Is there an algorithmic or easier way to design circuits with components such as half adders, full adders, etc?
I find that the "traditional" combination circuits are a lot more easier to implement because I could just list out the truthtable and then go through some K-Map or boolean algebra process to get a boolean equation and can know what logic gates to use to implement the function from that equation.
But when asked to implement circuits with components such as half-adders, full-adders, comparators, etc, I am always stuck! I don't seem to have any hindsight on these problems. Say for a simple circuit to convert 4-bit Grey Code to 4bit binary code with half-adders, I couldn't see how and where I should start from. Trying every possible ways to connect the circuit would take up too much time too.
So is there an easier or cleverer way to do up these circuits especially with adders other than trying every possible ways?
Thanks!
I find that the "traditional" combination circuits are a lot more easier to implement because I could just list out the truthtable and then go through some K-Map or boolean algebra process to get a boolean equation and can know what logic gates to use to implement the function from that equation.
But when asked to implement circuits with components such as half-adders, full-adders, comparators, etc, I am always stuck! I don't seem to have any hindsight on these problems. Say for a simple circuit to convert 4-bit Grey Code to 4bit binary code with half-adders, I couldn't see how and where I should start from. Trying every possible ways to connect the circuit would take up too much time too.
So is there an easier or cleverer way to do up these circuits especially with adders other than trying every possible ways?
Thanks!