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Both of the multiplication routines shown here will work with positive and negative numbers. For the PIC microcontrollers that have built-in 8 8 multipliers, the code for 16-bit multiplication uses the techniques taught in high school mathematics for multiplying together to variable factors. Instead of thinking of a 16-bit number as just a contiguous set of 16 bits, I can represent it as two 8-bit numbers with the high byte multiplied by 256 (0x100): A = (Ah * 0x100) + Al Breaking 16 numbers up into this format, I can FOIL ( First, Outside, Inside, Last ) the two factors together using the equation A x B = ((Ah * 0x100) + Al) x ((Bh * 0x100) + Bl) = ((Ah * 0x100) x (Bh * 0x100)) + ((Ah * 0x100) x Bl) + (Al x (BH * 0x100)) + (Al x Bl) = (Ah x Bh * 0x10000) + (Ah x Bl * 0x100) + (Al x Bh * 0x100) + (Al x Bl) Multiplying numbers by factors of 256 is accomplished simply by putting them in the next higher signi cant byte. Using this formula and the built-in multiplier, 16-bit multiplication with a 32-bit result can be accomplished in the PIC18 using the code

movf Al, w mulwf Bl movf PRODL, w movwf Product movf PRODH, w movwf Product + 1 movf Al, w mulwf Bh movf PRODL, w addwf Product + 1, f movf PRODH, w addwfc Product + 2, f movf Ah, w mulwf Bl movf PRODL, w addwf Product + 1, f movf PRODH, w addwfc Product + 2, f btfsc STATUS, C incf Product + 3, f movf Ah, w mulwf Bh movf PORDL, w addwf Product + 2, f movf PRODH, w addwfc Product + 3, f

; Add to the Last Result ; Do the O Multiplication ; Add the Lower Byte Next ; Add the High Byte First ; Add the Carry ; Do the F Multiplication

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The division routine provided here rst nds how far the divisor can be shifted up before comparing to the quotient. The Count variable in this routine is a 16-bit variable that is used to both count the bits and add to the quotient. Temp is an 8-bit temporary storage variable. At the end of the division routine, Dividend will contain the remainder of the operation.

clrf Quotient clrf Quotient + 1 movlw 1 movwf Count clrf Count + 1 StartLoop: btfsc Divisor + 1, 7 goto Loop bcf rlf STATUS, C Count, f ; Initialize Count

; ; ; ;

goto StartLoop Loop: ; Now, Take Away Divisor ; from Dividend movf Divisor + 1, w ; If Divisor < Dividend then subwf Dividend + 1, w ; Don t Take Away movwf Temp movf Divisor, w subwf Dividend, w btfss STATUS, C decf Temp, f btfsc Temp, 7 ; If Temp Negative then goto Skip ; Divisor < Dividend movwf Dividend movf Temp, w movwf Dividend + 1 ; Save the New Dividend

(7.3) The gain with the pressure loop closed is in terms of p,:

movf Count, w ; Add Count to the Quotient addwf Quotient + 1, f movf Count, w addwf Quotient + 1, f ; No Opportunity for Carry Skip: bcf STATUS, C rrf Divisor + 1, f rrf Divisor, f rrf rrf Count + 1, f Count, f ; Shift Divisor/Count Down