dispaly Binary in 7seg ! with Excess-3

ads-ee said:

You can't display a 8-bit binary value (0-127) on two (2) 7-segs. You need three.
https://en.wikipedia.org/wiki/Excess-3
your prof is wrong.

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ads-ee said:

You can't display a 8-bit binary value (0-127) on two (2) 7-segs. You need three.
https://en.wikipedia.org/wiki/Excess-3
your prof is wrong.

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mrflibble said:

That, or there is the ever popular error in translation. 8-bit value displayed on two 7 segment displays should be no problem. That is just a single 4-bit nibble displayed on each of the 7-segment display. As in, you just display one hex digit per display. Been there done that. Quite handy during simple debug. Didn't use any excess-3 stuff, just regular case statements in verilog.

But if you are only allowed to display 0-9 digits then of course you are right that the possible values are 00-99, for which you only need a 7-bit representation.

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crazy-igzp said:

case statement , it will be long writing it for every single binary form 0 to 64 ! and ! I cant change the fact that they are 8 bit , cause I'm not working only on displying ! it's first start with multiplying 4 bit
(4-bit)*(4-bit) ===> ( 8-bit ) , and display it !
I dont wana write a code that long !

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ads-ee said:

So you are displaying in decimal from the 8-bit binary value with the maximum value of 64?

Why would the prof suggest using excess-3 to display the value...64 is only 2-digits...or is that one of the undefined requirements that you neglected to state explicitly.

you could code the case statement such that you only have 10 possible cases i.e the digits 0-9 on a 7-seg display. Each case statement has multiple matches that produce that 7-seg driver value for that digit. Two such case statements would make up the upper digit and the lower digit on the 7-seg displays. Now you don't have to write 128 lines of code...only 20 ;-)

regards

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mrflibble said:

Except that I said, well what I already said. You know what a nibble is? 4 bits. As in 0-F value. You can display that on a 7-segment display. 2 nibbles = 8 bits, you can display that on two 7-segment displays. You only need to write one module with 16 case statements (cases 0x0 to 0xF). Then instantiate that twice, and you have your 8-bit in ==> two segment displays out.

And in the probable case that you should be displaying only 0-9 digits, well then it is only 10 case statements. Isn't module instantiation wonderful?

But never mind all that. Step one: walk to prof. Step two: ask for clearer problem description if you are in doubt as to what the assignment is. Easy question: what should we display when the multiplication result is larger than what can be displayed on the 00-99 display?

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