I am ashamed to say that I just finished my masters in mechanical engineering, and with your explanation I just now understood the difference between lagrangian and eulerian approach. Thank you so much.
It has been uploaded. A list of all of my lectures can be found at the link people.ucalgary.ca/~hugo/WEBPAGES/courses.html - just click on a specific course and you will go to a page with a menu bar to the left listing all of the lectures by topic. Click on a lecture and it will take you to a listing of all segments for that lecture.
Strange that the result you derived for the Eulerian acceleration appears to be the first two terms of a Taylor series for the Lagrangian acceleration result. Coincidence?
I am ashamed to say that I just finished my masters in mechanical engineering, and with your explanation I just now understood the difference between lagrangian and eulerian approach. Thank you so much.
You are not the only one jajaja
How to solve for a particle at the middle of nozzle???
Nice explanation. Thanks for sharing!
It would be great if Lecture 2 can be uploaded
It has been uploaded. A list of all of my lectures can be found at the link people.ucalgary.ca/~hugo/WEBPAGES/courses.html - just click on a specific course and you will go to a page with a menu bar to the left listing all of the lectures by topic. Click on a lecture and it will take you to a listing of all segments for that lecture.
It works. Thank you, Ron, you are good man!
Strange that the result you derived for the Eulerian acceleration appears to be the first two terms of a Taylor series for the Lagrangian acceleration result. Coincidence?
How to perform Taylor expansion on Lagrange？
It is not becase the Lagrangian acceleration is function of time rather than x.
finally understood what`s the difference
Thank you sir for this course