EasyManua.ls Logo

Rabbit 2000 - 17. Other Rabbit Software; 17.1 Power Management Support

Rabbit 2000
174 pages
Print Icon
To Next Page IconTo Next Page
To Next Page IconTo Next Page
To Previous Page IconTo Previous Page
To Previous Page IconTo Previous Page
Loading...
Instruction Reference Manual 165
LDP IY,(mn) 11111101 01101101 ----n--- ----m--- 13 (2,2,2,2,1,2,2) - - - -
IYL = (mn); IYH = (mn+1). (Addr[19:16] =
A[3:0])
N
LJP x,mn 11000111 ----n--- ----m--- ---x---- 10 (2,2,2,2,2) - - - - XPC = x; PC = mn N
LRET 11101101 01000101 13 (2,2,1,2,2,2,2) - - - -
PCL = (SP); PCH = (SP+1); XPC =
(SP+2); SP = SP+3
N
LSDR 11101101 11111000 6+7i (2,2,1,(2,3,2)i,1) s - - * -
(DE)=(HL);BC=BC-1;DE=DE-1;
HL = HL-1; repeat while BC != 0
LSDDR 11101101 11011000 6+7i (2,2,1,(2,3,2)i,1) s - - * -
(DE)=(HL);BC=BC-1;DE=DE-1;
repeat while BC != 0
LSIDR 11101101 11010000 6+7i (2,2,1,(2,3,2)i,1) s - - * -
(DE)=(HL);BC=BC-1;DE=DE+1;
repeat while BC != 0
LSIR 11101101 11110000 6+7i (2,2,1,(2,3,2)i,1) s - - * -
(DE)=(HL);BC=BC-1;DE=DE+1;
HL = HL+1; repeat while BC != 0
MUL 11110111 12 (2,10) - - - - HL:BC = BC * DE N
NEG 11101101 01000100 4(2,2) fr * * V * A=0-A
NOP 00000000 2 - - - - No operation
OR (HL) 10110110 5 (2,1,2) fr s * * L 0 A=A|(HL)
OR (IX+d) 11011101 10110110 ----d--- 9 (2,2,2,1,2) fr s * * L 0 A=A|(IX+d)
OR (IY+d) 11111101 10110110 ----d--- 9 (2,2,2,1,2) fr s * * L 0 A=A|(IY+d)
OR HL,DE 11101100 2 fr * * L 0 HL = HL | DE N
OR IX,DE 11011101 11101100 4(2,2) f * * L 0 IX = IX | DE N
OR IY,DE 11111101 11101100 4(2,2) f * * L 0 IY = IY | DE N
OR n 11110110 ----n--- 4(2,2) fr * * L 0 A=A|n
OR r 10110-r- 2 fr * * L 0 A=A|r
POP IP 11101101 01111110 7 (2,2,1,2) - - - - IP = (SP); SP = SP+1 NP
POP IX 11011101 11100001 9 (2,2,1,2,2) - - - - IXL = (SP); IXH = (SP+1); SP = SP+2
POP IY 11111101 11100001 9 (2,2,1,2,2) - - - - IYL = (SP); IYH = (SP+1); SP = SP+2
POP SU 11101101 01101110 9 (2,2,2,3) - - - - SU = (SP); SP = SP+1 P
POP zz 11zz0001 7 (2,1,2,2) r - - - - zzl = (SP); zzh = (SP+1); SP = SP+2
PUSH IP 11101101 01110110 9 (2,2,2,3) - - - - (SP-1) = IP; SP = SP-1 N
PUSH IX 11011101 11100101 12 (2,2,2,3,3) - - - - (SP-1) = IXH; (SP-2) = IXL; SP = SP-2
PUSH IY 11111101 11100101 12 (2,2,2,3,3) - - - - (SP-1) = IYH; (SP-2) = IYL; SP = SP-2
PUSH SU 11101101 01100110 9 (2,2,2,3) - - - - (SP-1) = SU; SP = SP-1 P
PUSH zz 11zz0101 10 (2,2,3,3) - - - - (SP-1) = zzh; (SP-2) = zzl; SP = SP-2
RDMODE 11101101 01111111 4(2,2) - - - CF = SU[0] P
RES b,(HL) 11001011 10-b-110 10 (2,2,1,2,3) d - - - - (HL) = (HL) & ~bit
RES b,(IX+d) 11011101 11001011 ----d--- 10-b-110 13 (2,2,2,2,2,3) d - - - - (IX+d) = (IX+d) & ~bit
RES b,(IY+d) 11111101 11001011 ----d--- 10-b-110 13 (2,2,2,2,2,3) d - - - - (IY+d) = (IY+d) & ~bit
RES b,r 11001011 10-b--r- 4(2,2) r - - - - r=r&~bit
RET 11001001 8 (2,1,2,2,1) - - - - PCL = (SP); PCH = (SP+1); SP = SP+2
RET f 11-f-000
2
8 (2,1,2,2,1)
- - - -
if {f} PCL = (SP); PCH = (SP+1);
SP = SP+2
RETI 11101101 01001101 12 (2,2,1,2,2,2,1) - - - -
IP = (SP); PCL = (SP+1);
PCH = (SP+2); SP = SP+3
NP
RL (HL) 11001011 00010110 10 (2,2,1,2,3) f b * * L * {CY,(HL)} = {(HL),CY}
RL (IX+d) 11011101 11001011 ----d--- 00010110 13 (2,2,2,2,2,3) f b * * L * {CY,(IX+d)} = {(IX+d),CY}
RL (IY+d) 11111101 11001011 ----d--- 00010110 13 (2,2,2,2,2,3) f b * * L * {CY,(IY+d)} = {(IY+d),CY}
RL DE 11110011 2 fr * * L * {CY,DE} = {DE,CY} N
RL r 11001011 00010-r- 4(2,2) fr * * L * {CY,r} = {r,CY}
RLA 00010111 2 fr - - - * {CY,A} = {A,CY}
RLC (HL) 11001011 00000110 10 (2,2,1,2,3) f b * * L * (HL) = {(HL)[6,0],(HL)[7]}; CY = (HL)[7]
Instruction
Opcode
byte 1
Opcode
byte 2
Opcode
byte 3
Opcode
byte 4
Clock cycles A I S Z LV C Operation N/M/P

Other manuals for Rabbit 2000