/** * @fileoverview Implements PCjs 8086 group opcode helpers. * @author Jeff Parsons * @version 1.0 * @suppress {missingProperties} * Created 2012-Sep-05 * * Copyright © 2012-2014 Jeff Parsons * * This file is part of PCjs, which is part of the JavaScript Machines Project (aka JSMachines) * at and . * * PCjs is free software: you can redistribute it and/or modify it under the terms of the * GNU General Public License as published by the Free Software Foundation, either version 3 * of the License, or (at your option) any later version. * * PCjs is distributed in the hope that it will be useful, but WITHOUT ANY WARRANTY; without * even the implied warranty of MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the * GNU General Public License for more details. * * You should have received a copy of the GNU General Public License along with PCjs. If not, * see . * * You are required to include the above copyright notice in every source code file of every * copy or modified version of this work, and to display that copyright notice on every screen * that loads or runs any version of this software (see Computer.sCopyright). * * Some PCjs files also attempt to load external resource files, such as character-image files, * ROM files, and disk image files. Those external resource files are not considered part of the * PCjs program for purposes of the GNU General Public License, and the author does not claim * any copyright as to their contents. */ "use strict"; if (typeof module !== 'undefined') { var X86 = require("./x86"); var X86Help = require("./x86help"); var Debugger = require("./debugger"); } var X86Grps = { /** * @this {X86CPU} * @param {number} dst * @param {number} src * @return {number} */ opGrpADDb: function(dst, src) { this.resultAuxOverflow = dst ^ src; this.resultSize = X86.RESULT.SIZE_BYTE; this.nStepCycles -= (this.regEAWrite < 0? (this.regEA < 0? this.CYCLES.nOpCyclesArithRR : this.CYCLES.nOpCyclesArithRM) : this.CYCLES.nOpCyclesArithMR); return (this.resultValue = this.resultParitySign = dst + src) & 0xff; }, /** * @this {X86CPU} * @param {number} dst * @param {number} src * @return {number} */ opGrpORb: function(dst, src) { this.resultSize = X86.RESULT.SIZE_BYTE; this.nStepCycles -= (this.regEAWrite < 0? (this.regEA < 0? this.CYCLES.nOpCyclesArithRR : this.CYCLES.nOpCyclesArithRM) : this.CYCLES.nOpCyclesArithMR); return (this.resultValue = this.resultParitySign = this.resultAuxOverflow = dst | src) & 0xff; }, /** * NOTE: Notice that some of the simpler math functions could get away with updating resultSize before * the calculation, but here the calculation depends on the incoming carry value. * * @this {X86CPU} * @param {number} dst * @param {number} src * @return {number} */ opGrpADCb: function(dst, src) { this.resultAuxOverflow = dst ^ src; this.resultValue = this.resultParitySign = dst + src + ((this.resultValue & this.resultSize)? 1 : 0); this.resultSize = X86.RESULT.SIZE_BYTE; this.nStepCycles -= (this.regEAWrite < 0? (this.regEA < 0? this.CYCLES.nOpCyclesArithRR : this.CYCLES.nOpCyclesArithRM) : this.CYCLES.nOpCyclesArithMR); return this.resultValue & 0xff; }, /** * NOTE: Notice that some of the simpler math functions could get away with updating resultSize before * the calculation, but here the calculation depends on the incoming carry value. * * @this {X86CPU} * @param {number} dst * @param {number} src * @return {number} */ opGrpSBBb: function(dst, src) { this.resultAuxOverflow = dst ^ src; this.resultValue = this.resultParitySign = dst - src - ((this.resultValue & this.resultSize)? 1 : 0); this.resultSize = X86.RESULT.SIZE_BYTE; this.nStepCycles -= (this.regEAWrite < 0? (this.regEA < 0? this.CYCLES.nOpCyclesArithRR : this.CYCLES.nOpCyclesArithRM) : this.CYCLES.nOpCyclesArithMR); return this.resultValue & 0xff; }, /** * @this {X86CPU} * @param {number} dst * @param {number} src * @return {number} */ opGrpANDb: function(dst, src) { this.resultSize = X86.RESULT.SIZE_BYTE; this.nStepCycles -= (this.regEAWrite < 0? (this.regEA < 0? this.CYCLES.nOpCyclesArithRR : this.CYCLES.nOpCyclesArithRM) : this.CYCLES.nOpCyclesArithMR); return (this.resultValue = this.resultParitySign = this.resultAuxOverflow = dst & src) & 0xff; }, /** * @this {X86CPU} * @param {number} dst * @param {number} src * @return {number} */ opGrpSUBb: function(dst, src) { this.resultAuxOverflow = dst ^ src; this.resultSize = X86.RESULT.SIZE_BYTE; this.nStepCycles -= (this.regEAWrite < 0? (this.regEA < 0? this.CYCLES.nOpCyclesArithRR : this.CYCLES.nOpCyclesArithRM) : this.CYCLES.nOpCyclesArithMR); return (this.resultValue = this.resultParitySign = dst - src) & 0xff; }, /** * @this {X86CPU} * @param {number} dst * @param {number} src * @return {number} */ opGrpXORb: function(dst, src) { this.resultSize = X86.RESULT.SIZE_BYTE; this.nStepCycles -= (this.regEAWrite < 0? (this.regEA < 0? this.CYCLES.nOpCyclesArithRR : this.CYCLES.nOpCyclesArithRM) : this.CYCLES.nOpCyclesArithMR); return (this.resultValue = this.resultParitySign = this.resultAuxOverflow = dst ^ src) & 0xff; }, /** * @this {X86CPU} * @param {number} dst * @param {number} src * @return {number} dst unchanged */ opGrpCMPb: function(dst, src) { this.resultAuxOverflow = dst ^ src; this.resultSize = X86.RESULT.SIZE_BYTE; this.resultValue = this.resultParitySign = dst - src; this.nStepCycles -= (this.regEAWrite < 0? (this.regEA < 0? this.CYCLES.nOpCyclesArithRR : this.CYCLES.nOpCyclesCompareRM) : this.CYCLES.nOpCyclesArithRM); if (FASTDISABLE) this.setEAByte = this.setEAByteDisabled; else this.opFlags |= X86.OPFLAG.NOWRITE; return dst; }, /** * @this {X86CPU} * @param {number} dst * @param {number} src * @return {number} */ opGrpADDw: function(dst, src) { this.resultAuxOverflow = dst ^ src; this.resultSize = X86.RESULT.SIZE_WORD; this.nStepCycles -= (this.regEAWrite < 0? (this.regEA < 0? this.CYCLES.nOpCyclesArithRR : this.CYCLES.nOpCyclesArithRM) : this.CYCLES.nOpCyclesArithMR); return (this.resultValue = this.resultParitySign = dst + src) & 0xffff; }, /** * @this {X86CPU} * @param {number} dst * @param {number} src * @return {number} */ opGrpORw: function(dst, src) { this.resultSize = X86.RESULT.SIZE_WORD; this.nStepCycles -= (this.regEAWrite < 0? (this.regEA < 0? this.CYCLES.nOpCyclesArithRR : this.CYCLES.nOpCyclesArithRM) : this.CYCLES.nOpCyclesArithMR); return (this.resultValue = this.resultParitySign = this.resultAuxOverflow = dst | src) & 0xffff; }, /** * NOTE: Notice that some of the simpler math functions could get away with updating resultSize before * the calculation, but here the calculation depends on the incoming carry value. * * @this {X86CPU} * @param {number} dst * @param {number} src * @return {number} */ opGrpADCw: function(dst, src) { this.resultAuxOverflow = dst ^ src; this.resultValue = this.resultParitySign = dst + src + ((this.resultValue & this.resultSize)? 1 : 0); this.resultSize = X86.RESULT.SIZE_WORD; this.nStepCycles -= (this.regEAWrite < 0? (this.regEA < 0? this.CYCLES.nOpCyclesArithRR : this.CYCLES.nOpCyclesArithRM) : this.CYCLES.nOpCyclesArithMR); return this.resultValue & 0xffff; }, /** * NOTE: Notice that some of the simpler math functions could get away with updating resultSize before * the calculation, but here the calculation depends on the incoming carry value. * * @this {X86CPU} * @param {number} dst * @param {number} src * @return {number} */ opGrpSBBw: function(dst, src) { this.resultAuxOverflow = dst ^ src; this.resultValue = this.resultParitySign = dst - src - ((this.resultValue & this.resultSize)? 1 : 0); this.resultSize = X86.RESULT.SIZE_WORD; this.nStepCycles -= (this.regEAWrite < 0? (this.regEA < 0? this.CYCLES.nOpCyclesArithRR : this.CYCLES.nOpCyclesArithRM) : this.CYCLES.nOpCyclesArithMR); return this.resultValue & 0xffff; }, /** * @this {X86CPU} * @param {number} dst * @param {number} src * @return {number} */ opGrpANDw: function(dst, src) { this.resultSize = X86.RESULT.SIZE_WORD; this.nStepCycles -= (this.regEAWrite < 0? (this.regEA < 0? this.CYCLES.nOpCyclesArithRR : this.CYCLES.nOpCyclesArithRM) : this.CYCLES.nOpCyclesArithMR); return (this.resultValue = this.resultParitySign = this.resultAuxOverflow = dst & src) & 0xffff; }, /** * @this {X86CPU} * @param {number} dst * @param {number} src * @return {number} */ opGrpSUBw: function(dst, src) { this.resultAuxOverflow = dst ^ src; this.resultSize = X86.RESULT.SIZE_WORD; this.nStepCycles -= (this.regEAWrite < 0? (this.regEA < 0? this.CYCLES.nOpCyclesArithRR : this.CYCLES.nOpCyclesArithRM) : this.CYCLES.nOpCyclesArithMR); return (this.resultValue = this.resultParitySign = dst - src) & 0xffff; }, /** * @this {X86CPU} * @param {number} dst * @param {number} src * @return {number} */ opGrpXORw: function(dst, src) { this.resultSize = X86.RESULT.SIZE_WORD; this.nStepCycles -= (this.regEAWrite < 0? (this.regEA < 0? this.CYCLES.nOpCyclesArithRR : this.CYCLES.nOpCyclesArithRM) : this.CYCLES.nOpCyclesArithMR); return (this.resultValue = this.resultParitySign = this.resultAuxOverflow = dst ^ src) & 0xffff; }, /** * @this {X86CPU} * @param {number} dst * @param {number} src * @return {number} dst unchanged */ opGrpCMPw: function(dst, src) { this.resultAuxOverflow = dst ^ src; this.resultSize = X86.RESULT.SIZE_WORD; this.resultValue = this.resultParitySign = dst - src; this.nStepCycles -= (this.regEAWrite < 0? (this.regEA < 0? this.CYCLES.nOpCyclesArithRR : this.CYCLES.nOpCyclesCompareRM) : this.CYCLES.nOpCyclesArithRM); if (FASTDISABLE) this.setEAWord = this.setEAWordDisabled; else this.opFlags |= X86.OPFLAG.NOWRITE; return dst; }, /** * @this {X86CPU} * @param {number} dst (current value, ignored) * @param {number} src (new value) * @return {number} dst (updated value, from src) */ opGrpPOPw: function(dst, src) { this.nStepCycles -= (this.regEAWrite < 0? this.CYCLES.nOpCyclesPopReg : this.CYCLES.nOpCyclesPopMem); return src; }, /** * @this {X86CPU} * @param {number} dst (current value, ignored) * @param {number} src (new value) * @return {number} dst (updated value, from src) */ opGrpMOVImm: function(dst, src) { this.nStepCycles -= (this.regEAWrite < 0? this.CYCLES.nOpCyclesMovRI : this.CYCLES.nOpCyclesMovMI); return src; }, /** * All the rotate instructions (RCL, RCR, ROL, ROR) affect only CARRY and OVERFLOW. This means that in the process * of updating CARRY and OVERFLOW (and possibly changing resultSize from SIZE_BYTE to SIZE_WORD, or vice versa), * we must take care to preserve SIGN, ZERO, and the other arithmetic flags. * * This code originally left resultParitySign alone, but if resultSize changes, then resultParitySign needs to * change along with it. PARITY is always based on the low 8 bits of resultParitySign, so let's focus on SIGN: * if resultSize is changing from SIZE_BYTE to SIZE_WORD, propagating bit 7 to bit 15 of resultParitySign preserves * SIGN; similarly, if resultSize is changing from SIZE_WORD to SIZE_BYTE, propagating bit 15 to bit 7 preserves * SIGN--but could also alter PARITY. So we must compensate: if bit 15 differs from bit 7, then XOR resultParitySign * with 0xC0, which will flip not only bit 7 but also bit 6, thereby preserving PARITY. * * resultValue merits similar consideration because of the ZERO flag: if resultSize increases, nothing needs to be * done, because the larger size will still pick up any non-zero bits in the lower 8 bits of resultValue, but if it * decreases, we need to OR the upper 8 bits from resultValue into the lower 8 bits. * * Finally, this function must set the CARRY and OVERFLOW flags according to the given result. OVERFLOW is a particular * pain, because it has a dependency on resultParitySign; the simplest solution is to call setOF() or clearOF(). * * NOTE: Although I've yet to find confirmation of this for the 8086/8088, OVERFLOW is "undefined" on modern x86 * CPUs for shift counts > 1 (in fact, on modern CPUs, OVERFLOW tends to be clear in those situations). Since I set * OVERFLOW the same way for all shift counts, my "well-defined" behavior may or may not match the 8086/8088, but * until I see a defined behavior (or more importantly, some dependency on a different behavior), this seems good enough. * * UPDATE: While the desire to set resultSize to match the operand size is strong, it occurred to me later that * it would be easier to leave resultSize as-is and simply set CARRY and OVERFLOW based on the previous resultSize, * since there isn't actually any requirement or dependency (that I can think of) that resultSize always reflect the * operand size of the last operation. And since only 2 of the 6 arithmetic flags need to change, that tips the scales * in favor of leaving resultSize alone. However, the previous code that worked so hard to update resultSize is still * here, commented out; it works, but it's less efficient. * * @this {X86CPU} * @param {number} result (untruncated, so that we can inspect it for CARRY and OVERFLOW) * @param {number} size */ opGrpRotateFlags: function(result, size) { /* var deltaSize = size - this.resultSize; if (deltaSize) { var bitsXOR = 0; var bitsSign = this.resultParitySign & 0x8080; if (deltaSize > 0) { if (bitsSign == 0x0080 || bitsSign == 0x8000) bitsXOR = 0x8000; } else { if (bitsSign == 0x0080 || bitsSign == 0x8000) bitsXOR = 0x00C0; this.resultValue |= (this.resultValue >> 8); } this.resultParitySign ^= bitsXOR; this.resultSize = size; } this.resultValue = (this.resultValue & (size - 1)) | (result & size); if ((result ^ (result >> 1)) & (size >> 1)) this.setOF(); else this.clearOF(); */ this.resultValue = (this.resultValue & (this.resultSize - 1)) | ((result & size)? this.resultSize : 0); if ((result ^ (result >> 1)) & (size >> 1)) this.setOF(); else this.clearOF(); }, /** * @this {X86CPU} * @param {number} dst * @param {number} src (1 or CL) * @return {number} */ opGrpROLb: function(dst, src) { var result = dst; var flagsIn = (DEBUG? this.getPS() : 0); if (src) { var temp; var shift = src & 0x7; // this smaller mask obviates the need to mask with this.nShiftCountMask if (!shift) { temp = dst << 8; } else { result = (temp = (dst << shift) | (dst >> (8 - shift))) & 0xff; } X86Grps.opGrpRotateFlags.call(this, temp, X86.RESULT.SIZE_BYTE); } if (DEBUG && DEBUGGER) this.traceLog('ROLB', dst, src, flagsIn, this.getPS(), result); return result; }, /** * @this {X86CPU} * @param {number} dst * @param {number} src (1 or CL) * @return {number} */ opGrpROLw: function(dst, src) { var result = dst; var flagsIn = (DEBUG? this.getPS() : 0); if (src) { var temp; var shift = src & 0xf; // this smaller mask obviates the need to mask with this.nShiftCountMask if (!shift) { temp = dst << 16; } else { result = (temp = (dst << shift) | (dst >> (16 - shift))) & 0xffff; } X86Grps.opGrpRotateFlags.call(this, temp, X86.RESULT.SIZE_WORD); } if (DEBUG && DEBUGGER) this.traceLog('ROLW', dst, src, flagsIn, this.getPS(), result); return result; }, /** * @this {X86CPU} * @param {number} dst * @param {number} src (1 or CL) * @return {number} */ opGrpRORb: function(dst, src) { var result = dst; var flagsIn = (DEBUG? this.getPS() : 0); if (src) { var temp; var shift = src & 0x7; // this smaller mask obviates the need to mask with this.nShiftCountMask result = temp = ((dst >> shift) | (dst << (8 - shift))) & 0xff; if (temp & 0x80) temp |= X86.RESULT.SIZE_BYTE; X86Grps.opGrpRotateFlags.call(this, temp, X86.RESULT.SIZE_BYTE); } if (DEBUG && DEBUGGER) this.traceLog('RORB', dst, src, flagsIn, this.getPS(), result); return result; }, /** * @this {X86CPU} * @param {number} dst * @param {number} src (1 or CL) * @return {number} */ opGrpRORw: function(dst, src) { var result = dst; var flagsIn = (DEBUG? this.getPS() : 0); if (src) { var temp; var shift = src & 0xf; // this smaller mask obviates the need to mask with this.nShiftCountMask result = temp = ((dst >> shift) | (dst << (16 - shift))) & 0xffff; if (temp & 0x8000) temp |= X86.RESULT.SIZE_WORD; X86Grps.opGrpRotateFlags.call(this, temp, X86.RESULT.SIZE_WORD); } if (DEBUG && DEBUGGER) this.traceLog('RORW', dst, src, flagsIn, this.getPS(), result); return result; }, /** * @this {X86CPU} * @param {number} dst * @param {number} src (1 or CL) * @return {number} */ opGrpRCLb: function(dst, src) { var result = dst; var flagsIn = (DEBUG? this.getPS() : 0); if (src) { var temp; var shift = (src & this.nShiftCountMask) % 0x9; if (!shift) { temp = dst | (((this.resultValue & this.resultSize)? 1 : 0) << 8); } else { temp = (dst << shift) | (((this.resultValue & this.resultSize)? 1 : 0) << (shift - 1)) | (dst >> (9 - shift)); result = temp & 0xff; } X86Grps.opGrpRotateFlags.call(this, temp, X86.RESULT.SIZE_BYTE); } if (DEBUG && DEBUGGER) this.traceLog('RCLB', dst, src, flagsIn, this.getPS(), result); return result; }, /** * @this {X86CPU} * @param {number} dst * @param {number} src (1 or CL) * @return {number} */ opGrpRCLw: function(dst, src) { var result = dst; var flagsIn = (DEBUG? this.getPS() : 0); if (src) { var temp; var shift = (src & this.nShiftCountMask) % 0x11; if (!shift) { temp = dst | (((this.resultValue & this.resultSize)? 1 : 0) << 16); } else { temp = (dst << shift) | (((this.resultValue & this.resultSize)? 1 : 0) << (shift - 1)) | (dst >> (17 - shift)); result = temp & 0xffff; } X86Grps.opGrpRotateFlags.call(this, temp, X86.RESULT.SIZE_WORD); } if (DEBUG && DEBUGGER) this.traceLog('RCLW', dst, src, flagsIn, this.getPS(), result); return result; }, /** * @this {X86CPU} * @param {number} dst * @param {number} src (1 or CL) * @return {number} */ opGrpRCRb: function(dst, src) { var result = dst; var flagsIn = (DEBUG? this.getPS() : 0); if (src) { var shift = (src & this.nShiftCountMask) % 0x9; result = (dst >> shift) | (((this.resultValue & this.resultSize)? 1 : 0) << (8 - shift)) | (dst << (9 - shift)); X86Grps.opGrpRotateFlags.call(this, result, X86.RESULT.SIZE_BYTE); result &= 0xff; } if (DEBUG && DEBUGGER) this.traceLog('RCRB', dst, src, flagsIn, this.getPS(), result); return result; }, /** * @this {X86CPU} * @param {number} dst * @param {number} src (1 or CL) * @return {number} */ opGrpRCRw: function(dst, src) { var result = dst; var flagsIn = (DEBUG? this.getPS() : 0); if (src) { var shift = (src & this.nShiftCountMask) % 0x11; result = (dst >> shift) | (((this.resultValue & this.resultSize)? 1 : 0) << (16 - shift)) | (dst << (17 - shift)); X86Grps.opGrpRotateFlags.call(this, result, X86.RESULT.SIZE_WORD); result &= 0xffff; } if (DEBUG && DEBUGGER) this.traceLog('RCRW', dst, src, flagsIn, this.getPS(), result); return result; }, /** * WARNING: Although we set all the arithmetic flags for shift instructions, including * AUXCARRY (PS_AF), AUXCARRY isn't properly set on a real 8086/8088; its value is * documented as "undefined." Similarly, OVERFLOW (PS_OF) is documented as "undefined" * for shifts > 1. * * For example, when AL=09, SHL AL,1 may clear PS_AF on a real CPU, but in our case, * it will be set. However, until I see documented 8086/8088 behaviors for PS_AF and PS_OF * and/or code that depends on them, I'll continue setting PS_AF and PS_OF "normally". * * See also: AND, OR, TEST, and XOR (those instructions leave AUXCARRY "undefined" as well). * * @this {X86CPU} * @param {number} dst * @param {number} src (1 or CL, or an immediate byte for 80186/80188 and up) * @return {number} */ opGrpSHLb: function(dst, src) { var result = dst; var flagsIn = (DEBUG? this.getPS() : 0); if (src) { if (src > 8) // this comparison obviates the need to mask with this.nShiftCountMask result = this.resultValue = this.resultParitySign = 0; else result = (this.resultValue = this.resultParitySign = (dst << src)) & 0xff; this.resultAuxOverflow = 0; this.resultSize = X86.RESULT.SIZE_BYTE; } if (DEBUG && DEBUGGER) this.traceLog('SHLB', dst, src, flagsIn, this.getPS(), result); return result; }, /** * WARNING: Although we set all the arithmetic flags for shift instructions, including * AUXCARRY (PS_AF), AUXCARRY isn't properly set on a real 8086/8088; its value is * documented as "undefined." Similarly, OVERFLOW (PS_OF) is documented as "undefined" * for shifts > 1. See opGrpSHLb() for more details. * * @this {X86CPU} * @param {number} dst * @param {number} src (1 or CL, or an immediate byte for 80186/80188 and up) * @return {number} */ opGrpSHLw: function(dst, src) { var result = dst; var flagsIn = (DEBUG? this.getPS() : 0); if (src) { if (src > 16) // this comparison obviates the need to mask with this.nShiftCountMask result = this.resultValue = this.resultParitySign = 0; else result = (this.resultValue = this.resultParitySign = (dst << src)) & 0xffff; this.resultAuxOverflow = 0; this.resultSize = X86.RESULT.SIZE_WORD; } if (DEBUG && DEBUGGER) this.traceLog('SHLW', dst, src, flagsIn, this.getPS(), result); return result; }, /** * WARNING: Although we set all the arithmetic flags for shift instructions, including * AUXCARRY (PS_AF), AUXCARRY isn't properly set on a real 8086/8088; its value is * documented as "undefined." Similarly, OVERFLOW (PS_OF) is documented as "undefined" * for shifts > 1. See opGrpSHLb() for more details. * * @this {X86CPU} * @param {number} dst * @param {number} src (1 or CL, or an immediate byte for 80186/80188 and up) * @return {number} */ opGrpSHRb: function(dst, src) { if (src) { // the following comparison obviates the need to mask with this.nShiftCountMask var temp = (src > 8? 0 : (dst >> (src - 1))); this.resultValue = this.resultParitySign = temp >> 1; if (temp & 0x01) this.resultValue |= X86.RESULT.SIZE_BYTE; else this.resultValue &= ~X86.RESULT.SIZE_BYTE; this.resultAuxOverflow = dst ^ this.resultValue; this.resultSize = X86.RESULT.SIZE_BYTE; dst = this.resultValue; } return dst & 0xff; }, /** * WARNING: Although we set all the arithmetic flags for shift instructions, including * AUXCARRY (PS_AF), AUXCARRY isn't properly set on a real 8086/8088; its value is * documented as "undefined." Similarly, OVERFLOW (PS_OF) is documented as "undefined" * for shifts > 1. See opGrpSHLb() for more details. * * @this {X86CPU} * @param {number} dst * @param {number} src (1 or CL, or an immediate byte for 80186/80188 and up) * @return {number} */ opGrpSHRw: function(dst, src) { if (src) { // the following comparison obviates the need to mask with this.nShiftCountMask var temp = (src > 16? 0 : (dst >> (src - 1))); this.resultValue = this.resultParitySign = temp >> 1; if (temp & 0x01) this.resultValue |= X86.RESULT.SIZE_WORD; else this.resultValue &= ~X86.RESULT.SIZE_WORD; this.resultAuxOverflow = dst ^ this.resultValue; this.resultSize = X86.RESULT.SIZE_WORD; dst = this.resultValue; } return dst & 0xffff; }, /** * WARNING: Although we set all the arithmetic flags for shift instructions, including * AUXCARRY (PS_AF), AUXCARRY isn't properly set on a real 8086/8088; its value is * documented as "undefined." Similarly, OVERFLOW (PS_OF) is documented as "undefined" * for shifts > 1. See opGrpSHLb() for more details. * * @this {X86CPU} * @param {number} dst * @param {number} src (1 or CL, or an immediate byte for 80186/80188 and up) * @return {number} */ opGrpSARb: function(dst, src) { if (src) { if (src > 8) src = 9; // this comparison obviates the need to mask with this.nShiftCountMask var temp = ((dst << 24) >> 24) >> (src - 1); this.resultValue = this.resultParitySign = temp >> 1; if (temp & 0x01) this.resultValue |= X86.RESULT.SIZE_BYTE; else this.resultValue &= ~X86.RESULT.SIZE_BYTE; this.resultAuxOverflow = dst ^ this.resultValue; this.resultSize = X86.RESULT.SIZE_BYTE; dst = this.resultValue; } return dst & 0xff; }, /** * WARNING: Although we set all the arithmetic flags for shift instructions, including * AUXCARRY (PS_AF), AUXCARRY isn't properly set on a real 8086/8088; its value is * documented as "undefined." Similarly, OVERFLOW (PS_OF) is documented as "undefined" * for shifts > 1. See opGrpSHLb() for more details. * * @this {X86CPU} * @param {number} dst * @param {number} src (1 or CL, or an immediate byte for 80186/80188 and up) * @return {number} */ opGrpSARw: function(dst, src) { if (src) { if (src > 16) src = 17; // this comparison obviates the need to mask with this.nShiftCountMask var temp = ((dst << 16) >> 16) >> (src - 1); this.resultValue = this.resultParitySign = temp >> 1; if (temp & 0x01) this.resultValue |= X86.RESULT.SIZE_WORD; else this.resultValue &= ~X86.RESULT.SIZE_WORD; this.resultAuxOverflow = dst ^ this.resultValue; this.resultSize = X86.RESULT.SIZE_WORD; dst = this.resultValue; } return dst & 0xffff; }, /** * @this {X86CPU} * @param {number} dst * @param {number} src (null; we have to supply the source ourselves) * @return {number} */ opGrpTEST8: function(dst, src) { src = this.getIPByte(); this.resultValue = this.resultParitySign = this.resultAuxOverflow = dst & src; this.resultSize = X86.RESULT.SIZE_BYTE; this.nStepCycles -= (this.regEA < 0? this.CYCLES.nOpCyclesTestRI : this.CYCLES.nOpCyclesTestMI); if (FASTDISABLE) this.setEAByte = this.setEAByteDisabled; else this.opFlags |= X86.OPFLAG.NOWRITE; return dst; }, /** * @this {X86CPU} * @param {number} dst * @param {number} src (null; we have to supply the source ourselves) * @return {number} */ opGrpTEST16: function(dst, src) { src = this.getIPWord(); this.resultValue = this.resultParitySign = this.resultAuxOverflow = dst & src; this.resultSize = X86.RESULT.SIZE_WORD; this.nStepCycles -= (this.regEA < 0? this.CYCLES.nOpCyclesTestRI : this.CYCLES.nOpCyclesTestMI); if (FASTDISABLE) this.setEAWord = this.setEAWordDisabled; else this.opFlags |= X86.OPFLAG.NOWRITE; return dst; }, /** * @this {X86CPU} * @param {number} dst * @param {number} src (null) * @return {number} */ opGrpNOTb: function(dst, src) { this.nStepCycles -= (this.regEA < 0? this.CYCLES.nOpCyclesNegR : this.CYCLES.nOpCyclesNegM); return dst ^ 0xff; }, /** * @this {X86CPU} * @param {number} dst * @param {number} src (null) * @return {number} */ opGrpNOTw: function(dst, src) { this.nStepCycles -= (this.regEA < 0? this.CYCLES.nOpCyclesNegR : this.CYCLES.nOpCyclesNegM); return dst ^ 0xffff; }, /** * @this {X86CPU} * @param {number} dst * @param {number} src (null) * @return {number} */ opGrpNEGb: function(dst, src) { src = 0; this.resultAuxOverflow = dst ^ src; this.resultSize = X86.RESULT.SIZE_BYTE; this.nStepCycles -= (this.regEA < 0? this.CYCLES.nOpCyclesNegR : this.CYCLES.nOpCyclesNegM); return (this.resultValue = this.resultParitySign = src - dst) & 0xff; }, /** * @this {X86CPU} * @param {number} dst * @param {number} src (null) * @return {number} */ opGrpNEGw: function(dst, src) { src = 0; this.resultAuxOverflow = dst ^ src; this.resultSize = X86.RESULT.SIZE_WORD; this.nStepCycles -= (this.regEA < 0? this.CYCLES.nOpCyclesNegR : this.CYCLES.nOpCyclesNegM); return (this.resultValue = this.resultParitySign = src - dst) & 0xffff; }, /** * @this {X86CPU} * @param {number} dst * @param {number} src (null) * @return {number} (we return dst unchanged, since it's actually AX that's modified) */ opGrpMULb: function(dst, src) { this.regAX = this.regMD16 = (this.resultValue = (src = this.regAX & 0xff) * dst) & 0xffff; this.resultAuxOverflow = this.resultParitySign = this.resultValue; this.resultSize = X86.RESULT.SIZE_BYTE; /* * TODO: Look into a more efficient way of setting/synchronizing CF and OF; this code works, * but it somewhat defeats the purpose of the indirect result variables that we've set above. */ if (this.regAX & 0xff00) { this.setCF(); this.setOF(); } else { this.clearCF(); this.clearOF(); } /* * Multiply/divide instructions specify only a single operand, which the decoders pass to us * via the dst parameter, so we set src to the other implied operand (either AX or DX:AX). * However, src is technically an output, and dst is merely an input (which is why we must return * dst unchanged). So, to make traceLog() more consistent, we reverse the order of dst and src. */ if (DEBUG && DEBUGGER) this.traceLog('MULB', src, dst, null, this.getPS(), this.regMD16); this.nStepCycles -= (this.regEA < 0? this.CYCLES.nOpCyclesMulBR : this.CYCLES.nOpCyclesMulBM); if (FASTDISABLE) this.setEAByte = this.setEAByteDisabled; else this.opFlags |= X86.OPFLAG.NOWRITE; return dst; }, /** * This 16-bit multiplication must indicate when the upper 8 bits are simply a sign-extension of the * lower 8 bits (carry clear) and when the upper 8 bits contain significant bits (carry set). The latter * will occur whenever a positive result is > 127 (0x007f) and whenever a negative result is < -128 * (0xff80). * * Example 1: 16 * 4 = 64 (0x0040): carry is clear * Example 2: 16 * 8 = 128 (0x0080): carry is set (the sign bit no longer fits in the lower 8 bits) * Example 3: 16 * -8 (0xf8) = -128 (0xff80): carry is clear (the sign bit *still* fits in the lower 8 bits) * Example 4: 16 * -16 (0xf0) = -256 (0xff00): carry is set (the sign bit no longer fits in the lower 8 bits) * * An earlier version of this function assumed it simply needed to check bit 7 of the result to determine carry, * which was completely broken. * * @this {X86CPU} * @param {number} dst * @param {number} src (null) * @return {number} (we return dst unchanged, since it's actually AX that's modified) */ opGrpIMULb: function(dst, src) { var result = (((src = this.regAX) << 24) >> 24) * ((dst << 24) >> 24); this.regAX = this.regMD16 = result & 0xffff; this.resultValue = this.resultAuxOverflow = this.resultParitySign = result; this.resultSize = X86.RESULT.SIZE_BYTE; /* * TODO: Look into a more efficient way of setting/synchronizing CF and OF; this code works, * but it somewhat defeats the purpose of the indirect result variables that we've set above. */ if (result > 127 || result < -128) { this.setCF(); this.setOF(); } else { this.clearCF(); this.clearOF(); } /* * Multiply/divide instructions specify only a single operand, which the decoders pass to us * via the dst parameter, so we set src to the other implied operand (either AX or DX:AX). * However, src is technically an output, and dst is merely an input (which is why we must return * dst unchanged). So, to make traceLog() more consistent, we reverse the order of dst and src. */ if (DEBUG && DEBUGGER) this.traceLog('IMULB', src, dst, null, this.getPS(), this.regMD16); this.nStepCycles -= (this.regEA < 0? this.CYCLES.nOpCyclesIMulBR : this.CYCLES.nOpCyclesIMulBM); if (FASTDISABLE) this.setEAByte = this.setEAByteDisabled; else this.opFlags |= X86.OPFLAG.NOWRITE; return dst; }, /** * @this {X86CPU} * @param {number} dst * @param {number} src (null) * @return {number} (we return dst unchanged, since it's actually AX that's modified) */ opGrpDIVb: function(dst, src) { /* * Detect zero divisor */ if (!dst) { X86Help.opHelpDIVOverflow.call(this); return dst; } /* * Detect small divisor (quotient overflow) */ var uQuotient = ((src = this.regAX) / dst); if (uQuotient > 0xff) { X86Help.opHelpDIVOverflow.call(this); return dst; } this.regMD16 = this.regAX = (uQuotient & 0xff) | (((this.regAX % dst) & 0xff) << 8); /* * TODO: Verify that all of the arithmetic flags are "undefined" after DIV, and that this code unnecessary */ this.resultParitySign = this.resultAuxOverflow = (this.resultValue = uQuotient | X86.RESULT.SIZE_BYTE); this.resultSize = X86.RESULT.SIZE_BYTE; /* * Multiply/divide instructions specify only a single operand, which the decoders pass to us * via the dst parameter, so we set src to the other implied operand (either AX or DX:AX). * However, src is technically an output, and dst is merely an input (which is why we must return * dst unchanged). So, to make traceLog() more consistent, we reverse the order of dst and src. */ if (DEBUG && DEBUGGER) this.traceLog('DIVB', src, dst, null, this.getPS(), this.regMD16); this.nStepCycles -= (this.regEA < 0? this.CYCLES.nOpCyclesDivBR : this.CYCLES.nOpCyclesDivBM); if (FASTDISABLE) this.setEAByte = this.setEAByteDisabled; else this.opFlags |= X86.OPFLAG.NOWRITE; return dst; }, /** * @this {X86CPU} * @param {number} dst * @param {number} src (null) * @return {number} (we return dst unchanged, since it's actually AX that's modified) * * TODO: Implement the following difference, from "AP-186: Introduction to the 80186 Microprocessor, March 1983": * * "The 8086 will cause a divide error whenever the absolute value of the quotient is greater then 7FFFH * (for word operations) or if the absolute value of the quotient is greater than 7FH (for byte operations). * The 80186 has expanded the range of negative numbers allowed as a quotient by 1 to include 8000H and 80H. * These numbers represent the most negative numbers representable using 2's complement arithmetic (equaling * -32768 and -128 in decimal, respectively)." */ opGrpIDIVb: function(dst, src) { /* * Detect zero divisor */ if (!dst) { X86Help.opHelpDIVOverflow.call(this); return dst; } /* * Detect small divisor (quotient overflow) */ var lQuotient = ((((src = this.regAX) << 16) >> 16) / ((dst << 24) >> 24)); if (lQuotient > ((lQuotient << 24) >> 24) & 0xffff) { X86Help.opHelpDIVOverflow.call(this); return dst; } this.regMD16 = this.regAX = (lQuotient & 0xff) | (((((this.regAX << 16) >> 16) % ((dst << 24) >> 24)) & 0xff) << 8); /* * TODO: Verify that all of the arithmetic flags are "undefined" after IDIV, and that this code unnecessary */ this.resultParitySign = this.resultAuxOverflow = (this.resultValue = lQuotient | X86.RESULT.SIZE_BYTE); this.resultSize = X86.RESULT.SIZE_BYTE; /* * Multiply/divide instructions specify only a single operand, which the decoders pass to us * via the dst parameter, so we set src to the other implied operand (either AX or DX:AX). * However, src is technically an output, and dst is merely an input (which is why we must return * dst unchanged). So, to make traceLog() more consistent, we reverse the order of dst and src. */ if (DEBUG && DEBUGGER) this.traceLog('IDIVB', src, dst, null, this.getPS(), this.regMD16); this.nStepCycles -= (this.regEA < 0? this.CYCLES.nOpCyclesIDivBR : this.CYCLES.nOpCyclesIDivBM); if (FASTDISABLE) this.setEAByte = this.setEAByteDisabled; else this.opFlags |= X86.OPFLAG.NOWRITE; return dst; }, /** * @this {X86CPU} * @param {number} dst * @param {number} src (null) * @return {number} (we return dst unchanged, since it's actually DX:AX that's modified) */ opGrpMULw: function(dst, src) { this.regMD16 = this.regAX = (this.resultValue = (src = this.regAX) * dst) & 0xffff; this.regMD32 = this.regDX = (this.resultValue >> 16) & 0xffff; this.resultAuxOverflow = this.resultParitySign = this.resultValue; this.resultSize = X86.RESULT.SIZE_WORD; /* * TODO: Look into a more efficient way of setting/synchronizing CF and OF; this code works, * but it somewhat defeats the purpose of the indirect result variables that we've set above. */ if (this.regDX) { this.setCF(); this.setOF(); } else { this.clearCF(); this.clearOF(); } /* * Multiply/divide instructions specify only a single operand, which the decoders pass to us * via the dst parameter, so we set src to the other implied operand (either AX or DX:AX). * However, src is technically an output, and dst is merely an input (which is why we must return * dst unchanged). So, to make traceLog() more consistent, we reverse the order of dst and src. */ if (DEBUG && DEBUGGER) this.traceLog('MULW', src, dst, null, this.getPS(), this.regMD16 | (this.regMD32 << 16)); this.nStepCycles -= (this.regEA < 0? this.CYCLES.nOpCyclesMulWR : this.CYCLES.nOpCyclesMulWM); if (FASTDISABLE) this.setEAWord = this.setEAWordDisabled; else this.opFlags |= X86.OPFLAG.NOWRITE; return dst; }, /** * This 32-bit multiplication must indicate when the upper 16 bits are simply a sign-extension of the * lower 16 bits (carry clear) and when the upper 16 bits contain significant bits (carry set). The latter * will occur whenever a positive result is > 32767 (0x00007fff) and whenever a negative result is < -32768 * (0xffff8000). * * Example 1: 256 * 64 = 16384 (0x00004000): carry is clear * Example 2: 256 * 128 = 32768 (0x00008000): carry is set (the sign bit no longer fits in the lower 16 bits) * Example 3: 256 * -128 (0xff80) = -32768 (0xffff8000): carry is clear (the sign bit *still* fits in the lower 16 bits) * Example 4: 256 * -256 (0xff00) = -65536 (0xffff0000): carry is set (the sign bit no longer fits in the lower 16 bits) * * An earlier version of this function assumed it simply needed to check bit 15 of the result to determine carry, * which was completely broken. * * @this {X86CPU} * @param {number} dst * @param {number} src (null) * @return {number} (we return dst unchanged, since it's actually DX:AX that's modified) */ opGrpIMULw: function(dst, src) { var result = (((src = this.regAX) << 16) >> 16) * ((dst << 16) >> 16); this.regAX = this.regMD16 = result & 0xffff; this.regDX = this.regMD32 = (result >> 16) & 0xffff; this.resultValue = this.resultAuxOverflow = this.resultParitySign = result; this.resultSize = X86.RESULT.SIZE_WORD; /* * TODO: Look into a more efficient way of setting/synchronizing CF and OF; this code works, * but it somewhat defeats the purpose of the indirect result variables that we've set above. */ if (result > 32767 || result < -32768) { this.setCF(); this.setOF(); } else { this.clearCF(); this.clearOF(); } /* * Multiply/divide instructions specify only a single operand, which the decoders pass to us * via the dst parameter, so we set src to the other implied operand (either AX or DX:AX). * However, src is technically an output, and dst is merely an input (which is why we must return * dst unchanged). So, to make traceLog() more consistent, we reverse the order of dst and src. */ if (DEBUG && DEBUGGER) this.traceLog('IMULW', src, dst, null, this.getPS(), this.regMD16 | (this.regMD32 << 16)); this.nStepCycles -= (this.regEA < 0? this.CYCLES.nOpCyclesIMulWR : this.CYCLES.nOpCyclesIMulWM); if (FASTDISABLE) this.setEAWord = this.setEAWordDisabled; else this.opFlags |= X86.OPFLAG.NOWRITE; return dst; }, /** * @this {X86CPU} * @param {number} dst * @param {number} src (null) * @return {number} (we return dst unchanged, since it's actually DX:AX that's modified) */ opGrpDIVw: function(dst, src) { /* * Detect zero divisor */ if (!dst) { X86Help.opHelpDIVOverflow.call(this); return dst; } /* * Detect small divisor (quotient overflow) * * WARNING: We CANNOT simply do "src = (this.regDX << 16) | this.regAX", because if bit 15 of DX * is set, JavaScript will create a negative 32-bit number. So we instead use non-bit-wise operators * to force JavaScript to create a floating-point value that won't suffer from 32-bit-math side-effects. */ src = this.regAX + this.regDX * X86.RESULT.SIZE_WORD; var uQuotient = Math.floor(src / dst); if (uQuotient >= X86.RESULT.SIZE_WORD) { X86Help.opHelpDIVOverflow.call(this); return dst; } this.regMD16 = this.regAX = (uQuotient & 0xffff); this.regMD32 = this.regDX = (src % dst) & 0xffff; /* * TODO: Verify that all of the arithmetic flags are "undefined" after DIV, and that this code unnecessary */ this.resultParitySign = this.resultAuxOverflow = (this.resultValue = uQuotient | X86.RESULT.SIZE_WORD); this.resultSize = X86.RESULT.SIZE_WORD; /* * Multiply/divide instructions specify only a single operand, which the decoders pass to us * via the dst parameter, so we set src to the other implied operand (either AX or DX:AX). * However, src is technically an output, and dst is merely an input (which is why we must return * dst unchanged). So, to make traceLog() more consistent, we reverse the order of dst and src. */ if (DEBUG && DEBUGGER) this.traceLog('DIVW', src, dst, null, this.getPS(), this.regMD16 | (this.regMD32 << 16)); this.nStepCycles -= (this.regEA < 0? this.CYCLES.nOpCyclesDivWR : this.CYCLES.nOpCyclesDivWM); if (FASTDISABLE) this.setEAWord = this.setEAWordDisabled; else this.opFlags |= X86.OPFLAG.NOWRITE; return dst; }, /** * @this {X86CPU} * @param {number} dst * @param {number} src (null) * @return {number} (we return dst unchanged, since it's actually DX:AX that's modified) * * TODO: Implement the following difference, from "AP-186: Introduction to the 80186 Microprocessor, March 1983": * * "The 8086 will cause a divide error whenever the absolute value of the quotient is greater then 7FFFH * (for word operations) or if the absolute value of the quotient is greater than 7FH (for byte operations). * The 80186 has expanded the range of negative numbers allowed as a quotient by 1 to include 8000H and 80H. * These numbers represent the most negative numbers representable using 2's complement arithmetic (equaling * -32768 and -128 in decimal, respectively)." */ opGrpIDIVw: function(dst, src) { /* * Detect zero divisor */ if (!dst) { X86Help.opHelpDIVOverflow.call(this); return dst; } /* * Detect small divisor (quotient overflow) */ var lDivisor = ((dst << 16) >> 16); src = (this.regDX << 16) | this.regAX; var lQuotient = Math.floor(src / lDivisor); if (lQuotient != ((lQuotient & 0xffff) << 16) >> 16) { X86Help.opHelpDIVOverflow.call(this); return dst; } this.regMD16 = this.regAX = (lQuotient & 0xffff); this.regMD32 = this.regDX = (src % lDivisor) & 0xffff; /* * TODO: Verify that all of the arithmetic flags are "undefined" after IDIV, and that this code unnecessary */ this.resultParitySign = this.resultAuxOverflow = (this.resultValue = lQuotient | X86.RESULT.SIZE_WORD); this.resultSize = X86.RESULT.SIZE_WORD; /* * Multiply/divide instructions specify only a single operand, which the decoders pass to us * via the dst parameter, so we set src to the other implied operand (either AX or DX:AX). * However, src is technically an output, and dst is merely an input (which is why we must return * dst unchanged). So, to make traceLog() more consistent, we reverse the order of dst and src. */ if (DEBUG && DEBUGGER) this.traceLog('IDIVW', src, dst, null, this.getPS(), this.regMD16 | (this.regMD32 << 16)); this.nStepCycles -= (this.regEA < 0? this.CYCLES.nOpCyclesIDivWR : this.CYCLES.nOpCyclesIDivWM); if (FASTDISABLE) this.setEAWord = this.setEAWordDisabled; else this.opFlags |= X86.OPFLAG.NOWRITE; return dst; }, /** * @this {X86CPU} * @param {number} dst * @param {number} src (null) * @return {number} */ opGrpINCb: function(dst, src) { this.resultAuxOverflow = dst; dst = (this.resultParitySign = dst + 1) & 0xff; this.resultValue = dst | (((this.resultValue & this.resultSize)? 1 : 0) << 8); this.resultSize = X86.RESULT.SIZE_BYTE; this.nStepCycles -= (this.regEA < 0? this.CYCLES.nOpCyclesIncR : this.CYCLES.nOpCyclesIncM); return dst; }, /** * @this {X86CPU} * @param {number} dst * @param {number} src (null) * @return {number} */ opGrpDECb: function(dst, src) { this.resultAuxOverflow = dst; dst = (this.resultParitySign = dst - 1) & 0xff; this.resultValue = dst | (((this.resultValue & this.resultSize)? 1 : 0) << 8); this.resultSize = X86.RESULT.SIZE_BYTE; this.nStepCycles -= (this.regEA < 0? this.CYCLES.nOpCyclesIncR : this.CYCLES.nOpCyclesIncM); return dst; }, /** * @this {X86CPU} * @param {number} dst * @param {number} src (null) * @return {number} */ opGrpINCw: function(dst, src) { this.resultAuxOverflow = dst; dst = (this.resultParitySign = dst + 1) & 0xffff; this.resultValue = dst | (((this.resultValue & this.resultSize)? 1 : 0) << 16); this.resultSize = X86.RESULT.SIZE_WORD; this.nStepCycles -= (this.regEA < 0? this.CYCLES.nOpCyclesIncR : this.CYCLES.nOpCyclesIncM); return dst; }, /** * @this {X86CPU} * @param {number} dst * @param {number} src (null) * @return {number} */ opGrpDECw: function(dst, src) { this.resultAuxOverflow = dst; dst = (this.resultParitySign = dst - 1) & 0xffff; this.resultValue = dst | (((this.resultValue & this.resultSize)? 1 : 0) << 16); this.resultSize = X86.RESULT.SIZE_WORD; this.nStepCycles -= (this.regEA < 0? this.CYCLES.nOpCyclesIncR : this.CYCLES.nOpCyclesIncM); return dst; }, /** * @this {X86CPU} * @param {number} dst * @param {number} src (null) * @return {number} */ opGrpCALLw: function(dst, src) { this.pushWord(this.regIP); this.setIP(dst); this.nStepCycles -= (this.regEA < 0? this.CYCLES.nOpCyclesCallWR : this.CYCLES.nOpCyclesCallWM); if (FASTDISABLE) this.setEAWord = this.setEAWordDisabled; else this.opFlags |= X86.OPFLAG.NOWRITE; return dst; }, /** * @this {X86CPU} * @param {number} dst * @param {number} src (null) * @return {number} */ opGrpCALLdw: function(dst, src) { if (this.regEA < 0) { return X86Grps.opGrpUndefined.call(this, dst, src); } this.pushWord(this.segCS.sel); this.pushWord(this.regIP); this.setCSIP(dst, this.getWord(this.regEA + 2)); this.nStepCycles -= this.CYCLES.nOpCyclesCallDM; if (FASTDISABLE) this.setEAWord = this.setEAWordDisabled; else this.opFlags |= X86.OPFLAG.NOWRITE; return dst; }, /** * @this {X86CPU} * @param {number} dst * @param {number} src (null) * @return {number} */ opGrpJMPw: function(dst, src) { this.setIP(dst); this.nStepCycles -= (this.regEA < 0? this.CYCLES.nOpCyclesJmpWR : this.CYCLES.nOpCyclesJmpWM); if (FASTDISABLE) this.setEAWord = this.setEAWordDisabled; else this.opFlags |= X86.OPFLAG.NOWRITE; return dst; }, /** * @this {X86CPU} * @param {number} dst * @param {number} src (null) * @return {number} */ opGrpJMPf: function(dst, src) { if (this.regEA < 0) { return X86Grps.opGrpUndefined.call(this, dst, src); } this.setCSIP(dst, this.getWord(this.regEA + 2)); this.nStepCycles -= this.CYCLES.nOpCyclesJmpDM; if (FASTDISABLE) this.setEAWord = this.setEAWordDisabled; else this.opFlags |= X86.OPFLAG.NOWRITE; return dst; }, /** * @this {X86CPU} * @param {number} dst * @param {number} src (null) * @return {number} */ opGrpPUSHw: function(dst, src) { var w = dst; if (this.opFlags & X86.OPFLAG.PUSHSP) { /* * This is the one case where must actually modify dst, so that the ModRM function will * not put a stale value back into the SP register. */ dst = (dst - 2) & 0xffff; /* * And on the 8086/8088, the value we just calculated also happens to be the value that must * be pushed. */ if (this.model < X86.MODEL_80286) w = dst; } this.pushWord(w); this.nStepCycles -= (this.regEA < 0? this.CYCLES.nOpCyclesPushReg : this.CYCLES.nOpCyclesPushMem); /* * The PUSH is the only write that needs to occur; dst was the source operand and does not need to be rewritten. */ if (FASTDISABLE) this.setEAWord = this.setEAWordDisabled; else this.opFlags |= X86.OPFLAG.NOWRITE; return dst; }, /** * @this {X86CPU} * @return {number} */ opGrp2Count1: function() { this.nStepCycles -= (this.regEA < 0? 2 : this.CYCLES.nOpCyclesShift1M); return 1; }, /** * @this {X86CPU} * @return {number} */ opGrp2CountCL: function() { var count = this.regCX & this.nShiftCountMask; this.nStepCycles -= (this.regEA < 0? this.CYCLES.nOpCyclesShiftCR : this.CYCLES.nOpCyclesShiftCM) + (count << this.CYCLES.nOpCyclesShiftCS); return count; }, /** * @this {X86CPU} * @return {number} */ opGrp2CountImm: function() { var count = this.getIPByte(); this.nStepCycles -= (this.regEA < 0? this.CYCLES.nOpCyclesShiftCR : this.CYCLES.nOpCyclesShiftCM) + (count << this.CYCLES.nOpCyclesShiftCS); return count; }, /** * @this {X86CPU} * @return {number|null} */ opGrpNoSrc: function() { return null; }, /** * @this {X86CPU} * @param {number} dst * @param {number} src * @return {number} */ opGrpFault: function(dst, src) { X86Help.opHelpFault.call(this, X86.EXCEPTION.GP_FAULT, 0); return dst; }, /** * @this {X86CPU} * @param {number} dst * @param {number} src * @return {number} */ opGrpInvalid: function(dst, src) { X86Help.opInvalid.call(this); return dst; }, /** * @this {X86CPU} * @param {number} dst * @param {number} src * @return {number} */ opGrpUndefined: function(dst, src) { X86Help.opUndefined.call(this); return dst; } }; /* * A word (or two) on instruction groups (eg, GRP1, GRP2), which are groups of instructions that * use a mod/reg/rm byte, where the reg field of that byte selects a function rather than a register. * * I start with the groupings used by Intel's "Pentium Processor User's Manual (Volume 3: Architecture * and Programming Manual)", but I deviate slightly, mostly by subdividing their groups with the use * of suffixes: * * Opcodes Intel PCjs PC Mag TechRef * ------- ----- ---- -------------- * 0x80-0x83 Grp1 GRP1b, GRP1w, GRP1b, and GRP1sw Group A * 0xC0-0xC1 Grp2a GRP2ab and GRP2aw Group B * 0xD0-0xD3 Grp2 GRP2b and GRP2w Group B * 0xF6-0xF7 Grp3 GRP3b and GRP3w Group C * 0xFE Grp4 GRP4b Group D * 0xFF Grp5 GRP4w Group E * 0x0F,0x00 Grp6 GRP6 (SLDT, STR, LLDT, LTR, VERR, VERW) Group F * 0x0F,0x01 Grp7 GRP7 (SGDT, SIDT, LGDT, LIDT, SMSW, LMSW, INVLPG) Group G * 0x0F,0xBA Grp8 GRP8 (BT, BTS, BTR, BTC) Group H * 0x0F,0xC7 Grp9 GRP9 (CMPXCH) (N/A, 80386 and up?) * * My only serious deviation is Grp5, which I refer to as GRP4w, because it contains word forms of * the INC and DEC instructions found in GRP4b. Granted, GRP4w also contains versions of the CALL, * JMP and PUSH instructions, which are not in GRP4b, but there's nothing in GRP4b that conflicts with * GRP4w, so I think my nomenclature makes more sense. To compensate, I don't use GRP5, so that the * remaining group numbers remain in sync with Intel's. */ X86Grps.aOpGRP1b = [ X86Grps.opGrpADDb, X86Grps.opGrpORb, X86Grps.opGrpADCb, X86Grps.opGrpSBBb, // 0x80/0x82(reg=0x0-0x3) X86Grps.opGrpANDb, X86Grps.opGrpSUBb, X86Grps.opGrpXORb, X86Grps.opGrpCMPb // 0x80/0x82(reg=0x4-0x7) ]; X86Grps.aOpGRP1w = [ X86Grps.opGrpADDw, X86Grps.opGrpORw, X86Grps.opGrpADCw, X86Grps.opGrpSBBw, // 0x81/0x83(reg=0x0-0x3) X86Grps.opGrpANDw, X86Grps.opGrpSUBw, X86Grps.opGrpXORw, X86Grps.opGrpCMPw // 0x81/0x83(reg=0x4-0x7) ]; X86Grps.aOpGrpPOPw = [ X86Grps.opGrpPOPw, X86Grps.opGrpFault, X86Grps.opGrpFault, X86Grps.opGrpFault, // 0x8F(reg=0x0-0x3) X86Grps.opGrpFault, X86Grps.opGrpFault, X86Grps.opGrpFault, X86Grps.opGrpFault // 0x8F(reg=0x4-0x7) ]; X86Grps.aOpGrpMOVImm = [ X86Grps.opGrpMOVImm, X86Grps.opGrpUndefined, X86Grps.opGrpUndefined, X86Grps.opGrpUndefined, // 0xC6/0xC7(reg=0x0-0x3) X86Grps.opGrpUndefined, X86Grps.opGrpUndefined, X86Grps.opGrpUndefined, X86Grps.opGrpUndefined // 0xC6/0xC7(reg=0x4-0x7) ]; X86Grps.aOpGRP2b = [ X86Grps.opGrpROLb, X86Grps.opGrpRORb, X86Grps.opGrpRCLb, X86Grps.opGrpRCRb, // 0xD0/0xD2(reg=0x0-0x3) X86Grps.opGrpSHLb, X86Grps.opGrpSHRb, X86Grps.opGrpUndefined, X86Grps.opGrpSARb // 0xD0/0xD2(reg=0x4-0x7) ]; X86Grps.aOpGRP2w = [ X86Grps.opGrpROLw, X86Grps.opGrpRORw, X86Grps.opGrpRCLw, X86Grps.opGrpRCRw, // 0xD1/0xD3(reg=0x0-0x3) X86Grps.opGrpSHLw, X86Grps.opGrpSHRw, X86Grps.opGrpUndefined, X86Grps.opGrpSARw // 0xD1/0xD3(reg=0x4-0x7) ]; X86Grps.aOpGRP3b = [ X86Grps.opGrpTEST8, X86Grps.opGrpUndefined, X86Grps.opGrpNOTb, X86Grps.opGrpNEGb, // 0xF6(reg=0x0-0x3) X86Grps.opGrpMULb, X86Grps.opGrpIMULb, X86Grps.opGrpDIVb, X86Grps.opGrpIDIVb // 0xF6(reg=0x4-0x7) ]; X86Grps.aOpGRP3w = [ X86Grps.opGrpTEST16, X86Grps.opGrpUndefined, X86Grps.opGrpNOTw, X86Grps.opGrpNEGw, // 0xF7(reg=0x0-0x3) X86Grps.opGrpMULw, X86Grps.opGrpIMULw, X86Grps.opGrpDIVw, X86Grps.opGrpIDIVw // 0xF7(reg=0x4-0x7) ]; X86Grps.aOpGRP4b = [ X86Grps.opGrpINCb, X86Grps.opGrpDECb, X86Grps.opGrpUndefined, X86Grps.opGrpUndefined, // 0xFE(reg=0x0-0x3) X86Grps.opGrpUndefined, X86Grps.opGrpUndefined, X86Grps.opGrpUndefined, X86Grps.opGrpUndefined // 0xFE(reg=0x4-0x7) ]; X86Grps.aOpGRP4w = [ X86Grps.opGrpINCw, X86Grps.opGrpDECw, X86Grps.opGrpCALLw, X86Grps.opGrpCALLdw, // 0xFF(reg=0x0-0x3) X86Grps.opGrpJMPw, X86Grps.opGrpJMPf, X86Grps.opGrpPUSHw, X86Grps.opGrpFault // 0xFF(reg=0x4-0x7) ]; /* * The following are for 80186/80188 and up... */ X86Grps.aOpGRP2ab = [ X86Grps.opGrpROLb, X86Grps.opGrpRORb, X86Grps.opGrpRCLb, X86Grps.opGrpRCRb, // 0xC0(reg=0x0-0x3) X86Grps.opGrpSHLb, X86Grps.opGrpSHRb, X86Grps.opGrpUndefined, X86Grps.opGrpSARb // 0xC0(reg=0x4-0x7) ]; X86Grps.aOpGRP2aw = [ X86Grps.opGrpROLw, X86Grps.opGrpRORw, X86Grps.opGrpRCLw, X86Grps.opGrpRCRw, // 0xC1(reg=0x0-0x3) X86Grps.opGrpSHLw, X86Grps.opGrpSHRw, X86Grps.opGrpUndefined, X86Grps.opGrpSARw // 0xC1(reg=0x4-0x7) ]; if (typeof module !== 'undefined') module.exports = X86Grps;