
185 0x7: nor({{ Rd = ~(Rs | Rt);}});
186 }
187 }
188 }
189
190 0x5: decode HINT {
191 0x0: decode FUNCTION_LO {
192 format IntOp{
193 0x2: slt({{ Rd.sw = ( Rs.sw < Rt.sw ) ? 1 : 0}});
194 0x3: sltu({{ Rd.uw = ( Rs.uw < Rt.uw ) ? 1 : 0}});
195 }
196 }
197 }
198
199 0x6: decode FUNCTION_LO {
200 format Trap {
201 0x0: tge({{ cond = (Rs.sw >= Rt.sw); }});
202 0x1: tgeu({{ cond = (Rs.uw >= Rt.uw); }});
203 0x2: tlt({{ cond = (Rs.sw < Rt.sw); }});
204 0x3: tltu({{ cond = (Rs.uw >= Rt.uw); }});
205 0x4: teq({{ cond = (Rs.sw == Rt.sw); }});
206 0x6: tne({{ cond = (Rs.sw != Rt.sw); }});
207 }
208 }
209 }
210
211 0x1: decode REGIMM_HI {
212 0x0: decode REGIMM_LO {
213 format Branch {
214 0x0: bltz({{ cond = (Rs.sw < 0); }});
215 0x1: bgez({{ cond = (Rs.sw >= 0); }});
216 0x2: bltzl({{ cond = (Rs.sw < 0); }}, Likely);
217 0x3: bgezl({{ cond = (Rs.sw >= 0); }}, Likely);
218 }
219 }
220
221 0x1: decode REGIMM_LO {
222 format Trap {
223 0x0: tgei( {{ cond = (Rs.sw >= INTIMM); }});
224 0x1: tgeiu({{ cond = (Rs.uw >= INTIMM); }});
225 0x2: tlti( {{ cond = (Rs.sw < INTIMM); }});
226 0x3: tltiu({{ cond = (Rs.uw < INTIMM); }});
227 0x4: teqi( {{ cond = (Rs.sw == INTIMM);}});
228 0x6: tnei( {{ cond = (Rs.sw != INTIMM);}});
229 }
230 }
231
232 0x2: decode REGIMM_LO {
233 format Branch {
234 0x0: bltzal({{ cond = (Rs.sw < 0); }}, Link);
235 0x1: decode RS {
236 0x0: bal ({{ cond = 1; }}, IsCall, Link);
237 default: bgezal({{ cond = (Rs.sw >= 0); }}, Link);
238 }
239 0x2: bltzall({{ cond = (Rs.sw < 0); }}, Link, Likely);
240 0x3: bgezall({{ cond = (Rs.sw >= 0); }}, Link, Likely);
241 }
242 }
243
244 0x3: decode REGIMM_LO {
245 format WarnUnimpl {
246 0x7: synci();
247 }
248 }
249 }
250
251 format Jump {
252 0x2: j({{ NNPC = (NPC & 0xF0000000) | (JMPTARG << 2);}});
253 0x3: jal({{ NNPC = (NPC & 0xF0000000) | (JMPTARG << 2); }}, IsCall,
254 Link);
255 }
256
257 format Branch {
258 0x4: decode RS_RT {
259 0x0: b({{ cond = 1; }});
260 default: beq({{ cond = (Rs.sw == Rt.sw); }});
261 }
262 0x5: bne({{ cond = (Rs.sw != Rt.sw); }});
263 0x6: blez({{ cond = (Rs.sw <= 0); }});
264 0x7: bgtz({{ cond = (Rs.sw > 0); }});
265 }
266 }
267
268 0x1: decode OPCODE_LO {
269 format IntImmOp {
270 0x0: addi({{ Rt.sw = Rs.sw + imm; /*Trap If Overflow*/}});
271 0x1: addiu({{ Rt.sw = Rs.sw + imm;}});
272 0x2: slti({{ Rt.sw = ( Rs.sw < imm) ? 1 : 0 }});
273 0x3: sltiu({{ Rt.uw = ( Rs.uw < (uint32_t)sextImm ) ? 1 : 0 }});
274 0x4: andi({{ Rt.sw = Rs.sw & zextImm;}});
275 0x5: ori({{ Rt.sw = Rs.sw | zextImm;}});
276 0x6: xori({{ Rt.sw = Rs.sw ^ zextImm;}});
277
278 0x7: decode RS {
279 0x0: lui({{ Rt = imm << 16}});
280 }
281 }
282 }
283
284 0x2: decode OPCODE_LO {
285 //Table A-11 MIPS32 COP0 Encoding of rs Field
286 0x0: decode RS_MSB {
287 0x0: decode RS {
288 format CP0Control {
289 0x0: mfc0({{ Rt = xc->readMiscReg(RD << 5 | SEL); }});
290 0x4: mtc0({{ xc->setMiscReg(RD << 5 | SEL, Rt); }});
291 }
292
293 format MipsMT {
294 0x8: mftr();
295 0xC: mttr();
296 0xB: decode RD {
297 0x0: decode SC {
298 0x0: dvpe();
299 0x1: evpe();
300 }
301 0x1: decode SC {
302 0x0: dmt();
303 0x1: emt();
304 0xC: decode SC {
305 0x0: di();
306 0x1: ei();
307 }
308 }
309 }
310 }
311
312 format FailUnimpl {
313 0xA: rdpgpr();
314 0xE: wrpgpr();
315 }
316 }
317
318 //Table A-12 MIPS32 COP0 Encoding of Function Field When rs=CO
319 0x1: decode FUNCTION {
320 format FailUnimpl {
321 0x01: tlbr();
322 0x02: tlbwi();
323 0x06: tlbwr();
324 0x08: tlbp();
325
326 0x18: eret();
327 0x1F: deret();
328 0x20: wait();
329 }
330 }
331 }
332
333 //Table A-13 MIPS32 COP1 Encoding of rs Field
334 0x1: decode RS_MSB {
335
336 0x0: decode RS_HI {
337 0x0: decode RS_LO {
338 format CP1Control {
339 0x0: mfc1 ({{ Rt.uw = Fs.uw; }});
340
341 0x2: cfc1({{
342 switch (FS)
343 {
344 case 0:
345 Rt = FIR;
346 break;
347 case 25:
348 Rt = 0 | (FCSR & 0xFE000000) >> 24 | (FCSR & 0x00800000) >> 23;
349 break;
350 case 26:
351 Rt = 0 | (FCSR & 0x0003F07C);
352 break;
353 case 28:
354 Rt = 0 | (FCSR & 0x00000F80) | (FCSR & 0x01000000) >> 21 | (FCSR & 0x00000003);
355 break;
356 case 31:
357 Rt = FCSR;
358 break;
359 default:
360 panic("FP Control Value (%d) Not Valid");
361 }
362 }});
363
364 0x3: mfhc1({{ Rt.uw = Fs.ud<63:32>;}});
365
366 0x4: mtc1 ({{ Fs.uw = Rt.uw; }});
367
368 0x6: ctc1({{
369 switch (FS)
370 {
371 case 25:
372 FCSR = 0 | (Rt.uw<7:1> << 25) // move 31...25
373 | (FCSR & 0x01000000) // bit 24
374 | (FCSR & 0x004FFFFF);// bit 22...0
375 break;
376
377 case 26:
378 FCSR = 0 | (FCSR & 0xFFFC0000) // move 31...18
379 | Rt.uw<17:12> << 12 // bit 17...12
380 | (FCSR & 0x00000F80) << 7// bit 11...7
381 | Rt.uw<6:2> << 2 // bit 6...2
382 | (FCSR & 0x00000002); // bit 1...0
383 break;
384
385 case 28:
386 FCSR = 0 | (FCSR & 0xFE000000) // move 31...25
387 | Rt.uw<2:2> << 24 // bit 24
388 | (FCSR & 0x00FFF000) << 23// bit 23...12
389 | Rt.uw<11:7> << 7 // bit 24
390 | (FCSR & 0x000007E)
391 | Rt.uw<1:0>;// bit 22...0
392 break;
393
394 case 31:
395 FCSR = Rt.uw;
396 break;
397
398 default:
399 panic("FP Control Value (%d) Not Available. Ignoring Access to"
400 "Floating Control Status Register", FS);
401 }
402 }});
403
404 0x7: mthc1({{
405 uint64_t fs_hi = Rt.uw;
406 uint64_t fs_lo = Fs.ud & 0x0FFFFFFFF;
407 Fs.ud = (fs_hi << 32) | fs_lo;
408 }});
409
410 }
411 }
412
413 0x1: decode ND {
414 format Branch {
415 0x0: decode TF {
416 0x0: bc1f({{ cond = getCondCode(FCSR, BRANCH_CC) == 0;
417 }});
418 0x1: bc1t({{ cond = getCondCode(FCSR, BRANCH_CC) == 1;
419 }});
420 }
421 0x1: decode TF {
422 0x0: bc1fl({{ cond = getCondCode(FCSR, BRANCH_CC) == 0;
423 }}, Likely);
424 0x1: bc1tl({{ cond = getCondCode(FCSR, BRANCH_CC) == 1;
425 }}, Likely);
426 }
427 }
428 }
429 }
430
431 0x1: decode RS_HI {
432 0x2: decode RS_LO {
433 //Table A-14 MIPS32 COP1 Encoding of Function Field When rs=S
434 //(( single-precision floating point))
435 0x0: decode FUNCTION_HI {
436 0x0: decode FUNCTION_LO {
437 format FloatOp {
438 0x0: add_s({{ Fd.sf = Fs.sf + Ft.sf;}});
439 0x1: sub_s({{ Fd.sf = Fs.sf - Ft.sf;}});
440 0x2: mul_s({{ Fd.sf = Fs.sf * Ft.sf;}});
441 0x3: div_s({{ Fd.sf = Fs.sf / Ft.sf;}});
442 0x4: sqrt_s({{ Fd.sf = sqrt(Fs.sf);}});
443 0x5: abs_s({{ Fd.sf = fabs(Fs.sf);}});
444 0x7: neg_s({{ Fd.sf = -Fs.sf;}});
445 }
446
447 0x6: BasicOp::mov_s({{ Fd.sf = Fs.sf;}});
448 }
449
450 0x1: decode FUNCTION_LO {
451 format FloatConvertOp {
452 0x0: round_l_s({{ val = Fs.sf; }}, ToLong,
453 Round);
454 0x1: trunc_l_s({{ val = Fs.sf; }}, ToLong,
455 Trunc);
456 0x2: ceil_l_s({{ val = Fs.sf; }}, ToLong,
457 Ceil);
458 0x3: floor_l_s({{ val = Fs.sf; }}, ToLong,
459 Floor);
460 0x4: round_w_s({{ val = Fs.sf; }}, ToWord,
461 Round);
462 0x5: trunc_w_s({{ val = Fs.sf; }}, ToWord,
463 Trunc);
464 0x6: ceil_w_s({{ val = Fs.sf; }}, ToWord,
465 Ceil);
466 0x7: floor_w_s({{ val = Fs.sf; }}, ToWord,
467 Floor);
468 }
469 }
470
471 0x2: decode FUNCTION_LO {
472 0x1: decode MOVCF {
473 format BasicOp {
474 0x0: movf_s({{ Fd = (getCondCode(FCSR,CC) == 0) ? Fs : Fd; }});
475 0x1: movt_s({{ Fd = (getCondCode(FCSR,CC) == 1) ? Fs : Fd; }});
476 }
477 }
478
479 format BasicOp {
480 0x2: movz_s({{ Fd = (Rt == 0) ? Fs : Fd; }});
481 0x3: movn_s({{ Fd = (Rt != 0) ? Fs : Fd; }});
482 }
483
484 format FloatOp {
485 0x5: recip_s({{ Fd = 1 / Fs; }});
486 0x6: rsqrt_s({{ Fd = 1 / sqrt(Fs);}});
487 }
488 }
489
490 0x4: decode FUNCTION_LO {
491 format FloatConvertOp {
492 0x1: cvt_d_s({{ val = Fs.sf; }}, ToDouble);
493 0x4: cvt_w_s({{ val = Fs.sf; }}, ToWord);
494 0x5: cvt_l_s({{ val = Fs.sf; }}, ToLong);
495 }
496
497 0x6: FloatOp::cvt_ps_s({{
498 Fd.ud = (uint64_t) Fs.uw << 32 |
499 (uint64_t) Ft.uw;
500 }});
501 }
502
503 0x6: decode FUNCTION_LO {
504 format FloatCompareOp {
505 0x0: c_f_s({{ cond = 0; }}, SinglePrecision,
506 UnorderedFalse);
507 0x1: c_un_s({{ cond = 0; }}, SinglePrecision,
508 UnorderedTrue);
509 0x2: c_eq_s({{ cond = (Fs.sf == Ft.sf); }},
510 UnorderedFalse);
511 0x3: c_ueq_s({{ cond = (Fs.sf == Ft.sf); }},
512 UnorderedTrue);
513 0x4: c_olt_s({{ cond = (Fs.sf < Ft.sf); }},
514 UnorderedFalse);
515 0x5: c_ult_s({{ cond = (Fs.sf < Ft.sf); }},
516 UnorderedTrue);
517 0x6: c_ole_s({{ cond = (Fs.sf <= Ft.sf); }},
518 UnorderedFalse);
519 0x7: c_ule_s({{ cond = (Fs.sf <= Ft.sf); }},
520 UnorderedTrue);
521 }
522 }
523
524 0x7: decode FUNCTION_LO {
525 format FloatCompareOp {
526 0x0: c_sf_s({{ cond = 0; }}, SinglePrecision,
527 UnorderedFalse, QnanException);
528 0x1: c_ngle_s({{ cond = 0; }}, SinglePrecision,
529 UnorderedTrue, QnanException);
530 0x2: c_seq_s({{ cond = (Fs.sf == Ft.sf);}},
531 UnorderedFalse, QnanException);
532 0x3: c_ngl_s({{ cond = (Fs.sf == Ft.sf); }},
533 UnorderedTrue, QnanException);
534 0x4: c_lt_s({{ cond = (Fs.sf < Ft.sf); }},
535 UnorderedFalse, QnanException);
536 0x5: c_nge_s({{ cond = (Fs.sf < Ft.sf); }},
537 UnorderedTrue, QnanException);
538 0x6: c_le_s({{ cond = (Fs.sf <= Ft.sf); }},
539 UnorderedFalse, QnanException);
540 0x7: c_ngt_s({{ cond = (Fs.sf <= Ft.sf); }},
541 UnorderedTrue, QnanException);
542 }
543 }
544 }
545
546 //Table A-15 MIPS32 COP1 Encoding of Function Field When rs=D
547 0x1: decode FUNCTION_HI {
548 0x0: decode FUNCTION_LO {
549 format FloatOp {
550 0x0: add_d({{ Fd.df = Fs.df + Ft.df; }});
551 0x1: sub_d({{ Fd.df = Fs.df - Ft.df; }});
552 0x2: mul_d({{ Fd.df = Fs.df * Ft.df; }});
553 0x3: div_d({{ Fd.df = Fs.df / Ft.df; }});
554 0x4: sqrt_d({{ Fd.df = sqrt(Fs.df); }});
555 0x5: abs_d({{ Fd.df = fabs(Fs.df); }});
556 0x7: neg_d({{ Fd.df = -1 * Fs.df; }});
557 }
558
559 0x6: BasicOp::mov_d({{ Fd.df = Fs.df; }});
560 }
561
562 0x1: decode FUNCTION_LO {
563 format FloatConvertOp {
564 0x0: round_l_d({{ val = Fs.df; }}, ToLong,
565 Round);
566 0x1: trunc_l_d({{ val = Fs.df; }}, ToLong,
567 Trunc);
568 0x2: ceil_l_d({{ val = Fs.df; }}, ToLong,
569 Ceil);
570 0x3: floor_l_d({{ val = Fs.df; }}, ToLong,
571 Floor);
572 0x4: round_w_d({{ val = Fs.df; }}, ToWord,
573 Round);
574 0x5: trunc_w_d({{ val = Fs.df; }}, ToWord,
575 Trunc);
576 0x6: ceil_w_d({{ val = Fs.df; }}, ToWord,
577 Ceil);
578 0x7: floor_w_d({{ val = Fs.df; }}, ToWord,
579 Floor);
580 }
581 }
582
583 0x2: decode FUNCTION_LO {
584 0x1: decode MOVCF {
585 format BasicOp {
586 0x0: movf_d({{ Fd.df = (getCondCode(FCSR,CC) == 0) ?
587 Fs.df : Fd.df;
588 }});
589 0x1: movt_d({{ Fd.df = (getCondCode(FCSR,CC) == 1) ?
590 Fs.df : Fd.df;
591 }});
592 }
593 }
594
595 format BasicOp {
596 0x2: movz_d({{ Fd.df = (Rt == 0) ? Fs.df : Fd.df; }});
597 0x3: movn_d({{ Fd.df = (Rt != 0) ? Fs.df : Fd.df; }});
598 }
599
600 format FloatOp {
601 0x5: recip_d({{ Fd.df = 1 / Fs.df }});
602 0x6: rsqrt_d({{ Fd.df = 1 / sqrt(Fs.df) }});
603 }
604 }
605
606 0x4: decode FUNCTION_LO {
607 format FloatConvertOp {
608 0x0: cvt_s_d({{ val = Fs.df; }}, ToSingle);
609 0x4: cvt_w_d({{ val = Fs.df; }}, ToWord);
610 0x5: cvt_l_d({{ val = Fs.df; }}, ToLong);
611 }
612 }
613
614 0x6: decode FUNCTION_LO {
615 format FloatCompareOp {
616 0x0: c_f_d({{ cond = 0; }}, DoublePrecision,
617 UnorderedFalse);
618 0x1: c_un_d({{ cond = 0; }}, DoublePrecision,
619 UnorderedTrue);
620 0x2: c_eq_d({{ cond = (Fs.df == Ft.df); }},
621 UnorderedFalse);
622 0x3: c_ueq_d({{ cond = (Fs.df == Ft.df); }},
623 UnorderedTrue);
624 0x4: c_olt_d({{ cond = (Fs.df < Ft.df); }},
625 UnorderedFalse);
626 0x5: c_ult_d({{ cond = (Fs.df < Ft.df); }},
627 UnorderedTrue);
628 0x6: c_ole_d({{ cond = (Fs.df <= Ft.df); }},
629 UnorderedFalse);
630 0x7: c_ule_d({{ cond = (Fs.df <= Ft.df); }},
631 UnorderedTrue);
632 }
633 }
634
635 0x7: decode FUNCTION_LO {
636 format FloatCompareOp {
637 0x0: c_sf_d({{ cond = 0; }}, DoublePrecision,
638 UnorderedFalse, QnanException);
639 0x1: c_ngle_d({{ cond = 0; }}, DoublePrecision,
640 UnorderedTrue, QnanException);
641 0x2: c_seq_d({{ cond = (Fs.df == Ft.df); }},
642 UnorderedFalse, QnanException);
643 0x3: c_ngl_d({{ cond = (Fs.df == Ft.df); }},
644 UnorderedTrue, QnanException);
645 0x4: c_lt_d({{ cond = (Fs.df < Ft.df); }},
646 UnorderedFalse, QnanException);
647 0x5: c_nge_d({{ cond = (Fs.df < Ft.df); }},
648 UnorderedTrue, QnanException);
649 0x6: c_le_d({{ cond = (Fs.df <= Ft.df); }},
650 UnorderedFalse, QnanException);
651 0x7: c_ngt_d({{ cond = (Fs.df <= Ft.df); }},
652 UnorderedTrue, QnanException);
653 }
654 }
655 }
656
657 //Table A-16 MIPS32 COP1 Encoding of Function Field When rs=W
658 0x4: decode FUNCTION {
659 format FloatConvertOp {
660 0x20: cvt_s_w({{ val = Fs.uw; }}, ToSingle);
661 0x21: cvt_d_w({{ val = Fs.uw; }}, ToDouble);
662 0x26: FailUnimpl::cvt_ps_w();
663 }
664 }
665
666 //Table A-16 MIPS32 COP1 Encoding of Function Field When rs=L1
667 //Note: "1. Format type L is legal only if 64-bit floating point operations
668 //are enabled."
669 0x5: decode FUNCTION_HI {
670 format FloatConvertOp {
671 0x20: cvt_s_l({{ val = Fs.ud; }}, ToSingle);
672 0x21: cvt_d_l({{ val = Fs.ud; }}, ToDouble);
673 0x26: FailUnimpl::cvt_ps_l();
674 }
675 }
676
677 //Table A-17 MIPS64 COP1 Encoding of Function Field When rs=PS1
678 //Note: "1. Format type PS is legal only if 64-bit floating point operations
679 //are enabled. "
680 0x6: decode FUNCTION_HI {
681 0x0: decode FUNCTION_LO {
682 format Float64Op {
683 0x0: add_ps({{
684 Fd1.sf = Fs1.sf + Ft2.sf;
685 Fd2.sf = Fs2.sf + Ft2.sf;
686 }});
687 0x1: sub_ps({{
688 Fd1.sf = Fs1.sf - Ft2.sf;
689 Fd2.sf = Fs2.sf - Ft2.sf;
690 }});
691 0x2: mul_ps({{
692 Fd1.sf = Fs1.sf * Ft2.sf;
693 Fd2.sf = Fs2.sf * Ft2.sf;
694 }});
695 0x5: abs_ps({{
696 Fd1.sf = fabs(Fs1.sf);
697 Fd2.sf = fabs(Fs2.sf);
698 }});
699 0x6: mov_ps({{
700 Fd1.sf = Fs1.sf;
701 Fd2.sf = Fs2.sf;
702 }});
703 0x7: neg_ps({{
704 Fd1.sf = -(Fs1.sf);
705 Fd2.sf = -(Fs2.sf);
706 }});
707 }
708 }
709
710 0x2: decode FUNCTION_LO {
711 0x1: decode MOVCF {
712 format Float64Op {
713 0x0: movf_ps({{
714 Fd1 = (getCondCode(FCSR, CC) == 0) ?
715 Fs1 : Fd1;
716 Fd2 = (getCondCode(FCSR, CC+1) == 0) ?
717 Fs2 : Fd2;
718 }});
719 0x1: movt_ps({{
720 Fd2 = (getCondCode(FCSR, CC) == 1) ?
721 Fs1 : Fd1;
722 Fd2 = (getCondCode(FCSR, CC+1) == 1) ?
723 Fs2 : Fd2;
724 }});
725 }
726 }
727
728 format Float64Op {
729 0x2: movz_ps({{
730 Fd1 = (getCondCode(FCSR, CC) == 0) ?
731 Fs1 : Fd1;
732 Fd2 = (getCondCode(FCSR, CC) == 0) ?
733 Fs2 : Fd2;
734 }});
735 0x3: movn_ps({{
736 Fd1 = (getCondCode(FCSR, CC) == 1) ?
737 Fs1 : Fd1;
738 Fd2 = (getCondCode(FCSR, CC) == 1) ?
739 Fs2 : Fd2;
740 }});
741 }
742
743 }
744
745 0x4: decode FUNCTION_LO {
746 0x0: FloatOp::cvt_s_pu({{ Fd.sf = Fs2.sf; }});
747 }
748
749 0x5: decode FUNCTION_LO {
750 0x0: FloatOp::cvt_s_pl({{ Fd.sf = Fs1.sf; }});
751
752 format Float64Op {
753 0x4: pll({{ Fd.ud = (uint64_t) Fs1.uw << 32 |
754 Ft1.uw;
755 }});
756 0x5: plu({{ Fd.ud = (uint64_t) Fs1.uw << 32 |
757 Ft2.uw;
758 }});
759 0x6: pul({{ Fd.ud = (uint64_t) Fs2.uw << 32 |
760 Ft1.uw;
761 }});
762 0x7: puu({{ Fd.ud = (uint64_t) Fs2.uw << 32 |
763 Ft2.uw;
764 }});
765 }
766 }
767
768 0x6: decode FUNCTION_LO {
769 format FloatPSCompareOp {
770 0x0: c_f_ps({{ cond1 = 0; }}, {{ cond2 = 0; }},
771 UnorderedFalse);
772 0x1: c_un_ps({{ cond1 = 0; }}, {{ cond2 = 0; }},
773 UnorderedTrue);
774 0x2: c_eq_ps({{ cond1 = (Fs1.sf == Ft1.sf); }},
775 {{ cond2 = (Fs2.sf == Ft2.sf); }},
776 UnorderedFalse);
777 0x3: c_ueq_ps({{ cond1 = (Fs1.sf == Ft1.sf); }},
778 {{ cond2 = (Fs2.sf == Ft2.sf); }},
779 UnorderedTrue);
780 0x4: c_olt_ps({{ cond1 = (Fs1.sf < Ft1.sf); }},
781 {{ cond2 = (Fs2.sf < Ft2.sf); }},
782 UnorderedFalse);
783 0x5: c_ult_ps({{ cond1 = (Fs.sf < Ft.sf); }},
784 {{ cond2 = (Fs2.sf < Ft2.sf); }},
785 UnorderedTrue);
786 0x6: c_ole_ps({{ cond1 = (Fs.sf <= Ft.sf); }},
787 {{ cond2 = (Fs2.sf <= Ft2.sf); }},
788 UnorderedFalse);
789 0x7: c_ule_ps({{ cond1 = (Fs1.sf <= Ft1.sf); }},
790 {{ cond2 = (Fs2.sf <= Ft2.sf); }},
791 UnorderedTrue);
792 }
793 }
794
795 0x7: decode FUNCTION_LO {
796 format FloatPSCompareOp {
797 0x0: c_sf_ps({{ cond1 = 0; }}, {{ cond2 = 0; }},
798 UnorderedFalse, QnanException);
799 0x1: c_ngle_ps({{ cond1 = 0; }},
800 {{ cond2 = 0; }},
801 UnorderedTrue, QnanException);
802 0x2: c_seq_ps({{ cond1 = (Fs1.sf == Ft1.sf); }},
803 {{ cond2 = (Fs2.sf == Ft2.sf); }},
804 UnorderedFalse, QnanException);
805 0x3: c_ngl_ps({{ cond1 = (Fs1.sf == Ft1.sf); }},
806 {{ cond2 = (Fs2.sf == Ft2.sf); }},
807 UnorderedTrue, QnanException);
808 0x4: c_lt_ps({{ cond1 = (Fs1.sf < Ft1.sf); }},
809 {{ cond2 = (Fs2.sf < Ft2.sf); }},
810 UnorderedFalse, QnanException);
811 0x5: c_nge_ps({{ cond1 = (Fs1.sf < Ft1.sf); }},
812 {{ cond2 = (Fs2.sf < Ft2.sf); }},
813 UnorderedTrue, QnanException);
814 0x6: c_le_ps({{ cond1 = (Fs1.sf <= Ft1.sf); }},
815 {{ cond2 = (Fs2.sf <= Ft2.sf); }},
816 UnorderedFalse, QnanException);
817 0x7: c_ngt_ps({{ cond1 = (Fs1.sf <= Ft1.sf); }},
818 {{ cond2 = (Fs2.sf <= Ft2.sf); }},
819 UnorderedTrue, QnanException);
820 }
821 }
822 }
823 }
824 }
825 }
826
827 //Table A-19 MIPS32 COP2 Encoding of rs Field
828 0x2: decode RS_MSB {
829 format FailUnimpl {
830 0x0: decode RS_HI {
831 0x0: decode RS_LO {
832 0x0: mfc2();
833 0x2: cfc2();
834 0x3: mfhc2();
835 0x4: mtc2();
836 0x6: ctc2();
837 0x7: mftc2();
838 }
839
840 0x1: decode ND {
841 0x0: decode TF {
842 0x0: bc2f();
843 0x1: bc2t();
844 }
845
846 0x1: decode TF {
847 0x0: bc2fl();
848 0x1: bc2tl();
849 }
850 }
851 }
852 }
853 }
854
855 //Table A-20 MIPS64 COP1X Encoding of Function Field 1
856 //Note: "COP1X instructions are legal only if 64-bit floating point
857 //operations are enabled."
858 0x3: decode FUNCTION_HI {
859 0x0: decode FUNCTION_LO {
860 format LoadIndexedMemory {
861 0x0: lwxc1({{ Fd.uw = Mem.uw;}});
862 0x1: ldxc1({{ Fd.ud = Mem.ud;}});
863 0x5: luxc1({{ Fd.ud = Mem.ud;}},
864 {{ EA = (Rs + Rt) & ~7; }});
865 }
866 }
867
868 0x1: decode FUNCTION_LO {
869 format StoreIndexedMemory {
870 0x0: swxc1({{ Mem.uw = Fs.uw;}});
871 0x1: sdxc1({{ Mem.ud = Fs.ud;}});
872 0x5: suxc1({{ Mem.ud = Fs.ud;}},
873 {{ EA = (Rs + Rt) & ~7; }});
874 }
875
876 0x7: Prefetch::prefx({{ EA = Rs + Rt; }});
877 }
878
879 0x3: decode FUNCTION_LO {
880 0x6: Float64Op::alnv_ps({{ if (Rs<2:0> == 0) {
881 Fd.ud = Fs.ud;
882 } else if (Rs<2:0> == 4) {
883 #if BYTE_ORDER == BIG_ENDIAN
884 Fd.ud = Fs.ud<31:0> << 32 |
885 Ft.ud<63:32>;
886 #elif BYTE_ORDER == LITTLE_ENDIAN
887 Fd.ud = Ft.ud<31:0> << 32 |
888 Fs.ud<63:32>;
889 #endif
890 } else {
891 Fd.ud = Fd.ud;
892 }
893 }});
894 }
895
896 format FloatAccOp {
897 0x4: decode FUNCTION_LO {
898 0x0: madd_s({{ Fd.sf = (Fs.sf * Ft.sf) + Fr.sf; }});
899 0x1: madd_d({{ Fd.df = (Fs.df * Ft.df) + Fr.df; }});
900 0x6: madd_ps({{
901 Fd1.sf = (Fs1.df * Ft1.df) + Fr1.df;
902 Fd2.sf = (Fs2.df * Ft2.df) + Fr2.df;
903 }});
904 }
905
906 0x5: decode FUNCTION_LO {
907 0x0: msub_s({{ Fd.sf = (Fs.sf * Ft.sf) - Fr.sf; }});
908 0x1: msub_d({{ Fd.df = (Fs.df * Ft.df) - Fr.df; }});
909 0x6: msub_ps({{
910 Fd1.sf = (Fs1.df * Ft1.df) - Fr1.df;
911 Fd2.sf = (Fs2.df * Ft2.df) - Fr2.df;
912 }});
913 }
914
915 0x6: decode FUNCTION_LO {
916 0x0: nmadd_s({{ Fd.sf = (-1 * Fs.sf * Ft.sf) - Fr.sf; }});
917 0x1: nmadd_d({{ Fd.df = (-1 * Fs.df * Ft.df) + Fr.df; }});
918 0x6: nmadd_ps({{
919 Fd1.sf = -((Fs1.df * Ft1.df) + Fr1.df);
920 Fd2.sf = -((Fs2.df * Ft2.df) + Fr2.df);
921 }});
922 }
923
924 0x7: decode FUNCTION_LO {
925 0x0: nmsub_s({{ Fd.sf = (-1 * Fs.sf * Ft.sf) - Fr.sf; }});
926 0x1: nmsub_d({{ Fd.df = (-1 * Fs.df * Ft.df) - Fr.df; }});
927 0x6: nmsub_ps({{
928 Fd1.sf = -((Fs1.df * Ft1.df) - Fr1.df);
929 Fd2.sf = -((Fs2.df * Ft2.df) - Fr2.df);
930 }});
931 }
932
933 }
934 }
935
936 format Branch {
937 0x4: beql({{ cond = (Rs.sw == Rt.sw); }}, Likely);
938 0x5: bnel({{ cond = (Rs.sw != Rt.sw); }}, Likely);
939 0x6: blezl({{ cond = (Rs.sw <= 0); }}, Likely);
940 0x7: bgtzl({{ cond = (Rs.sw > 0); }}, Likely);
941 }
942 }
943
944 0x3: decode OPCODE_LO {
945 //Table A-5 MIPS32 SPECIAL2 Encoding of Function Field
946 0x4: decode FUNCTION_HI {
947 0x0: decode FUNCTION_LO {
948 0x2: IntOp::mul({{ int64_t temp1 = Rs.sd * Rt.sd;
949 Rd.sw = temp1<31:0>
950 }});
951
952 format HiLoOp {
| 171 }
172 }});
173 }
174 }
175
176 0x4: decode HINT {
177 0x0: decode FUNCTION_LO {
178 format IntOp {
179 0x0: add({{ Rd.sw = Rs.sw + Rt.sw; /*Trap on Overflow*/}});
180 0x1: addu({{ Rd.sw = Rs.sw + Rt.sw;}});
181 0x2: sub({{ Rd.sw = Rs.sw - Rt.sw; /*Trap on Overflow*/}});
182 0x3: subu({{ Rd.sw = Rs.sw - Rt.sw;}});
183 0x4: and({{ Rd = Rs & Rt;}});
184 0x5: or({{ Rd = Rs | Rt;}});
185 0x6: xor({{ Rd = Rs ^ Rt;}});
186 0x7: nor({{ Rd = ~(Rs | Rt);}});
187 }
188 }
189 }
190
191 0x5: decode HINT {
192 0x0: decode FUNCTION_LO {
193 format IntOp{
194 0x2: slt({{ Rd.sw = ( Rs.sw < Rt.sw ) ? 1 : 0}});
195 0x3: sltu({{ Rd.uw = ( Rs.uw < Rt.uw ) ? 1 : 0}});
196 }
197 }
198 }
199
200 0x6: decode FUNCTION_LO {
201 format Trap {
202 0x0: tge({{ cond = (Rs.sw >= Rt.sw); }});
203 0x1: tgeu({{ cond = (Rs.uw >= Rt.uw); }});
204 0x2: tlt({{ cond = (Rs.sw < Rt.sw); }});
205 0x3: tltu({{ cond = (Rs.uw >= Rt.uw); }});
206 0x4: teq({{ cond = (Rs.sw == Rt.sw); }});
207 0x6: tne({{ cond = (Rs.sw != Rt.sw); }});
208 }
209 }
210 }
211
212 0x1: decode REGIMM_HI {
213 0x0: decode REGIMM_LO {
214 format Branch {
215 0x0: bltz({{ cond = (Rs.sw < 0); }});
216 0x1: bgez({{ cond = (Rs.sw >= 0); }});
217 0x2: bltzl({{ cond = (Rs.sw < 0); }}, Likely);
218 0x3: bgezl({{ cond = (Rs.sw >= 0); }}, Likely);
219 }
220 }
221
222 0x1: decode REGIMM_LO {
223 format Trap {
224 0x0: tgei( {{ cond = (Rs.sw >= INTIMM); }});
225 0x1: tgeiu({{ cond = (Rs.uw >= INTIMM); }});
226 0x2: tlti( {{ cond = (Rs.sw < INTIMM); }});
227 0x3: tltiu({{ cond = (Rs.uw < INTIMM); }});
228 0x4: teqi( {{ cond = (Rs.sw == INTIMM);}});
229 0x6: tnei( {{ cond = (Rs.sw != INTIMM);}});
230 }
231 }
232
233 0x2: decode REGIMM_LO {
234 format Branch {
235 0x0: bltzal({{ cond = (Rs.sw < 0); }}, Link);
236 0x1: decode RS {
237 0x0: bal ({{ cond = 1; }}, IsCall, Link);
238 default: bgezal({{ cond = (Rs.sw >= 0); }}, Link);
239 }
240 0x2: bltzall({{ cond = (Rs.sw < 0); }}, Link, Likely);
241 0x3: bgezall({{ cond = (Rs.sw >= 0); }}, Link, Likely);
242 }
243 }
244
245 0x3: decode REGIMM_LO {
246 format WarnUnimpl {
247 0x7: synci();
248 }
249 }
250 }
251
252 format Jump {
253 0x2: j({{ NNPC = (NPC & 0xF0000000) | (JMPTARG << 2);}});
254 0x3: jal({{ NNPC = (NPC & 0xF0000000) | (JMPTARG << 2); }}, IsCall,
255 Link);
256 }
257
258 format Branch {
259 0x4: decode RS_RT {
260 0x0: b({{ cond = 1; }});
261 default: beq({{ cond = (Rs.sw == Rt.sw); }});
262 }
263 0x5: bne({{ cond = (Rs.sw != Rt.sw); }});
264 0x6: blez({{ cond = (Rs.sw <= 0); }});
265 0x7: bgtz({{ cond = (Rs.sw > 0); }});
266 }
267 }
268
269 0x1: decode OPCODE_LO {
270 format IntImmOp {
271 0x0: addi({{ Rt.sw = Rs.sw + imm; /*Trap If Overflow*/}});
272 0x1: addiu({{ Rt.sw = Rs.sw + imm;}});
273 0x2: slti({{ Rt.sw = ( Rs.sw < imm) ? 1 : 0 }});
274 0x3: sltiu({{ Rt.uw = ( Rs.uw < (uint32_t)sextImm ) ? 1 : 0 }});
275 0x4: andi({{ Rt.sw = Rs.sw & zextImm;}});
276 0x5: ori({{ Rt.sw = Rs.sw | zextImm;}});
277 0x6: xori({{ Rt.sw = Rs.sw ^ zextImm;}});
278
279 0x7: decode RS {
280 0x0: lui({{ Rt = imm << 16}});
281 }
282 }
283 }
284
285 0x2: decode OPCODE_LO {
286 //Table A-11 MIPS32 COP0 Encoding of rs Field
287 0x0: decode RS_MSB {
288 0x0: decode RS {
289 format CP0Control {
290 0x0: mfc0({{ Rt = xc->readMiscReg(RD << 5 | SEL); }});
291 0x4: mtc0({{ xc->setMiscReg(RD << 5 | SEL, Rt); }});
292 }
293
294 format MipsMT {
295 0x8: mftr();
296 0xC: mttr();
297 0xB: decode RD {
298 0x0: decode SC {
299 0x0: dvpe();
300 0x1: evpe();
301 }
302 0x1: decode SC {
303 0x0: dmt();
304 0x1: emt();
305 0xC: decode SC {
306 0x0: di();
307 0x1: ei();
308 }
309 }
310 }
311 }
312
313 format FailUnimpl {
314 0xA: rdpgpr();
315 0xE: wrpgpr();
316 }
317 }
318
319 //Table A-12 MIPS32 COP0 Encoding of Function Field When rs=CO
320 0x1: decode FUNCTION {
321 format FailUnimpl {
322 0x01: tlbr();
323 0x02: tlbwi();
324 0x06: tlbwr();
325 0x08: tlbp();
326
327 0x18: eret();
328 0x1F: deret();
329 0x20: wait();
330 }
331 }
332 }
333
334 //Table A-13 MIPS32 COP1 Encoding of rs Field
335 0x1: decode RS_MSB {
336
337 0x0: decode RS_HI {
338 0x0: decode RS_LO {
339 format CP1Control {
340 0x0: mfc1 ({{ Rt.uw = Fs.uw; }});
341
342 0x2: cfc1({{
343 switch (FS)
344 {
345 case 0:
346 Rt = FIR;
347 break;
348 case 25:
349 Rt = 0 | (FCSR & 0xFE000000) >> 24 | (FCSR & 0x00800000) >> 23;
350 break;
351 case 26:
352 Rt = 0 | (FCSR & 0x0003F07C);
353 break;
354 case 28:
355 Rt = 0 | (FCSR & 0x00000F80) | (FCSR & 0x01000000) >> 21 | (FCSR & 0x00000003);
356 break;
357 case 31:
358 Rt = FCSR;
359 break;
360 default:
361 panic("FP Control Value (%d) Not Valid");
362 }
363 }});
364
365 0x3: mfhc1({{ Rt.uw = Fs.ud<63:32>;}});
366
367 0x4: mtc1 ({{ Fs.uw = Rt.uw; }});
368
369 0x6: ctc1({{
370 switch (FS)
371 {
372 case 25:
373 FCSR = 0 | (Rt.uw<7:1> << 25) // move 31...25
374 | (FCSR & 0x01000000) // bit 24
375 | (FCSR & 0x004FFFFF);// bit 22...0
376 break;
377
378 case 26:
379 FCSR = 0 | (FCSR & 0xFFFC0000) // move 31...18
380 | Rt.uw<17:12> << 12 // bit 17...12
381 | (FCSR & 0x00000F80) << 7// bit 11...7
382 | Rt.uw<6:2> << 2 // bit 6...2
383 | (FCSR & 0x00000002); // bit 1...0
384 break;
385
386 case 28:
387 FCSR = 0 | (FCSR & 0xFE000000) // move 31...25
388 | Rt.uw<2:2> << 24 // bit 24
389 | (FCSR & 0x00FFF000) << 23// bit 23...12
390 | Rt.uw<11:7> << 7 // bit 24
391 | (FCSR & 0x000007E)
392 | Rt.uw<1:0>;// bit 22...0
393 break;
394
395 case 31:
396 FCSR = Rt.uw;
397 break;
398
399 default:
400 panic("FP Control Value (%d) Not Available. Ignoring Access to"
401 "Floating Control Status Register", FS);
402 }
403 }});
404
405 0x7: mthc1({{
406 uint64_t fs_hi = Rt.uw;
407 uint64_t fs_lo = Fs.ud & 0x0FFFFFFFF;
408 Fs.ud = (fs_hi << 32) | fs_lo;
409 }});
410
411 }
412 }
413
414 0x1: decode ND {
415 format Branch {
416 0x0: decode TF {
417 0x0: bc1f({{ cond = getCondCode(FCSR, BRANCH_CC) == 0;
418 }});
419 0x1: bc1t({{ cond = getCondCode(FCSR, BRANCH_CC) == 1;
420 }});
421 }
422 0x1: decode TF {
423 0x0: bc1fl({{ cond = getCondCode(FCSR, BRANCH_CC) == 0;
424 }}, Likely);
425 0x1: bc1tl({{ cond = getCondCode(FCSR, BRANCH_CC) == 1;
426 }}, Likely);
427 }
428 }
429 }
430 }
431
432 0x1: decode RS_HI {
433 0x2: decode RS_LO {
434 //Table A-14 MIPS32 COP1 Encoding of Function Field When rs=S
435 //(( single-precision floating point))
436 0x0: decode FUNCTION_HI {
437 0x0: decode FUNCTION_LO {
438 format FloatOp {
439 0x0: add_s({{ Fd.sf = Fs.sf + Ft.sf;}});
440 0x1: sub_s({{ Fd.sf = Fs.sf - Ft.sf;}});
441 0x2: mul_s({{ Fd.sf = Fs.sf * Ft.sf;}});
442 0x3: div_s({{ Fd.sf = Fs.sf / Ft.sf;}});
443 0x4: sqrt_s({{ Fd.sf = sqrt(Fs.sf);}});
444 0x5: abs_s({{ Fd.sf = fabs(Fs.sf);}});
445 0x7: neg_s({{ Fd.sf = -Fs.sf;}});
446 }
447
448 0x6: BasicOp::mov_s({{ Fd.sf = Fs.sf;}});
449 }
450
451 0x1: decode FUNCTION_LO {
452 format FloatConvertOp {
453 0x0: round_l_s({{ val = Fs.sf; }}, ToLong,
454 Round);
455 0x1: trunc_l_s({{ val = Fs.sf; }}, ToLong,
456 Trunc);
457 0x2: ceil_l_s({{ val = Fs.sf; }}, ToLong,
458 Ceil);
459 0x3: floor_l_s({{ val = Fs.sf; }}, ToLong,
460 Floor);
461 0x4: round_w_s({{ val = Fs.sf; }}, ToWord,
462 Round);
463 0x5: trunc_w_s({{ val = Fs.sf; }}, ToWord,
464 Trunc);
465 0x6: ceil_w_s({{ val = Fs.sf; }}, ToWord,
466 Ceil);
467 0x7: floor_w_s({{ val = Fs.sf; }}, ToWord,
468 Floor);
469 }
470 }
471
472 0x2: decode FUNCTION_LO {
473 0x1: decode MOVCF {
474 format BasicOp {
475 0x0: movf_s({{ Fd = (getCondCode(FCSR,CC) == 0) ? Fs : Fd; }});
476 0x1: movt_s({{ Fd = (getCondCode(FCSR,CC) == 1) ? Fs : Fd; }});
477 }
478 }
479
480 format BasicOp {
481 0x2: movz_s({{ Fd = (Rt == 0) ? Fs : Fd; }});
482 0x3: movn_s({{ Fd = (Rt != 0) ? Fs : Fd; }});
483 }
484
485 format FloatOp {
486 0x5: recip_s({{ Fd = 1 / Fs; }});
487 0x6: rsqrt_s({{ Fd = 1 / sqrt(Fs);}});
488 }
489 }
490
491 0x4: decode FUNCTION_LO {
492 format FloatConvertOp {
493 0x1: cvt_d_s({{ val = Fs.sf; }}, ToDouble);
494 0x4: cvt_w_s({{ val = Fs.sf; }}, ToWord);
495 0x5: cvt_l_s({{ val = Fs.sf; }}, ToLong);
496 }
497
498 0x6: FloatOp::cvt_ps_s({{
499 Fd.ud = (uint64_t) Fs.uw << 32 |
500 (uint64_t) Ft.uw;
501 }});
502 }
503
504 0x6: decode FUNCTION_LO {
505 format FloatCompareOp {
506 0x0: c_f_s({{ cond = 0; }}, SinglePrecision,
507 UnorderedFalse);
508 0x1: c_un_s({{ cond = 0; }}, SinglePrecision,
509 UnorderedTrue);
510 0x2: c_eq_s({{ cond = (Fs.sf == Ft.sf); }},
511 UnorderedFalse);
512 0x3: c_ueq_s({{ cond = (Fs.sf == Ft.sf); }},
513 UnorderedTrue);
514 0x4: c_olt_s({{ cond = (Fs.sf < Ft.sf); }},
515 UnorderedFalse);
516 0x5: c_ult_s({{ cond = (Fs.sf < Ft.sf); }},
517 UnorderedTrue);
518 0x6: c_ole_s({{ cond = (Fs.sf <= Ft.sf); }},
519 UnorderedFalse);
520 0x7: c_ule_s({{ cond = (Fs.sf <= Ft.sf); }},
521 UnorderedTrue);
522 }
523 }
524
525 0x7: decode FUNCTION_LO {
526 format FloatCompareOp {
527 0x0: c_sf_s({{ cond = 0; }}, SinglePrecision,
528 UnorderedFalse, QnanException);
529 0x1: c_ngle_s({{ cond = 0; }}, SinglePrecision,
530 UnorderedTrue, QnanException);
531 0x2: c_seq_s({{ cond = (Fs.sf == Ft.sf);}},
532 UnorderedFalse, QnanException);
533 0x3: c_ngl_s({{ cond = (Fs.sf == Ft.sf); }},
534 UnorderedTrue, QnanException);
535 0x4: c_lt_s({{ cond = (Fs.sf < Ft.sf); }},
536 UnorderedFalse, QnanException);
537 0x5: c_nge_s({{ cond = (Fs.sf < Ft.sf); }},
538 UnorderedTrue, QnanException);
539 0x6: c_le_s({{ cond = (Fs.sf <= Ft.sf); }},
540 UnorderedFalse, QnanException);
541 0x7: c_ngt_s({{ cond = (Fs.sf <= Ft.sf); }},
542 UnorderedTrue, QnanException);
543 }
544 }
545 }
546
547 //Table A-15 MIPS32 COP1 Encoding of Function Field When rs=D
548 0x1: decode FUNCTION_HI {
549 0x0: decode FUNCTION_LO {
550 format FloatOp {
551 0x0: add_d({{ Fd.df = Fs.df + Ft.df; }});
552 0x1: sub_d({{ Fd.df = Fs.df - Ft.df; }});
553 0x2: mul_d({{ Fd.df = Fs.df * Ft.df; }});
554 0x3: div_d({{ Fd.df = Fs.df / Ft.df; }});
555 0x4: sqrt_d({{ Fd.df = sqrt(Fs.df); }});
556 0x5: abs_d({{ Fd.df = fabs(Fs.df); }});
557 0x7: neg_d({{ Fd.df = -1 * Fs.df; }});
558 }
559
560 0x6: BasicOp::mov_d({{ Fd.df = Fs.df; }});
561 }
562
563 0x1: decode FUNCTION_LO {
564 format FloatConvertOp {
565 0x0: round_l_d({{ val = Fs.df; }}, ToLong,
566 Round);
567 0x1: trunc_l_d({{ val = Fs.df; }}, ToLong,
568 Trunc);
569 0x2: ceil_l_d({{ val = Fs.df; }}, ToLong,
570 Ceil);
571 0x3: floor_l_d({{ val = Fs.df; }}, ToLong,
572 Floor);
573 0x4: round_w_d({{ val = Fs.df; }}, ToWord,
574 Round);
575 0x5: trunc_w_d({{ val = Fs.df; }}, ToWord,
576 Trunc);
577 0x6: ceil_w_d({{ val = Fs.df; }}, ToWord,
578 Ceil);
579 0x7: floor_w_d({{ val = Fs.df; }}, ToWord,
580 Floor);
581 }
582 }
583
584 0x2: decode FUNCTION_LO {
585 0x1: decode MOVCF {
586 format BasicOp {
587 0x0: movf_d({{ Fd.df = (getCondCode(FCSR,CC) == 0) ?
588 Fs.df : Fd.df;
589 }});
590 0x1: movt_d({{ Fd.df = (getCondCode(FCSR,CC) == 1) ?
591 Fs.df : Fd.df;
592 }});
593 }
594 }
595
596 format BasicOp {
597 0x2: movz_d({{ Fd.df = (Rt == 0) ? Fs.df : Fd.df; }});
598 0x3: movn_d({{ Fd.df = (Rt != 0) ? Fs.df : Fd.df; }});
599 }
600
601 format FloatOp {
602 0x5: recip_d({{ Fd.df = 1 / Fs.df }});
603 0x6: rsqrt_d({{ Fd.df = 1 / sqrt(Fs.df) }});
604 }
605 }
606
607 0x4: decode FUNCTION_LO {
608 format FloatConvertOp {
609 0x0: cvt_s_d({{ val = Fs.df; }}, ToSingle);
610 0x4: cvt_w_d({{ val = Fs.df; }}, ToWord);
611 0x5: cvt_l_d({{ val = Fs.df; }}, ToLong);
612 }
613 }
614
615 0x6: decode FUNCTION_LO {
616 format FloatCompareOp {
617 0x0: c_f_d({{ cond = 0; }}, DoublePrecision,
618 UnorderedFalse);
619 0x1: c_un_d({{ cond = 0; }}, DoublePrecision,
620 UnorderedTrue);
621 0x2: c_eq_d({{ cond = (Fs.df == Ft.df); }},
622 UnorderedFalse);
623 0x3: c_ueq_d({{ cond = (Fs.df == Ft.df); }},
624 UnorderedTrue);
625 0x4: c_olt_d({{ cond = (Fs.df < Ft.df); }},
626 UnorderedFalse);
627 0x5: c_ult_d({{ cond = (Fs.df < Ft.df); }},
628 UnorderedTrue);
629 0x6: c_ole_d({{ cond = (Fs.df <= Ft.df); }},
630 UnorderedFalse);
631 0x7: c_ule_d({{ cond = (Fs.df <= Ft.df); }},
632 UnorderedTrue);
633 }
634 }
635
636 0x7: decode FUNCTION_LO {
637 format FloatCompareOp {
638 0x0: c_sf_d({{ cond = 0; }}, DoublePrecision,
639 UnorderedFalse, QnanException);
640 0x1: c_ngle_d({{ cond = 0; }}, DoublePrecision,
641 UnorderedTrue, QnanException);
642 0x2: c_seq_d({{ cond = (Fs.df == Ft.df); }},
643 UnorderedFalse, QnanException);
644 0x3: c_ngl_d({{ cond = (Fs.df == Ft.df); }},
645 UnorderedTrue, QnanException);
646 0x4: c_lt_d({{ cond = (Fs.df < Ft.df); }},
647 UnorderedFalse, QnanException);
648 0x5: c_nge_d({{ cond = (Fs.df < Ft.df); }},
649 UnorderedTrue, QnanException);
650 0x6: c_le_d({{ cond = (Fs.df <= Ft.df); }},
651 UnorderedFalse, QnanException);
652 0x7: c_ngt_d({{ cond = (Fs.df <= Ft.df); }},
653 UnorderedTrue, QnanException);
654 }
655 }
656 }
657
658 //Table A-16 MIPS32 COP1 Encoding of Function Field When rs=W
659 0x4: decode FUNCTION {
660 format FloatConvertOp {
661 0x20: cvt_s_w({{ val = Fs.uw; }}, ToSingle);
662 0x21: cvt_d_w({{ val = Fs.uw; }}, ToDouble);
663 0x26: FailUnimpl::cvt_ps_w();
664 }
665 }
666
667 //Table A-16 MIPS32 COP1 Encoding of Function Field When rs=L1
668 //Note: "1. Format type L is legal only if 64-bit floating point operations
669 //are enabled."
670 0x5: decode FUNCTION_HI {
671 format FloatConvertOp {
672 0x20: cvt_s_l({{ val = Fs.ud; }}, ToSingle);
673 0x21: cvt_d_l({{ val = Fs.ud; }}, ToDouble);
674 0x26: FailUnimpl::cvt_ps_l();
675 }
676 }
677
678 //Table A-17 MIPS64 COP1 Encoding of Function Field When rs=PS1
679 //Note: "1. Format type PS is legal only if 64-bit floating point operations
680 //are enabled. "
681 0x6: decode FUNCTION_HI {
682 0x0: decode FUNCTION_LO {
683 format Float64Op {
684 0x0: add_ps({{
685 Fd1.sf = Fs1.sf + Ft2.sf;
686 Fd2.sf = Fs2.sf + Ft2.sf;
687 }});
688 0x1: sub_ps({{
689 Fd1.sf = Fs1.sf - Ft2.sf;
690 Fd2.sf = Fs2.sf - Ft2.sf;
691 }});
692 0x2: mul_ps({{
693 Fd1.sf = Fs1.sf * Ft2.sf;
694 Fd2.sf = Fs2.sf * Ft2.sf;
695 }});
696 0x5: abs_ps({{
697 Fd1.sf = fabs(Fs1.sf);
698 Fd2.sf = fabs(Fs2.sf);
699 }});
700 0x6: mov_ps({{
701 Fd1.sf = Fs1.sf;
702 Fd2.sf = Fs2.sf;
703 }});
704 0x7: neg_ps({{
705 Fd1.sf = -(Fs1.sf);
706 Fd2.sf = -(Fs2.sf);
707 }});
708 }
709 }
710
711 0x2: decode FUNCTION_LO {
712 0x1: decode MOVCF {
713 format Float64Op {
714 0x0: movf_ps({{
715 Fd1 = (getCondCode(FCSR, CC) == 0) ?
716 Fs1 : Fd1;
717 Fd2 = (getCondCode(FCSR, CC+1) == 0) ?
718 Fs2 : Fd2;
719 }});
720 0x1: movt_ps({{
721 Fd2 = (getCondCode(FCSR, CC) == 1) ?
722 Fs1 : Fd1;
723 Fd2 = (getCondCode(FCSR, CC+1) == 1) ?
724 Fs2 : Fd2;
725 }});
726 }
727 }
728
729 format Float64Op {
730 0x2: movz_ps({{
731 Fd1 = (getCondCode(FCSR, CC) == 0) ?
732 Fs1 : Fd1;
733 Fd2 = (getCondCode(FCSR, CC) == 0) ?
734 Fs2 : Fd2;
735 }});
736 0x3: movn_ps({{
737 Fd1 = (getCondCode(FCSR, CC) == 1) ?
738 Fs1 : Fd1;
739 Fd2 = (getCondCode(FCSR, CC) == 1) ?
740 Fs2 : Fd2;
741 }});
742 }
743
744 }
745
746 0x4: decode FUNCTION_LO {
747 0x0: FloatOp::cvt_s_pu({{ Fd.sf = Fs2.sf; }});
748 }
749
750 0x5: decode FUNCTION_LO {
751 0x0: FloatOp::cvt_s_pl({{ Fd.sf = Fs1.sf; }});
752
753 format Float64Op {
754 0x4: pll({{ Fd.ud = (uint64_t) Fs1.uw << 32 |
755 Ft1.uw;
756 }});
757 0x5: plu({{ Fd.ud = (uint64_t) Fs1.uw << 32 |
758 Ft2.uw;
759 }});
760 0x6: pul({{ Fd.ud = (uint64_t) Fs2.uw << 32 |
761 Ft1.uw;
762 }});
763 0x7: puu({{ Fd.ud = (uint64_t) Fs2.uw << 32 |
764 Ft2.uw;
765 }});
766 }
767 }
768
769 0x6: decode FUNCTION_LO {
770 format FloatPSCompareOp {
771 0x0: c_f_ps({{ cond1 = 0; }}, {{ cond2 = 0; }},
772 UnorderedFalse);
773 0x1: c_un_ps({{ cond1 = 0; }}, {{ cond2 = 0; }},
774 UnorderedTrue);
775 0x2: c_eq_ps({{ cond1 = (Fs1.sf == Ft1.sf); }},
776 {{ cond2 = (Fs2.sf == Ft2.sf); }},
777 UnorderedFalse);
778 0x3: c_ueq_ps({{ cond1 = (Fs1.sf == Ft1.sf); }},
779 {{ cond2 = (Fs2.sf == Ft2.sf); }},
780 UnorderedTrue);
781 0x4: c_olt_ps({{ cond1 = (Fs1.sf < Ft1.sf); }},
782 {{ cond2 = (Fs2.sf < Ft2.sf); }},
783 UnorderedFalse);
784 0x5: c_ult_ps({{ cond1 = (Fs.sf < Ft.sf); }},
785 {{ cond2 = (Fs2.sf < Ft2.sf); }},
786 UnorderedTrue);
787 0x6: c_ole_ps({{ cond1 = (Fs.sf <= Ft.sf); }},
788 {{ cond2 = (Fs2.sf <= Ft2.sf); }},
789 UnorderedFalse);
790 0x7: c_ule_ps({{ cond1 = (Fs1.sf <= Ft1.sf); }},
791 {{ cond2 = (Fs2.sf <= Ft2.sf); }},
792 UnorderedTrue);
793 }
794 }
795
796 0x7: decode FUNCTION_LO {
797 format FloatPSCompareOp {
798 0x0: c_sf_ps({{ cond1 = 0; }}, {{ cond2 = 0; }},
799 UnorderedFalse, QnanException);
800 0x1: c_ngle_ps({{ cond1 = 0; }},
801 {{ cond2 = 0; }},
802 UnorderedTrue, QnanException);
803 0x2: c_seq_ps({{ cond1 = (Fs1.sf == Ft1.sf); }},
804 {{ cond2 = (Fs2.sf == Ft2.sf); }},
805 UnorderedFalse, QnanException);
806 0x3: c_ngl_ps({{ cond1 = (Fs1.sf == Ft1.sf); }},
807 {{ cond2 = (Fs2.sf == Ft2.sf); }},
808 UnorderedTrue, QnanException);
809 0x4: c_lt_ps({{ cond1 = (Fs1.sf < Ft1.sf); }},
810 {{ cond2 = (Fs2.sf < Ft2.sf); }},
811 UnorderedFalse, QnanException);
812 0x5: c_nge_ps({{ cond1 = (Fs1.sf < Ft1.sf); }},
813 {{ cond2 = (Fs2.sf < Ft2.sf); }},
814 UnorderedTrue, QnanException);
815 0x6: c_le_ps({{ cond1 = (Fs1.sf <= Ft1.sf); }},
816 {{ cond2 = (Fs2.sf <= Ft2.sf); }},
817 UnorderedFalse, QnanException);
818 0x7: c_ngt_ps({{ cond1 = (Fs1.sf <= Ft1.sf); }},
819 {{ cond2 = (Fs2.sf <= Ft2.sf); }},
820 UnorderedTrue, QnanException);
821 }
822 }
823 }
824 }
825 }
826 }
827
828 //Table A-19 MIPS32 COP2 Encoding of rs Field
829 0x2: decode RS_MSB {
830 format FailUnimpl {
831 0x0: decode RS_HI {
832 0x0: decode RS_LO {
833 0x0: mfc2();
834 0x2: cfc2();
835 0x3: mfhc2();
836 0x4: mtc2();
837 0x6: ctc2();
838 0x7: mftc2();
839 }
840
841 0x1: decode ND {
842 0x0: decode TF {
843 0x0: bc2f();
844 0x1: bc2t();
845 }
846
847 0x1: decode TF {
848 0x0: bc2fl();
849 0x1: bc2tl();
850 }
851 }
852 }
853 }
854 }
855
856 //Table A-20 MIPS64 COP1X Encoding of Function Field 1
857 //Note: "COP1X instructions are legal only if 64-bit floating point
858 //operations are enabled."
859 0x3: decode FUNCTION_HI {
860 0x0: decode FUNCTION_LO {
861 format LoadIndexedMemory {
862 0x0: lwxc1({{ Fd.uw = Mem.uw;}});
863 0x1: ldxc1({{ Fd.ud = Mem.ud;}});
864 0x5: luxc1({{ Fd.ud = Mem.ud;}},
865 {{ EA = (Rs + Rt) & ~7; }});
866 }
867 }
868
869 0x1: decode FUNCTION_LO {
870 format StoreIndexedMemory {
871 0x0: swxc1({{ Mem.uw = Fs.uw;}});
872 0x1: sdxc1({{ Mem.ud = Fs.ud;}});
873 0x5: suxc1({{ Mem.ud = Fs.ud;}},
874 {{ EA = (Rs + Rt) & ~7; }});
875 }
876
877 0x7: Prefetch::prefx({{ EA = Rs + Rt; }});
878 }
879
880 0x3: decode FUNCTION_LO {
881 0x6: Float64Op::alnv_ps({{ if (Rs<2:0> == 0) {
882 Fd.ud = Fs.ud;
883 } else if (Rs<2:0> == 4) {
884 #if BYTE_ORDER == BIG_ENDIAN
885 Fd.ud = Fs.ud<31:0> << 32 |
886 Ft.ud<63:32>;
887 #elif BYTE_ORDER == LITTLE_ENDIAN
888 Fd.ud = Ft.ud<31:0> << 32 |
889 Fs.ud<63:32>;
890 #endif
891 } else {
892 Fd.ud = Fd.ud;
893 }
894 }});
895 }
896
897 format FloatAccOp {
898 0x4: decode FUNCTION_LO {
899 0x0: madd_s({{ Fd.sf = (Fs.sf * Ft.sf) + Fr.sf; }});
900 0x1: madd_d({{ Fd.df = (Fs.df * Ft.df) + Fr.df; }});
901 0x6: madd_ps({{
902 Fd1.sf = (Fs1.df * Ft1.df) + Fr1.df;
903 Fd2.sf = (Fs2.df * Ft2.df) + Fr2.df;
904 }});
905 }
906
907 0x5: decode FUNCTION_LO {
908 0x0: msub_s({{ Fd.sf = (Fs.sf * Ft.sf) - Fr.sf; }});
909 0x1: msub_d({{ Fd.df = (Fs.df * Ft.df) - Fr.df; }});
910 0x6: msub_ps({{
911 Fd1.sf = (Fs1.df * Ft1.df) - Fr1.df;
912 Fd2.sf = (Fs2.df * Ft2.df) - Fr2.df;
913 }});
914 }
915
916 0x6: decode FUNCTION_LO {
917 0x0: nmadd_s({{ Fd.sf = (-1 * Fs.sf * Ft.sf) - Fr.sf; }});
918 0x1: nmadd_d({{ Fd.df = (-1 * Fs.df * Ft.df) + Fr.df; }});
919 0x6: nmadd_ps({{
920 Fd1.sf = -((Fs1.df * Ft1.df) + Fr1.df);
921 Fd2.sf = -((Fs2.df * Ft2.df) + Fr2.df);
922 }});
923 }
924
925 0x7: decode FUNCTION_LO {
926 0x0: nmsub_s({{ Fd.sf = (-1 * Fs.sf * Ft.sf) - Fr.sf; }});
927 0x1: nmsub_d({{ Fd.df = (-1 * Fs.df * Ft.df) - Fr.df; }});
928 0x6: nmsub_ps({{
929 Fd1.sf = -((Fs1.df * Ft1.df) - Fr1.df);
930 Fd2.sf = -((Fs2.df * Ft2.df) - Fr2.df);
931 }});
932 }
933
934 }
935 }
936
937 format Branch {
938 0x4: beql({{ cond = (Rs.sw == Rt.sw); }}, Likely);
939 0x5: bnel({{ cond = (Rs.sw != Rt.sw); }}, Likely);
940 0x6: blezl({{ cond = (Rs.sw <= 0); }}, Likely);
941 0x7: bgtzl({{ cond = (Rs.sw > 0); }}, Likely);
942 }
943 }
944
945 0x3: decode OPCODE_LO {
946 //Table A-5 MIPS32 SPECIAL2 Encoding of Function Field
947 0x4: decode FUNCTION_HI {
948 0x0: decode FUNCTION_LO {
949 0x2: IntOp::mul({{ int64_t temp1 = Rs.sd * Rt.sd;
950 Rd.sw = temp1<31:0>
951 }});
952
953 format HiLoOp {
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