05-31-2012, 04:53 PM
Question: Consider the following sequential circuit:
There are two points X and Y with respect to which the following four states of the machine are identified according to the presence and absence of current at these points:
q0(X=0, Y=0) = (0,0)
q1 (X=0, Y=1) = (0,1)
q2 (X=1, Y=0) = (1,0)
q3 (X=1, Y=1) = (1,1)
a. Write down the expressions to find out new X, new Y and output?
b. Calculate all the values of the respective transition table for a mealy machine?
c. Draw the resulting mealy machine from the transition table (calculated in step b)?
There are two points X and Y with respect to which the following four states of the machine are identified according to the presence and absence of current at these points:
q0(X=0, Y=0) = (0,0)
q1 (X=0, Y=1) = (0,1)
q2 (X=1, Y=0) = (1,0)
q3 (X=1, Y=1) = (1,1)
a. Write down the expressions to find out new X, new Y and output?
b. Calculate all the values of the respective transition table for a mealy machine?
c. Draw the resulting mealy machine from the transition table (calculated in step b)?
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