Review of Laplace Transform (Part 1)

[@shivamagarwal6649]

Good Job making this video. For those watching this to give an exam, there is one error in the video. Laplace transform is calculated from 0 to positive infinity, whenever only laplace transfrom is mentioned. The bilateral laplace transfrom is calculated from negative infinity to positive infinity.

[@adammfharris]

I think you are trying to find a flaw, but it doesn’t matter. because that’s just another axis. It can be taken away or added per application. If you take a linear feedback device as an example, you could put zero in the middle and use one side as positive and the other negative. We could apply that to let’s say a proportional valve spool with zero being in the middle. In that case, his math makes sense. If we wanted the valve to act different on each side of zero, that’s when we would pull out that side of the equation, or just do the same equation twice.

[@adammfharris]

This guy did a good job on presenting the subject, but you just wanted to show everyone you knew where zero is. Good job, but the 37 people that liked your comment are the only people that think you are smart. The rest of us are rolling our eyes at the pettiness.

[@Sheriff-Ivrahim]

​​@@adammfharrisYou're too much! I wish this Mr know it all gets to read this!

[@devashankarkuruba511]

It's good to learn control systems now , because our exams are cancelled now need of hurry to learn. Slow and steady wins the race . Thank you sir by uploading control systems . I never expected that.

[@PunmasterSTP]

How did your exams go, when you ended up having to take them?

[@RohanKumar-q6y]

just a minor correction: limits of integration should be 0 to + infinity. because laplace transform deals with signals starting from t=0.. for t

[@srivigneshcreations.9204]

THANK U SO MUCH SIR NICE EXPLANATION

[@PunmasterSTP]

Laplace transform? More like "These videos are wonderful to learn from!" Thanks again so much.

[@hannahfatima4814]

This saves me huhu thank you for making this video. Please let me use this as reference for my reporting. Tysm

[@youryoutubehub1850]

Sir, please kindly provide pdf of the lecture Thank you So much Sir Great Job😊😊

[@knowledgeableinvestor3304]

Another unexplainably great lecture

[@khalifaashif951]

Thank you very much sir.

[@behramjamal9724]

Thanks

[@sandunmunasinghe9469]

I think as you decribed in unit step function, it should be 1 if t is greater or equal to zero.

[@vishwajayasundara1811]

Thank you very much for explaining

[@harshithav9477]

Good lecture on the concepts. We need further more concept videos of control systems as you discussed in the syllabus. Please make videos and upload.

[@48_prasenjitmondal6]

Sir please elaborately discuss the topics that will help me alot because little bit of thing flown over my head🥴.but again thank you for such great lecture s😍😍😍

[@nesoacademy]

Laplace Transform is something you should know before starting this course of Control Systems, and it is discussed in details in Signal & System subject. This is the reason we’re only reviewing this topic and it will become more clear after we complete the next parts.

[@48_prasenjitmondal6]

@@nesoacademy I will put my all energy to understand this topic with crystal clear concept because I knew no others channel can understand this concept in easy way.only neso can do it.hats off your efforts 🤗🤗🤗

[@AayushR1]

Thanks sir 🙏🙏

[@mriditdas6516]

is it required to derive all the equations or i can simply learn the changes from time domain to frequency domain

[@sainadh542]

Thank you sir...

[@dhruvkanthaliya9052]

Thanks !

[@saikrishnathota5972]

Thank u sir

[@sumitkumarsingh5290]

3:46 ; u(t) = 0 ,if t< 0 ?How

[@sanskarkumar6484]

thanks Sir🙏❤

[@ushasaha6316]

Thanku sir Just one request if u can upload the lectures little fast.

[@darshanrs399]

when complete syllabus will be uploaded? please let us know.

[@mdshahidansari9126]

Sir are we considering the limits from zero to infinity while finding out solutions

[@eng.abdullahalfuraiji4321]

Yes, it will result the same

[@srivigneshcreations.9204]

Try to make more concepts sir

[@AbhijeetKumar-pk8tg]

sir is it - infinite to infinite or 0 to infinite.

[@charanteja8859]

From -infinity to 0, u(t)=0

[@AbhijeetKumar-pk8tg]

@@charanteja8859 are genius for laplace the limit is only from 0 to infinite thats what I was trying to say

[@khenkhen08]

Sir, what is your reference for this lesson?

[@yuvabhaskar2717]

Home work solution not get sir

[@abdoalferjany6857]

السلام عليكم خوي نبي الكتاب الي تتبع منه ما هو اسمه

[@abdullahmohammedzainudeen5445]

What happens to a unit function when t=0?

[@ريمعقبه]

Most people don't consider this as important except in bigger control projects I think. But here's what I know, mathematicians say that u(t) is undefined when t=0, In most cases of application, we don't consider it as a problem, but as problems gets bigger and more complex, we substitute u(0) with 0.5.

[@ريمعقبه]

Most people don't consider this as important except in bigger control projects I think. But here's what I know, mathematicians say that u(t) is undefined when t=0, In most cases of application, we don't consider it as a problem, but as problems gets bigger and more complex, we substitute u(0) with 0.5.

[@ريمعقبه]

Most people don't consider this as important except in bigger control projects I think. But here's what I know, mathematicians say that u(t) is undefined when t=0, In most cases of application, we don't consider it as a problem, but as problems gets bigger and more complex, we substitute u(0) with 0.5.

[@ريمعقبه]

Most people don't consider this as important except in bigger control projects I think. But here's what I know, mathematicians say that u(t) is undefined when t=0, In most cases of application, we don't consider it as a problem, but as problems gets bigger and more complex, we substitute u(0) with 0.5.

[@SupunNirmal]

Has anyone done the HW Q?

[@Zoyazer350]

Do u take any coaching class?

[@mdshahidansari9126]

😅

[@mdshahidansari9126]

He teaches everyone 😎

[@Zzzzzzyeiyddiffofyydi]

Can we got these videos in Hindi???

[@barometer5156]

if we define the laplace transform from -infinity then almost all of them end up as divergent instead of the presented values (which can be calculated if we go from 0), that's just evil homework to give

[@raghavmahajan]

i am cokked

[@lingpeishi5659]

Why 0 to positive infinite?

[@jyotshnasoren]

Because in unit step function the value of -1 to -infinity is zero. So we consider the positive part only.

[@adebayoshitu4812]

@@jyotshnasoren why does e^-0 = -1 , isn’t it 1 ??

[@CalvinBitakis]

​@@adebayoshitu4812 you're correct, it is 1... -(1/s) * [ e^(-inf) - e^(-0) ] = -(1/s) * [ 0 - 1 ] = 1/s

[@technologyofworld2977]

Hello

[@bite091_jamee7]

attended

[@AdityaTRIPATHI-y7k]

Bhaiya Hindi me bol dete aati hogi aapko....

[@evilmind]

Thankyou sir🎉