You must now construct a circuit that will generate the 3-bit Gray code pattern. This will simulate the rotation of the wheel and the change in output code as the wheel turns. The circuit should also contain a direction bit D that will allow it to count UP (D=1) or DOWN (D=0) in Gray code. This will simulate the wheel turning forwards or backwards. (i) Draw up the state transition diagram for these transitions. (ii) You should base your design on D flip flops as the sequential elements, but can implement the combinatorial logic either in logic gates or MUXes. Draw up an excitation table based on D flip flops, showing the values of D2, D1 and DO required for each possible transition.

Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
Section: Chapter Questions
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It asks for us to create a circut to generate the 3-bit Gray code pattern. The wheel is included in the pictiure for the rotary encoder 

You must now construct a circuit that will generate the 3-bit Gray code pattern. This will
simulate the rotation of the wheel and the change in output code as the wheel turns. The
circuit should also contain a direction bit D that will allow it to count UP (D=1) or DOWN
(D=0) in Gray code. This will simulate the wheel turning forwards or backwards.
(i) Draw up the state transition diagram for these transitions.
(ii) You should base your design on D flip flops as the sequential elements, but can
implement the combinatorial logic either in logic gates or MUXes.
Draw up an excitation table based on D flip flops, showing the values of D2, D1 and DO
required for each possible transition.
Transcribed Image Text:You must now construct a circuit that will generate the 3-bit Gray code pattern. This will simulate the rotation of the wheel and the change in output code as the wheel turns. The circuit should also contain a direction bit D that will allow it to count UP (D=1) or DOWN (D=0) in Gray code. This will simulate the wheel turning forwards or backwards. (i) Draw up the state transition diagram for these transitions. (ii) You should base your design on D flip flops as the sequential elements, but can implement the combinatorial logic either in logic gates or MUXes. Draw up an excitation table based on D flip flops, showing the values of D2, D1 and DO required for each possible transition.
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