65
[Not recommended for new designs - Use XMEGA A1U series] XMEGA A1 [DATASHEET]
8067O–AVR–06/2013
32. Instruction Set Summary
Mnemonics Operands Description Operation Flags #Clocks
Arithmetic and Logic Instructions
ADD Rd, Rr Add without Carry Rd Rd + Rr Z,C,N,V,S,H 1
ADC Rd, Rr Add with Carry Rd Rd + Rr + C Z,C,N,V,S,H 1
ADIW Rd, K Add Immediate to Word Rd Rd + 1:Rd + K Z,C,N,V,S 2
SUB Rd, Rr Subtract without Carry Rd Rd - Rr Z,C,N,V,S,H 1
SUBI Rd, K Sub tract Immediate Rd Rd - K Z,C,N,V,S,H 1
SBC Rd, Rr Subtract with Carry Rd Rd - Rr - C Z,C,N,V,S,H 1
SBCI Rd, K Subtract Immediate with Carry Rd Rd - K - C Z,C,N,V,S,H 1
SBIW Rd, K Subtract Immediate from Word Rd + 1:Rd Rd + 1:Rd - K Z,C,N,V,S 2
AND Rd, Rr Logical AND Rd Rd Rr Z,N,V,S 1
ANDI Rd, K Logical AND with Immediate Rd Rd K Z,N,V,S 1
OR Rd, Rr Logical OR Rd Rd v Rr Z,N,V,S 1
ORI Rd, K Logical OR with Immediate Rd Rd v K Z,N,V,S 1
EOR Rd, Rr Exclusive OR Rd Rd Rr Z,N,V,S 1
COM Rd One’s Complement Rd $FF - Rd Z,C,N,V,S 1
NEG Rd Two’s Complement Rd $00 - Rd Z,C,N,V,S,H 1
SBR Rd,K Set Bit(s) in Register Rd Rd v K Z,N,V,S 1
CBR Rd,K Clear Bit(s) in Register Rd Rd ($FFh - K) Z,N,V,S 1
INC Rd Increment Rd Rd + 1 Z,N,V,S 1
DEC Rd Decrement Rd Rd - 1 Z,N,V,S 1
TST Rd Test for Zero or Minus Rd Rd Rd Z,N,V,S 1
CLR Rd Clear Register Rd Rd Rd Z,N,V,S 1
SER Rd Set Register Rd $FF None 1
MUL Rd,Rr Multiply Unsigned R1:R0 Rd x Rr (U U) Z,C 2
MULS Rd,Rr Multiply Signed R1:R0 Rd x Rr (SS) Z,C 2
MULSU Rd,Rr Multiply Signed with Unsigned R1:R0 Rd x Rr (SU) Z,C 2
FMUL Rd,Rr Fractional Multiply Unsigned R1:R0 Rd x Rr< < 1 (U U) Z,C 2
FMULS Rd,Rr Fractional Multiply Signed R1:R0 Rd x Rr<< 1 (SS) Z,C 2
FMULSU Rd,Rr Fractional Multiply Signed with Unsigned R1:R0 Rd x Rr< < 1 (SU) Z,C 2
DES KData Encryption if (H = 0) then R15:R0
else if (H = 1) then R15:R0
Encrypt(R15:R0, K)
Decrypt(R15:R0, K) 1/2
Branch Instructions
RJMP kRelative Jump PC PC + k + 1 None 2
IJMP Indirect Jump to (Z) PC(15:0)
PC(21:16)
Z,
0None 2
EIJMP Extended Indirect Jump to (Z) PC(15:0)
PC(21:16)
Z,
EIND None 2
JMP kJump PC kNone 3