PIC12F1822 MICROCHIP [Microchip Technology], PIC12F1822 Datasheet - Page 331

• Manufacturer Part Number: PIC12F1822
• Description: 8/14-Pin Flash Microcontrollers with nanoWatt XLP Technology
• Manufacturer: MICROCHIP [Microchip Technology]

RRF
Syntax:
Operands:
Operation:
Status Affected:
Description:
SLEEP
Syntax:
Operands:
Operation:
Status Affected:
Description:
 2010 Microchip Technology Inc.
Rotate Right f through Carry
[ label ]
0  f  127
d  [0,1]
See description below
C
The contents of register ‘f’ are rotated
one bit to the right through the Carry
flag. If ‘d’ is ‘0’, the result is placed in
the W register. If ‘d’ is ‘1’, the result is
placed back in register ‘f’.
Enter Sleep mode
[ label ]
None
00h  WDT,
0  WDT prescaler,
1  TO,
0  PD
TO, PD
The power-down Status bit, PD is
cleared. Time-out Status bit, TO is
set. Watchdog Timer and its pres-
caler are cleared.
The processor is put into Sleep mode
with the oscillator stopped.
C
RRF f,d
SLEEP
Register f
PIC12F/LF1822/16F/LF1823
Preliminary
SUBLW
Syntax:
Operands:
Operation:
Status Affected:
Description:
SUBWF
Syntax:
Operands:
Operation:
Status Affected:
Description:
SUBWFB
Syntax:
Operands:
Operation:
Status Affected:
Description:
Subtract W from f
[ label ]
0 f 127
d  [0,1]
(f) - (W) destination)
C, DC, Z
Subtract (2’s complement method) W
register from register ‘f’. If ‘d’ is ‘0’, the
result is stored in the W
register. If ‘d’ is ‘1’, the result is stored
back in register ‘f.
Subtract W from literal
[ label ]
0 k 255
k - (W) W)
C, DC, Z
The W register is subtracted (2’s com-
plement method) from the eight-bit
literal ‘k’. The result is placed in the W
register.
C = 0
C = 1
DC = 0
DC = 1
C = 0
C = 1
DC = 0
DC = 1
SUBWFB
0  f  127
d  [0,1]
(f) – (W) – (B) dest
C, DC, Z
Subtract W and the BORROW flag
(CARRY) from register ‘f’ (2’s comple-
ment method). If ‘d’ is ‘0’, the result is
stored in W. If ‘d’ is ‘1’, the result is
stored back in register ‘f’.
Subtract W from f with Borrow
SUBWF f,d
SUBLW k
W  f
W  f
W<3:0>  f<3:0>
W<3:0>  f<3:0>
W  k
W  k
W<3:0>  k<3:0>
W<3:0>  k<3:0>
f {,d}
DS41413A-page 331