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Transport equation
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- Опубликовано: 12 авг 2024
- In this video, I solve one of the simplest PDE: the transport equation, simply by rewriting it as a directional derivative and ‘integrating’ it. Then I also solve the inhomogeneous transport equation.
10,000 subscribers! Congratulations Peyam! You're the best :)
Thank you!!! I can’t believe it!!! 🤩🤩🤩
I have never seen a teacher teach with smiling face. Thank you
wonderfu explanation !! Thanks sir
Very nice and interesting video!
I have only learnt to solve these sort of equations by fourier transform but seeing it done this way is also really nice!
I always love when you make new videos. The content is excellent, and I’m learning so much from you. I can’t wait to see what other PDE’s you bring into this series (no pun intended)
Wave equation coming next week :)
Woww nice Dr
Awesome! If only thermodynamics was so interesting!
Another riveting video. Mach weiter
Why would you use 'wtf' to say want to find haha
Thanks a lot. You explain very well. I love your videos
superb work !
Sir! Your lecture are intresting... Thankyou for these videos...
Excellent!!
Its unbelievable amazing.👍
You're the best !! 10k
Whoa, wait for old fuddy duddies used to curly d's and del signs! In the "olden days" we solved such PDE's by separation of variables or some such. Are you saying that by merely writing a PDE in a different way it becomes an ODE? Wow!
And people say physicists use bad notation. :D What about this video and vectors?
Anyways, great video Peyam!
Please consider to make a video about the last part on the shock waves!!!
Sir, i am from India and i like your teaching method can you make more lecture on this topic. 👌👌
There’s a whole playlist
Dr. Peyam Your Lecture is really interesting and useful to understand the subject different way.
Dear Dr. Peyam I need a help with you. Do you have any idea to solve this kind PDE equation using MATLAB Simulink? If yes please help me
My email ID is selvamath89@gmail.com... Thanks in advance...
congrats!
the best way to make anyone understand is to be this one !!!!!
Method of characteristics :D .
On another note,nice shirt Dr peyam.
Thank youuuu!!! And thanks Calvin Klein
I wish you had this channel before I took the PDEs class with Tataru.
No freaking way!!!!! I took PDEs with Tataru too!!!! ❤️
Awesome!!!
Jajajajakakkjaj Chen Lu !!! Dr. Tigre peyam !!! Very funny
Yeah new Dr. Peyam video.
Nice Peace Sells pfp
@@fountainovaphilosopher8112 lol, also a fan I suppose.
@@damiandassen7763 not quite but I am a metalhead and I respect Megadeth very much
I thought before that you can transport an equation from USA to Indonesia xD
Can someone explain how 10:20 proves that the value of U along the line is 0?
Dear friend, U is not zero along the line. The directional derivative of U along the line is zero. First, see our considered pde u_t+bu_x=0; actually we want to find the solution to this equation. So, by the consideration of the system, he wrote zero. Then he said derivative of z(s)=0 then z(s) should be a constant. Friend, I hope you understand now...
Sir please Do some questions on this topic of different kind. Please sir...
There’s a PDE playlist
me 8th ~~ Hello, Dr.Peyam
14:30
Can someone explain why U’ = f ???
And tell me why it's known as transport ? And what is it application ?
frankly I dont find the big picture I mean I don't find the deep meaning of the problem