# Calculus of Variations: Rayleigh - Ritz method
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- Опубликовано: 27 авг 2024
- Evaluate the approximate solution of an integral using the Rayleigh-Ritz method which is the direct method to solve the variational problem. The question is discussed from the year 2015 Mumbai University examination.
#CalculusofVariations #RayleighRitzMethod
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i think there is a mistake in c1^2 term at 7:23..it should be 1/3..
plzz correct me if i am wrong
yes, you are right. Thank you for writing here. Will correct it in the annotation. 🙂
Thank You
Can I get a reason why did we consider the approx. solution as c_0 +c_1x+c_2x^2? why didn't we take the solution of degree 3 or 4?
Amazing initiative Ma'am🙏🙏♥️♥️
Investigating the vibrations of a fixed wedge of constant thickness.we have to examine the extremal of the functional
v=integral 0 to 1 ( ax^3y''^2-bxy^2)dx
y(1)=y'(1)=0
Where a and b are positive constants
Mam i want solution for this problem
Please try to upload mam
Plz solve this mam upload video mam
Gomathi, will try to make it for sure.
How much is left in this chapter
Gaurav, sorry for the late reply. There are few more topics from the chapter is there.
go ahead ..... shortly your channel will have reached to more students.(EPIC guarantee)
Thank you very much 👍
I guess your answer is not right ...
Kal exam hai na??
MU wala hai kya?