Apologies for this seemingly minor question, but I can't seem to find the answer anywhere - I'm just coming up to implementing the DAA instruction in my Z80 emulator, and I noticed in the Zilog manual that it is for the purposes of adjusting the accumulator for binary coded decimal arithmetic. It says the instruction is intended to be run right after an addition or subtraction instruction.
My questions are:
- what happens if it is run after another instruction?
- how does it know what instruction preceeded it?
- I realise there is the N flag - but this surely wouldnt definitively indicate that the previous instruction was an addition or subtraction instruction?
- Does it just modify the accumulator anyway, based on the conditions set out in the DAA table, regardless of the previous instruction?
Yes. The documentation is only telling you what DAA is intended to be used for. Perhaps you are referring to the table at this link:
I must say, I've never seen a dafter instruction spec. If you examine the table carefully, you will see that the effect of the instruction depends only on the
C
andH
flags and the value in the accumulator -- it doesn't depend on the previous instruction at all. Also, it doesn't divulge what happens if, for example,C=0
,H=1
, and the lower digit in the accumulator is 4 or 5. So you will have to execute aNOP
in such cases, or generate an error message, or something.I found this instruction rather confusing as well, but I found this description of its behavior from z80-heaven to be most helpful.
This provides a simple pattern for the instruction:
Also, while DAA is intended to be run after an addition or subtraction, it can be run at any time.
Just wanted to add that the N flag is what they mean when they talk about the previous operation. Additions set N = 0, subtractions set N = 1. Thus the contents of the A register and the C, H and N flags determine the result.
The instruction is intended to support BCD arithmetic but has other uses. Consider this code:
It ends converting the lower 4 bits of A register into the ASCII values '0', '1', ... '9', 'A', 'B', ..., 'F'. In other words, a binary to hexadecimal converter.