Transition Table
The analysis of circuit begins by considering the excitation variables (Y1 and Y2) as outputs and secondary variables (y1 and y2) as inputs.
The next step is to plot Y1 and Y2 functions in the map:
Combining binary values in the corresponding squares the transition table is obtained which is stated as follows:
Primitive flow table: one which has only one stable state in the each row.
To attain the circuit described by the flow table, it is essential to assign to each state a distinct binary value that converts the flow table into a transition table.
Races
A race condition is in an asynchronous circuit when 2 or more binary state
variables change the value in response to a change in the input variable. When unequal delays are there, a race condition can cause the state variable to change in the unpredictable manner. If the final stable state which the circuit reaches doesn't depend on the order in which the state variables change, the race is known as noncritical race. The examples of noncritical races are shown in the transition tables below:
The transition tables drawn below shows critical races:
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