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This code can be cut down according to whether or not the high or low byte of the constant is equal to zero. Note that I have used the LOW and HIGH directives to determine the appropriate byte for the operation. These directives are used throughout this appendix as what I consider the correct way to access 16-bit constant values a byte at a time. For the PIC18, the addwfc instruction can be used to simplify the operations and eliminate the need for checking the status of the carry ag. For the addition above, the PIC18 code is

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This greatly facilitates comparison of the different combinations. The combinations with the largest positive numbers should be selected for closed loops, for reasons that will soon be explained.

movlw LOW 0x1234 addwf Reg, f movlw HIGH 0x1234 addwfc Reg + 1, f ; Add Low Byte First ; Add High Byte Next

This improvement is available in all the 16-bit additions. The corresponding subtraction, that is,

movlw subwf movlw subwf btfss decf HIGH 0x1234 Reg + 1, f LOW 0x1234 Reg, f STATUS, C Reg + 1, f ; Subtract the High Byte First ; Subtract the Low Byte Next ; Don t Dec high byte if carry Set

Again, the enhanced instructions in the PIC18 can be used to simplify this 16-bit operation. Using the subwfb instruction, the 16-bit subtraction can be simpli ed to

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movlw LOW 0x1234 bsf STATUS, C subwfb Reg, f movlw HIGH 0x1234 subwfb Reg + 1, f ; Subtract the Low Byte First ; Don t pass any Borrow ; Reg = Reg w - !C ; Reg + 1 = Reg + 1 w - !C

Using the subwfb instruction, not only is the 16-bit subtraction operation s size decreased by one instruction, but it also is easier to read. The addwfc and subwfb enhancements can be used in all the 16-bit addition and subtraction operations given below. When using these instructions, follow the same format of nding the least signi cant byte s result, followed by the most signi cant byte s

result, which is opposite to how the operations are carried out in low-end and mid-range PIC microcontrollers. If you are adding and subtracting to a 16-bit variable and storing the result in another variable, then basically the same code can be used, as I ve shown below. The difference between the two methods is that rather than specifying the Source destination in the addwf/subwf instructions, the w register is speci ed, and the result is stored in the destination, that is,

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and will look like this:

example 7.3 To see how the matrix is derived, the pressure-flow process of Fig. 7.3 will be examined, using the followin g simplified equations to express the flowing differential h and the controlled pressure p,:

movlw addwf movwf movlw addwf movwf btfsc incf HIGH 0x5678 Source + 1, w Destination + 1, f LOW 0x5678 Source, w Destination, f STATUS, C Destination + 1, f ; Add High Byte First ; Store Result in Destination ; Add Low Byte Next ; Store Result ; Is the Carry Flag Set ; Yes, Increment High Byte

Addition of a 16-bit variable to another 16-bit variable is similar to that of adding a constant to a 16-bit variable. If the destination is the same as one of the values, such as

the code looks like this:

movf b + 1, w addwf a + 1, f movf b, w addwf a, f btfsc STATUS, C incf a + 1, f ; Add the High Bytes ; Add the Low Bytes ; Add the Carry to High Byte

If the destination is different from both values to be added, that is,

Subtraction is carried out in the same way, but care must be taken to ensure that the subtracting register is kept straight (something that is less of an issue with addition). If you want to do the following statement:

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