A в -'1' B' K D C y CLK After identifying the inputs, outputs and state variables, let's proceed with analysis. As usual, first step is to derive the equations. There are three flip-flops: • top FF is a T flip-flop with complementary outputs A and A --> one excitation input T • middle FF is a JK flip-flop with complementary outputs B and B' -> two excitation inputs J and K • bottom FF is a D flip-flop with complementary outputs C and C' -> one excitation input D Thus, we need to derive the following equations: T =

Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
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A
B
B'
K
y
CLK
After identifying the inputs, outputs and state variables, let's proceed with analysis.
As usual, first step is to derive the equations. There are three flip-flops:
• top FF is a T flip-flop with complementary outputs A and A' -> one excitation input T
• middle FF is a JK flip-flop with complementary outputs Band B' -> two excitation inputs J and K
• bottom FF is a D flip-flop with complementary outputs C and C' -> one excitation input D
Thus, we need to derive the following equations:
T=
J =
K=
D =
y =
Transcribed Image Text:A B B' K y CLK After identifying the inputs, outputs and state variables, let's proceed with analysis. As usual, first step is to derive the equations. There are three flip-flops: • top FF is a T flip-flop with complementary outputs A and A' -> one excitation input T • middle FF is a JK flip-flop with complementary outputs Band B' -> two excitation inputs J and K • bottom FF is a D flip-flop with complementary outputs C and C' -> one excitation input D Thus, we need to derive the following equations: T= J = K= D = y =
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