Computer Science: An Overview: Global Edition (12th Edition)

Published by Pearson Higher Education
ISBN 10: 1292061162
ISBN 13: 978-1-29206-116-0

Chapter 1 - Data Storage - Section 1.1 - Bits and Their Storage - Questions & Exercises - Page 38: 3

Answer

The sequence of events that occurs when the upper input is temporarily set to 1

Work Step by Step

Answer: The sequence of events that occurs when the upper input of a flip-flop is temporarily set to 1 can be described as follows: Assumption: Assuming that both inputs to the flip-flop in the given figure are initially 0, we need to describe the sequence of events when the upper input is temporarily set to 1. Sequence of Events: 1. Initial State: β€’ Both inputs to the flip-flop are 0. β€’ The output of the flip-flop (Q) is stable and is determined by the previous state of the flip-flop. 2. Upper Input Set to 1: β€’ When the upper input (let’s call it 𝑆S) is temporarily set to 1, the output of the upper OR gate becomes 1 because 𝑆S OR anything is 1. β€’ The upper NOT gate receives this 1 and inverts it, producing an output of 0. 3. Propagation through the Lower OR Gate: β€’ This 0 from the upper NOT gate becomes one of the inputs to the lower OR gate. β€’ Since the other input to the lower OR gate is still 0 (because the lower input is initially 0), the lower OR gate produces an output of 0. 4. Lower NOT Gate Output: β€’ The 0 from the lower OR gate is fed into the lower NOT gate. β€’ The lower NOT gate inverts this 0, producing an output of 1. 5. Flip-Flop Output and Feedback: β€’ This output of 1 from the lower NOT gate is the output 𝑄Q of the flip-flop. β€’ This 1 is also fed back to the upper OR gate as one of its inputs. 6. Maintaining the State: β€’ When the upper input 𝑆S returns to 0, the upper OR gate still has an input of 1 due to the feedback from the flip-flop’s output. β€’ This feedback holds the output of the upper OR gate at 1, keeping the flip-flop in its current state with 𝑄=1Q=1. Conclusion: Even after the upper input 𝑆S is set back to 0, the flip-flop output 𝑄Q remains 1 because of the feedback loop. This sequence illustrates how a flip-flop can maintain its state using feedback, a fundamental characteristic of flip-flop circuits in digital electronics.
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