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In this video, the working of the positive and the negative edge-triggered SR Flip-Flop is explained using its truth table and the timing diagram. And the characteristic equation of the SR flip-Flop is also derived at the later part of the video.
The following topics are covered in the video:
0:00 Why Flip-Flop is preferred over a Latch in Sequential Circuits
6:00 Positive Edge Triggered SR Flip-Flop (Symbol, Truth Table, Timing Diagram)
11:33 Negative Edge Triggered SR Flip-Flop (Symbol, Truth Table, Timing Diagram)
13:13 Characteristic Equation and Characteristic Table of SR Flip-Flop
18:12 Pulse Transition Detector for Flip-Flop
For more info, check these other useful videos:
1) Latch and Flip-Flop Explained
• Latch and Flip-Flop Ex...
2) SR Latch and Gated SR Latch
• SR Latch and Gated SR ...
3) Introduction to Sequential Circuits:
• Introduction to Sequen...
4) Digital Electronics (Playlist):
bit.ly/31gBwMa
Link for the Multisim Simulation :
bit.ly/3tGWBuL
SR Flip-Flop:
In this video, first, the importance of Flip-Flop over the latch in the Sequential Circuits is explained using one example.
And then the working of the positive and the negative edge-triggered SR flip-flops are explained using the truth table and the timing diagram.
The characteristic Equation of the SR Flip-Flop:
The characteristic equation of the Flip-Flop shows the output of the flip-flop in terms of the present state and the inputs.
For SR Flip-Flop if Qn is the present state and, S and R are the inputs, then the next state of the Flip-Flop (Q n+1) can be given as
Q n+1 = S + R' Qn
In this video, the characteristic equation of the SR flip-flop is derived, and in the later part of the video, the pulse transition detection circuit for the Flip-Flop is also discussed.
This video will be useful to all the students of science and engineering in understanding the working of the SR Flip-Flop.
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