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?? arith.asm

?? 基于pic的例子程序
?? ASM
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#define PAGE    EJECT        

	TITLE   "General Purpose Math Routines For PIC17C42 : Ver 1.0"

	LIST    columns=120, WRAP, L=0
;
	include "17c42.h"
;
;*******************************************************************
;       Define RAM Locations necessary For the "ARITH.ASM"
;   RAM locations should be defined before calling the library math
; routines
;*******************************************************************
;
MODE_FAST       equ     TRUE
SIGNED          equ     FALSE
;
;*******************************************************************
;
 #if MODE_FAST

  CBLOCK  0x18
     ACCaLO, ACCaHI, ACCbLO, ACCbHI     ; Ram Locations for Arithmetic
     ACCcLO, ACCcHI, ACCdLO, ACCdHI     ;     Routines
  ENDC

 #else

  CBLOCK  0x20
     ACCaLO, ACCaHI, ACCbLO, ACCbHI
     ACCcLO, ACCcHI, ACCdLO, ACCdHI
  ENDC

 #endif
;

  CBLOCK
     tempLo, tempHi, count, sign
  ENDC

  CBLOCK
	NumLo, NumHi
	iterCnt
  ENDC
;
	CBLOCK                          ; RAM locations for "Diff" routine
		XnLo, XnHi, Xn_1_Lo
		Xn_1_Hi, Xn_2_Lo, Xn_2_Hi
		DiffKLo, DiffKHi                ; DiffK = h = Step Size
		DiffLo, DiffHi
	ENDC
;
	CBLOCK                          ; RAM Locations for "Integrate"
		X0Lo, X0Hi, X1Lo, X1Hi  ; Routine
		X2Lo, X2Hi, X3Lo, X3Hi
		IntgKLo, IntgKHi           ; INTEGRATE CONST = 3*h/8
		IntgLo, IntgHi
	ENDC
;
;*******************************************************************
;
mulcnd  equ     ACCaLO
mulplr  equ     ACCaHI
L_byte  equ     ACCbLO
H_byte  equ     ACCbHI
;
_LUPCNT  equ     10             ; Set Desired Number of iterations
SqrtLo  equ     ACCdLO         ; for Square Root Routine(NEWTON Iterations)
SqrtHi  equ     ACCdHI
;
;  Define RAM locations for the Random Number Generators
;
RandLo  equ     ACCaLO
RandHi  equ     ACCaHI   ; 16 bit Pseudo Random Number
GaussHi equ     ACCbHI
GaussLo equ     ACCbLO ; 16 bit Gaussian distributed number
GaussTmp equ    tempLo
;
	PAGE

	ORG     0x0000
;*******************************************************************
;                       Math Routines Test Program
;*******************************************************************
;
;    Load constant values to ACCa & ACCb for testing
;
main
	call    loadAB          ; result of adding ACCb+ACCa->ACCb
	call    D_add           ; Here Accb = 81FE
;
	call    loadAB          ; result of subtracting ACCb - ACCa->ACCb
	call    D_sub           ; Here Accb = 7E00
;
	call    loadAB          ; result of multiplying ACCb*ACCa->(ACCd,ACCc)
	call    D_mpyS          ; Here (ACCd,ACCc) = 00FF 7E01
;
	call    loadAB          ; result of multiplying ACCb*ACCa->(ACCd,ACCc)
	call    D_mpyF          ; Here (ACCd,ACCc) = 00FF 7E01
;
	call    loadAB          ; result of multiplying ACCb/ACCa->(ACCd,ACCc)
	call    D_divS          ; Here (ACCd,ACCc) = 0040 003f
;
	call    loadAB          ; result of multiplying ACCb/ACCa->(ACCd,ACCc)
	call    D_divF          ; Here (ACCd,ACCc) = 0040 003f
;
	movlw    0xf3
	movwf     NumHi
	movlw    0xf6            ; Set input test number = 62454
	movwf     NumLo           ;  = F3F6h
	call    Sqrt            ; result = 00F9h = 249 (in SqrtLo)
;                               ; exact sqrt(62454) = 249.9
;
	movlw    0xff
	movwf     mulplr          ; multiplier (in mulplr) = 0FF
	movlw    0xff            ; multiplicand(W Reg )   = 0FF
	movwf     mulcnd
	call    mpy8x8_F        ; The result 0FF*0FF = FE01 is in locations
;                               ; H_byte & L_byte
	movlw    0xff
	movwf     mulplr          ; multiplier (in mulplr) = 0FF
	movlw    0xff            ; multiplicand(W Reg )   = 0FF
	movwf     mulcnd
	call    mpy8x8_S        ; The result 0FF*0FF = FE01 is in locations
;                               ; H_byte & L_byte
; Test The Random Number Generators
; Capture data into trace buffer by TABLE WRITES to a
; dummy Program Memory location
;
	movlw    0xff
	movwf    tblptrl
	movlw    0x5f
	movwf    tblptrh
;
	movlw    0x30
	movwf     RandHi
	movlw    0x45
	movwf     RandLo
;
	goto    GaussPoint
;
RandPoint
	call    Random16
	tlwt      _LOW,RandLo           ; only for data capture
	tablwt     _HIGH,0,RandHi       ; using PICMASTER
	goto    RandPoint
;
GaussPoint
	call    Gauss
	tlwt      _LOW,GaussLo          ; only for data capture
	tablwt     _HIGH,0,GaussHi      ; using PICMASTER
	goto    GaussPoint
;
self    goto    self            ; End Of Test Routines
;
loadAB
	movlw    0x01
	movwf     ACCaHI
	movlw    0xff             ; loads ACCa = 01FF
	movwf     ACCaLO
;
	movlw    0x7f
	movwf     ACCbHI
	movlw    0xFF             ; loads ACCb = 7FFF
	movwf     ACCbLO
	return
;
	PAGE
;*******************************************************************
;                 Double Precision Arithmetic Routines
;
;    Routines : Addition, Subtraction, Multiplication ,Division
;               Square Root
;
;               NOTE :  MODE_FAST must first be set to either
;                       TRUE or FALSE
;
;  MODE_FAST determines the RAM address locations of ACCa thru ACCd
;
;  If MODE_FAST is set TRUE, data transfers can be done efficiently
;  using "MOVFP" & "MOVPF" instructions instead of indirectly moving
;  at first to W Reg and then to the desired RAM locations
;
;               The speed increase using this way of locating ACCa to
;         ACCd will result in a saving of about 20 Cycles/filter stage
;         In this case ( a 2 stage filter), it is faster by 40 Cycles
;
;  If due to other constraints, ACCa thru ACCd cannot be set at
; address 0x18 to 0x1f, then the user is required to set
; MODE_FAST to FALSE
;
	PAGE
;*******************************************************************
;                 Double Precision Addition
;
;   Addition :  ACCb(16 bits) + ACCa(16 bits) -> ACCb(16 bits)
;      (a) Load the 1st operand in location ACCaLO & ACCaHI ( 16 bits )
;      (b) Load the 2nd operand in location ACCbLO & ACCbHI ( 16 bits )
;      (c) CALL D_add
;      (d) The result is in location ACCbLO & ACCbHI ( 16 bits )
;
;   Performance :
;               Program Memory  :  4 (excluding call & return)
;               Clock Cycles    :  4 (excluding call & return)
;               W Register      :  Used
;               Scratch RAM     :  0
;
;*******************************************************************;
;
D_add
	movfp    ACCaLO,wreg
	addwf     ACCbLO           ;addwf lsb
	movfp    ACCaHI,wreg
	addwfc    ACCbHI           ;addwf msb with carry
	return
;
	PAGE
;*******************************************************************
;                 Double Precision Subtraction
;
;   Subtraction : ACCb(16 bits) - ACCa(16 bits) -> ACCb(16 bits)
;      (a) Load the 1st operand in location ACCaLO & ACCaHI ( 16 bits )
;      (b) Load the 2nd operand in location ACCbLO & ACCbHI ( 16 bits )
;      (c) CALL D_sub
;      (d) The result is in location ACCbLO & ACCbHI ( 16 bits )
;
;   Performance :
;               Program Memory  :   4  (excluding call & return )
;               Clock Cycles    :   4  (excluding call & return )
;               W Register      :   Used
;               scratch RAM     :   0
;*******************************************************************;
;
D_sub
	movfp    ACCaLO,wreg
	subwf     ACCbLO
	movfp    ACCaHI,wreg
	subwfb    ACCbHI
	return
;
	PAGE
;*******************************************************************
;               Function to negate a 16 bit integer
;  The two 8 bit integers are assumed to be in 2 consecutive
; locations. Before calling this routine, FSR0 should be loaded with
; the address of the lower byte.
;       Assume that ALUSTA register is set for no autoincrement of
; FSR0.
;*******************************************************************
;
negateAlt
	movfp    indf0,wreg
	bcf      _fs1
	negw     indf0
	bsf      _fs1
	movfp    indf0,wreg
	clrf     indf0
	subwfb    indf0
	return
;
negate
	comf    indf0
	bcf      _fs1
	incf     indf0
	bsf      _fs1
	btfsc      _z
	decf     indf0
	comf    indf0
	return
;
	PAGE
;*******************************************************************
;                       Double Precision Multiplication
;
;               ( Optimized for Code : Looped Code )
;
;   Multiplication : ACCb(16 bits) * ACCa(16 bits) -> ACCd,ACCc ( 32 bits )
;      (a) Load the 1st operand in location ACCaLO & ACCaHI ( 16 bits )
;      (b) Load the 2nd operand in location ACCbLO & ACCbHI ( 16 bits )
;      (c) CALL D_mpyS
;      (d) The 32 bit result is in location ( ACCdHI,ACCdLO,ACCdHI,ACCdLO )
;
;   Performance :
;            Program Memory  :   21 (UNSIGNED)
;                                52 (SIGNED)
;            Clock Cycles    :   242 (UNSIGNED :excluding CALL & RETURN)
;                            :   254 (SIGNED :excluding CALL & RETURN)
;            Scratch RAM     :   1 (used only if SIGNED arithmetic)
;
;       Note : The above timing is the worst case timing, when the
;               register ACCb = FFFF. The speed may be improved if
;               the register ACCb contains a number ( out of the two
;               numbers ) with less number of 1s.
;
;               Double Precision Multiply ( 16x16 -> 32 )
;         ( ACCb*ACCa -> ACCb,ACCc ) : 32 bit output with high word
;  in ACCd ( ACCdHI,ACCdLO ) and low word in ACCc ( ACCcHI,ACCcLO ).
;********************************************************************
;
D_mpyS                          ;results in ACCd(16 msb's) and ACCc(16 lsb's)
;

     #if   SIGNED
	CALL    S_SIGN
     #endif
;
	clrf     count
	bsf     count,4         ; set count = 16
;
  #if MODE_FAST
	movpf    ACCbLO,tempLo
	movpf    ACCbHI,tempHi
  #else
	movfp    ACCbLO,wreg
	movwf     tempLo
	movfp    ACCbHI,wreg
	movwf     tempHi
  #endif
	clrf     ACCdHI
	clrf     ACCdLO
;
; shift right and addwf 16 times
;
mpyLoop
	rrcf     tempHi
	rrcf     tempLo
	btfss      _carry
	goto    NoAdd                   ; LSB is 0, so no need to addwf
	movfp    ACCaLO,wreg
	addwf     ACCdLO            ;addwf lsb
	movfp    ACCaHI,wreg
	addwfc    ACCdHI            ;addwf msb
NoAdd
	rrcf     ACCdHI
	rrcf     ACCdLO
	rrcf     ACCcHI
	rrcf     ACCcLO
	decfsz     count
	goto    mpyLoop
;
    #if SIGNED
	btfss      sign,MSB
	return
	comf    ACCcLO
	incf     ACCcLO
	btfsc      _z
	decf     ACCcHI
	comf    ACCcHI
	btfsc      _z
	decf     ACCdLO
	comf    ACCdLO
	btfsc      _z
	decf     ACCdHI
	comf    ACCdHI
	return
    #else
	return
    #endif
;
;  Assemble this section only if Signed Arithmetic Needed
;
     #if    SIGNED
;
S_SIGN
	movfp    ACCaHI,wreg
	xorwf     ACCbHI,w
	movwf     sign              ; MSB of sign determines whether signed
	btfss      ACCbHI,MSB        ; if MSB set go & negate ACCb
	goto    chek_A
	comf    ACCbLO
	incf     ACCbLO
	btfsc      _z                ; negate ACCb
	decf     ACCbHI
	comf    ACCbHI
;
chek_A
	btfss      ACCaHI,MSB        ; if MSB set go & negate ACCa
	return
	comf    ACCaLO
	incf     ACCaLO
	btfsc      _z                ; negate ACCa
	decf     ACCaHI
	comf    ACCaHI
	return
;
     #endif
;
	PAGE
;*******************************************************************
;                       Double Precision Multiplication
;
;               ( Optimized for Speed : straight Line Code )
;
;   Multiplication : ACCb(16 bits) * ACCa(16 bits) -> ACCd,ACCc ( 32 bits )
;      (a) Load the 1st operand in location ACCaLO & ACCaHI ( 16 bits )
;      (b) Load the 2nd operand in location ACCbLO & ACCbHI ( 16 bits )
;      (c) CALL D_mpy
;      (d) The 32 bit result is in location ( ACCdHI,ACCdLO,ACCdHI,ACCdLO )
;
;   Performance :
;            Program Memory  :   179 (UNSIGNED)
;                                204 (SIGNED)
;            Clock Cycles    :   176 (UNSIGNED :excluding CALL & RETURN)

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