Implementing Boolean Expressions Using NAND Gates | Logic GATEs

Implementing Boolean Expressions Using NAND Gates is covered by the following Timestamps:

0:00 - Digital Electronics Lecture Series
0:33 - Step 1 - Translate given expression in AOI form
2:48 - Step 2 - Apply bubble at output of AND gate and at input of OR gate
4:00 - Step 3 - Connect NOT gate instead of bubble
5:09 - Step 4 - Cancel two NOT gates connected in series
6:14 - Step 5 - Place equivalent NAND gate circuit for given logic gates
8:30 - Verification of given circuit

Following points are covered in this video:

0. NAND Gate
1. Boolean expression to NAND gate implementation
2. Implementation of Boolean function using NAND gates

Chapter-wise detailed Syllabus of the Digital Electronics Course is as follows:

Binary, hex, octal, decimal, BCD, integer, and floating-point- numbers, code conversion etc.

Laws of Boolean Algebra, SOP, POS, Dual and Self Dual of Boolean equation, Minterms, Maxterms, Quine McCluskey Technique, etc.

AND, OR, NOT, XOR, XNOR, NAND, NOR Gates and Circuit implementation using universal gates.

Minimization of functions using Boolean identities and many other circuits like Multiplexer, Demultiplexer, Adder, Subtractor, Decoder, Encoder, Carry look ahead adder, Even Parity Generator and Odd Parity Generator, Priority Encoder, etc.

IK-map basics, Implicants, Prime Implicants and Essential Prime, 3,4,5 and 6 variable K Map, Quine McCluskey Minimization Technique

DTL, RTL, TTL, CMOS, Boolean Function Implementations, Stick Diagram of Boolean Function, CMOS Transmission Gate, etc.

Clock and Triggering by clock in Sequential circuit, Latch, Flip Flops, Master Slave Flip Flop, Counters, Shift Registers, State Machines, Mealy State Machine and Moore State Machine

ROM, RAM, PLA, PAL, Digital to Analog Converter and Analog to Digital Converter

Practical's on Logic gates, Adder, Code conversion, Comparator, Flip flop, Counter, Register, etc.

Engineering Funda channel is all about Engineering and Technology. Here this video is a part of Digital Electronics and Logic Gates.

#LogicGATEs #DigitalElectronics #DigitalLogicDesign @EngineeringFunda

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[jahnavirai]

subah se samajhne ki koshish me the boolean to kaise break kare an now when i found this khushi....itti khushi mujhe aaj tak nhi hui

[ShreyaSingh-ylec]

Thankuuu Sir, 😭😭....U explained it in such an easy process.

[gcshiv]

Best explained, point to point, no wastage of time in repeating sentences. Thank you very much sir. I've installed the app for ease

[abudabi]

thank u so much this is the one and only video i found which makes me understand NAND gates 😢

[hemantrajyora]

Sir this method is really long but it is truly the best method to solve any boolean equation using universal gates.
Great sir.
Thank you so much sir

[ErenNetcom]

allah razı olsun hindistanlı hocam çoğu türkiyeli hocadan daha iyi anlattın konuyu

[jiminshiiahjumma]

Thank u so much sir . Tomorrow I have my beee sem and I was clueless abt this topic and now I have a clear idea and all credits to u thanks a lot for ur efforts

[Rohithaalladi]

From 2 days i am doing wrong. Now it is not so tough as I thought jst bcz of u r explanation. Tq so much sir

[tanmaykumawat]

Thanks sir I understood it betterly, thank you very much sir, well explained

[utkarshchauhan]

loved the simplicity in the explanation

[wolfmania]

Thanks a lot sir, the professor didn't show us how to implement this. I couldn't have learned it if it wasn't you sir.

[abhinandsudhakaran]

Thankyou so much sir your explanation is so easy❤

[s_madhan]

Really great... really yours teaching is fantastic 🧡🧡🧡

[riya-egez]

I am crying before because of fear and after because of happiness

[divyaanshuagrawal]

Thank you so much sir for such amazing explanation!

[siddharth]

Thank you for your clear explanation sir🙏🙏

[adammaitland]

great method of doing this, i like it