DRAGON Instruction Set Summary Name form # Description ADD OI 1 [S-1]_[S]+[S-1]+carry; carry _ 0; S_S-1; trap on overflow ADDB OB 1 [S]_[S]+AlphaZ+carry; carry _ 0; trap on overflow ADDDB ODB 1 [S]_[S]+AlphaBetaZ+carry; carry _ 0; trap on overflow ADDQB OQB 1 [S]_[S]+AlphaBetaGammaDelta+carry; carry _ 0; trap on overflow AL OB 1 L_L+Alpha ALS OB 1 L_S+Alpha AND OI 1 [S-1]_[S] AND [S-1]; S_S-1 AS OB 1 S_S+Alpha ASL OB 1 S_L+Alpha BC OI 1 trap if [S-1]>=[S] (unsigned); S_S-1 CST OB 1 [S+1]_CStore[ptr: [S-2]+AlphaZ, new: [S-1], old: [S]]; S_S+1 DFC OQB 1 call proc at AlphaBetaGammaDelta DIS OI 1 S_S-1 DUP OI 1 [S+1]_[S]; S_S+1 EXDIS OI 1 [S-1]_[S]; S_S-1 FSDB ODB 1 Field_AlphaBeta+[S]; S_S-1 JB OB 1 PC_PC+Alpha JDB ODB 1 PC_PC+AlphaBetaS JEBBj JBB 2 AlphaZ = [S] => PC_PC+BetaS; S_S-1 JQB OQB 1 PC_AlphaBetaGammaDelta Jn O* 4 Noop of length 1, 2, 3, or 5 bytes (used as jump) JNEBBj JBB 2 AlphaZ # [S] => PC_PC+BetaS; S_S-1 JSD OI 1 PC_[S]; S_S-1 JSR OI 1 PC_PC+[S]; S_S-1 IOD ODB 1 IsRead[BetaZ] => [S+1]_PRead[AlphaZ, BetaZ]; S_S+1 IsWrite[BetaZ] => PWrite[AlphaZ, BetaZ, [S]]; S_S-1 ION ODB 1 IsRead[BetaZ] => [S+1]_PRead[AlphaZ, BetaZ] IsWrite[BetaZ] => PWrite[AlphaZ, BetaZ, [S]] IODA ODB 1 IsRead[BetaZ] => [S]_PRead[AlphaZ+[S], BetaZ] IsWrite[BetaZ] => PWrite[AlphaZ+[S], BetaZ, [S-1]]; S_S-2 KFC OI 1 PC _ InstTrap[KFC]; kernel mode; disable traps LCn OI 12 [S+1]_Constants[n]; S_S+1 LFC ODB 1 call proc at PC+AlphaBetaS LGF ODB 1 [S+1]_(AuxRegs[0]+AlphaBetaZ)^; S_S+1 LIB OB 1 [S+1]_AlphaZ; S_S+1 LIDB ODB 1 [S+1]_AlphaBetaZ; S_S+1 LIP OB 1 [S+1]_PReg[Alpha]; S_S+1 LIQB OQB 1 [S+1]_AlphaBetaGammaDelta; S_S+1 LRIn LRB 16 [S+1]_([L+n]+AlphaZ)^; S_S+1 LRn LR 16 [S+1]_[L+n]; S_S+1 OR OI 1 [S-1]_[S] OR [S-1]; S_S-1 PSB OB 1 ([S-1]+AlphaZ)^_[S]; S_S-1 QADD QR 1 Rc_Ra+Rb+carry; carry_0; trap on overflow QAND QR 1 Rc_Ra AND Rb QBC QR 1 trap if Ra >= Rb (unsigned); Rc_Ra QLADD QR 1 Rc_Ra+Rb; carry_0; trap on Lisp NaN QLSUB QR 1 Rc_Ra-Rb; carry_0; trap on Lisp NaN QOR QR 1 Rc_Ra OR Rb QRX QR 1 Rc_(Ra+Rb)^ QSUB QR 1 Rc_Ra-Rb-carry; carry_0; trap on overflow RADD RR 1 Rc_Ra+Rb+carry; carry_0; trap on overflow RAI LRRB 1 [L+BetaL]_(AuxRegs[BetaR]+AlphaZ)^ RAND RR 1 Rc_Ra AND Rb RB OB 1 [S]_([S]+AlphaZ)^ RBC RR 1 trap if Ra >= Rb (unsigned); Rc_Ra RET OB 1 S_L+Alpha; return RETN OI 1 return (no S change) RFU RR 1 Rc_FieldUnit[Ra,Rb,Field] RJEBj RJB 2 Rs=Rb => PC_PC+BetaS RJGBj RJB 2 Rs>Rb => PC_PC+BetaS; signed comparison RJGEBj RJB 2 Rs>=Rb => PC_PC+BetaS; signed comparison RJLBj RJB 2 Rs PC_PC+BetaS; signed comparison RJLEBj RJB 2 Rs<=Rb => PC_PC+BetaS; signed comparison RJNEBj RJB 2 Rs#Rb => PC_PC+BetaS RLADD RR 1 Rc_Ra+Rb; carry_0; trap on Lisp NaN RLSUB RR 1 Rc_Ra-Rb; carry_0; trap on Lisp NaN ROR RR 1 Rc_Ra OR Rb RRI LRRB 1 [L+BetaL]_([L+BetaR]+AlphaZ)^ RRX RR 1 Rc_(Ra+Rb)^ RSB OB 1 [S+1]_([S]+AlphaZ)^; S_S+1 RSUB RR 1 Rc_Ra-Rb-carry; carry_0; trap on overflow RUADD RR 1 Rc_Ra+Rb+carry; set carry RUSUB RR 1 Rc_Ra-Rb-carry; set carry RVADD RR 1 Rc_Ra+Rb RVSUB RR 1 Rc_Ra-Rb RX OI 1 [S-1]_([S-1]+[S])^; S_S-1 RXOR RR 1 Rc_Ra XOR Rb SFC OI 1 call proc at [S]; S_S-1 SFCI OI 1 call proc at ([S])^ SHDL ODB 1 [S-1]_FieldUnit[[S-1],[S],AlphaBeta]; S_S-1 SHDR ODB 1 [S-1]_FieldUnit[[S],[S-1],AlphaBeta]; S_S-1 SHL ODB 1 [S]_FieldUnit[[S],0,AlphaBeta] SHR ODB 1 [S]_FieldUnit[[S],[S],AlphaBeta] SIP OB 1 PReg[Alpha]_[S]; S_S-1; {kernel} SRIn LRB 16 ([L+n]+AlphaZ)^_[S]; S_S-1 SRn LR 16 [L+n]_[S]; S_S-1 SUB OI 1 [S-1]_[S-1]-[S]-carry; S_S-1; trap on overflow SUBB OB 1 [S]_[S]-AlphaZ-carry; trap on overflow SUBDB ODB 1 [S]_[S]-AlphaBetaZ-carry; trap on overflow SUBQB ODB 1 [S]_[S]-AlphaBetaGammaDelta-carry; trap on overflow WAI LRRB 1 (AuxRegs[BetaR]+AlphaZ)^_[L+BetaL] WB OB 1 ([S]+AlphaZ)^_[S-1]; S_S-2 WRI LRRB 1 ([L+BetaR]+AlphaZ)^_[L+BetaL] WSB OB 1 ([S-1]+AlphaZ)^_[S]; S_S-2 Alpha is the first byte after the opcode. AlphaZ is Alpha zero-extended to 32 bits. AlphaS is Alpha sign-extended to 32 bits. Beta is the second byte after the opcode. BetaZ is Beta zero-extended to 32 bits. BetaS is Beta sign-extended to 32 bits. When taken as a pair of four bit numbers, BetaL is the leftmost half of Beta, and BetaR is the rightmost half. AlphaBeta is the unsigned unaligned halfword following the opcode byte, interpreted as Alpha*256 + Beta. AlphaBetaZ is AlphaBeta zero-extended to 32 bits. AlphaBetaS is AlphaBeta sign-extended to 32 bits. AlphaBetaGammaDelta is the 32-bit unsigned unaligned quantity following the opcode byte. The number is interpreted as AlphaBeta*256*256 + Gamma*256 + Delta (where Gamma is the third byte after the opcode, Delta is the fourth byte after the opcode). OI - Operation Implicit (the operand (if any) is implicit in the opcode). OB - Operation Byte (the operand given by AlphaZ or AlphaS). ODB - Operation Double Byte (the operand given by AlphaBetaZ or AlphaBetaS). OQB - Operate Quad Byte (the operand given by AlphaBetaGammaDelta). JBB - Jump Byte Byte (AlphaZ is the literal, PC+BetaS is the jump PC). LR - Local Register (push or pop Locals[reg]). LRB - Local Register Byte (push or pop (Locals[reg]+AlphaZ)^). LRRB - Local Register Register Byte (BetaL denotes one of Locals, BetaR denotes one of Locals or AuxRegs, AlphaZ is an offset). RR - Register to Register. Each operand (Ra, Rb, Rc) may be of the following: Locals[n] one of the 16 local registers AuxRegs[n] one of the 16 auxilliary registers Constants[n] one of the 12 constant registers [S], [S-1] the top of stack, or just below it [S]-, [S-1]- stack operand with S decrement (Ra & Rb only) [S+1]+ push onto the stack (for Rc only) Locals and AuxRegs cannot be used in the same instruction. QR - Quick Register. Rb is fully general, Ra and Rc are limited to: 0: Rc = [S], Ra = [S] 1: Rc = [S+1]+, Ra = [S] 2: Rc = [S+1]+, Ra = Constants[0] 3: Rc = [S+1]+, Ra = Constants[1] RJB - Register Jump Byte. Rb is fully general, the jump PC is at PC+BetaS, Rs is limited to [S], [S]-, Constants[0] or Constants[1]. DRAGON Instruction Map This instruction map shows the current placement of instruction codes in the opcode space. It has been arranged to minimize the decoding difficulty for the IFU. This map is subject to change. Octal Form Len --0 --1 --2 --3 --4 --5 --6 --7 00- OI 1 xop xop xop xop xop xop xop xop 01- OI 1 xop xop xop xop xop xop xop xop 02- OI 1 LC0 LC1 LC2 LC3 LC4 LC5 LC6 LC7 03- OI 1 LC8 LC9 LC10 LC11 xop xop xop xop 04- OQB 5 xop xop xop xop xop xop xop xop 05- OQB 5 xop xop xop xop xop xop xop xop 06- OQB 5 xop DFC LIQB xop ADDQB SUBQB J5 JQB 07- OQB 5 xop xop xop xop xop xop xop xop 10- OI 1 OR AND RX BC ADD SUB LADD LSUB 11- OI 1 DUP DIS xop EXDIS SFC SFCI RETN JSD 12- OI 1 xop xop xop xop KFC xop J1 JSR 13- OI 1 xop xop xop xop xop xop xop xop 14- LR 1 LR0 LR1 LR2 LR3 LR4 LR5 LR6 LR7 15- LR 1 LR8 LR9 LR10 LR11 LR12 LR13 LR14 LR15 16- LR 1 SR0 SR1 SR2 SR3 SR4 SR5 SR6 SR7 17- LR 1 SR8 SR9 SR10 SR11 SR12 SR13 SR14 SR15 20- QR 2 QOR QAND QRX QBC QADD QSUB QLADD QLSUB 21- OB 2 ALS AL ASL AS CST xop RET xop 22- OB 2 LIP SIP LIB xop ADDB SUBB J2 JB 23- OB 2 RB WB RSB WSB xop xop xop PSB 24- LRB 2 LRI0 LRI1 LRI2 LRI3 LRI4 LRI5 LRI6 LRI7 25- LRB 2 LRI8 LRI9 LRI10 LRI11 LRI12 LRI13 LRI14 LRI15 26- LRB 2 SRI0 SRI1 SRI2 SRI3 SRI4 SRI5 SRI6 SRI7 27- LRB 2 SRI8 SRI9 SRI10 SRI11 SRI12 SRI13 SRI14 SRI15 30- RR 3 ROR RAND RRX RBC RADD RSUB RLADD RLSUB 31- RR 3 RXOR *** RFU *** RVADD RVSUB RUADD RUSUB 32- ODB 3 LGF LFC LIDB FSDB ADDDB SUBDB J3 JDB 33- +++ 3 RAI WAI RRI WRI IODA IOD ION *** 34- RJB 3 *** RJEB RJLB RJLEB *** RJNEB RJGEB RJGB 35- RJB 3 *** RJNEBJ RJGEBJ RJGBJ *** RJEBJ RJLBJ RJLEBJ 36- JBB 3 JEBB JNEBB JEBBJ JNEBBJ xop xop xop xop 37- ODB 3 SHL SHR SHDL SHDR xop xop xop xop *** => Undefined behavior (reserved instruction) +++ => Mixed format line (4 LRRB & 4 ODB) xop => Takes Xop trap ¨/User/Atkinson/Dragon/InstructionMap.tioga Copyright c 1985, 1986 by Xerox Corporation. All rights reserved. Russ Atkinson (RRA) October 10, 1986 3:10:10 pm PDT Ê'–D.5 in topMargin .25 in headerMargin 12 pt topLeading 12 pt topIndent–"twocolumnlandscapecedar" style˜™*Icodešœ Ïmœ7™BK™3—–20 pt topLeading 12 pt leadingšÐbl˜K–16 pt topLeading 12 pt leadingšÑfsz˜K–Q8 pt leading 10 pt 10 pt 10 pt bottomLeadingGlue 10 pt 10 pt 10 pt topLeadingGluešÐfsÐos9˜IK–Q8 pt leading 10 pt 10 pt 10 pt bottomLeadingGlue 10 pt 10 pt 10 pt topLeadingGlueš ¡1˜AK–Q8 pt leading 10 pt 10 pt 10 pt bottomLeadingGlue 10 pt 10 pt 10 pt topLeadingGlueš ¡5˜EK–Q8 pt leading 10 pt 10 pt 10 pt bottomLeadingGlue 10 pt 10 pt 10 pt topLeadingGlueš ¡>˜NK–Q8 pt leading 10 pt 10 pt 10 pt bottomLeadingGlue 10 pt 10 pt 10 pt topLeadingGlueš ¡ ˜K–Q8 pt leading 10 pt 10 pt 10 pt bottomLeadingGlue 10 pt 10 pt 10 pt topLeadingGlueš ¡ ˜K–Q8 pt leading 10 pt 10 pt 10 pt bottomLeadingGlue 10 pt 10 pt 10 pt topLeadingGlueš ¡˜*K–Q8 pt leading 10 pt 10 pt 10 pt bottomLeadingGlue 10 pt 10 pt 10 pt topLeadingGlueš ¡ ˜K–Q8 pt leading 10 pt 10 pt 10 pt bottomLeadingGlue 10 pt 10 pt 10 pt topLeadingGlueš ¡ ˜K–Q8 pt leading 10 pt 10 pt 10 pt bottomLeadingGlue 10 pt 10 pt 10 pt topLeadingGlueš ¡$˜4K–Q8 pt leading 10 pt 10 pt 10 pt bottomLeadingGlue 10 pt 10 pt 10 pt topLeadingGlueš ¡<˜LK–Q8 pt leading 10 pt 10 pt 10 pt bottomLeadingGlue 10 pt 10 pt 10 pt topLeadingGlueš ¡ ˜0K–Q8 pt leading 10 pt 10 pt 10 pt bottomLeadingGlue 10 pt 10 pt 10 pt topLeadingGlueš ¡˜K–Q8 pt leading 10 pt 10 pt 10 pt bottomLeadingGlue 10 pt 10 pt 10 pt topLeadingGlueš ¡˜ K–Q8 pt leading 10 pt 10 pt 10 pt bottomLeadingGlue 10 pt 10 pt 10 pt topLeadingGlueš ¡˜ K–Q8 pt leading 10 pt 10 pt 10 pt bottomLeadingGlue 10 pt 10 pt 10 pt topLeadingGlueš ¡˜*K–Q8 pt leading 10 pt 10 pt 10 pt bottomLeadingGlue 10 pt 10 pt 10 pt topLeadingGlueš ¡ ˜K–Q8 pt leading 10 pt 10 pt 10 pt bottomLeadingGlue 10 pt 10 pt 10 pt topLeadingGlueš ¡˜ K–Q8 pt leading 10 pt 10 pt 10 pt bottomLeadingGlue 10 pt 10 pt 10 pt topLeadingGlueš ¡"˜2K–Q8 pt leading 10 pt 10 pt 10 pt 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