Galerkin method || Galerkin method boundary value problem

[@MehrinisoMuxsinova]

You know, i haven't understood this theme until seeing this video. You are perfect teacher🎉. Thanks

[@WawWaw-gm1up]

I am from Ethiopia.I follow your video continuously. The way that you present is very comfortable.

[@scarpredator5583]

Sir your steps are right until #11:42. it should be -0.3c2 not -3c2. 1/5-0.5+1-1 is -0.3 not -3

[@AravindAiyappanSBPI]

In the (iii) equation it should be c2(-0.3) not c2(-3). thanks for the video

[@luke12689]

many minutes later... yes i also confirmed using software

[@ravindramishra9354]

Ya i also check c2 (-0.3)

[@ravindramishra9354]

Thanks ❤️🙏

[@anittajose5821]

Since it is C2(-3), what will be the new answer??

[@joelrsalethworld908]

@@anittajose5821 I got C2 = -1.09 and C3 = -0.104

[@hectorleandrootalvaromarin6942]

Thanks from Colombia. Very well explained.

[@Civillearningonline]

Welcome

[@derrickappiahosei2163]

Okay, this is good information. Simple and clear!!!!!!

[@technicalanalysisbyenginee3733]

Great teaching style

[@Mulkek]

Thanks, it's so clear & simple!

[@dilipnaphade364]

Thanks, explained with a very simple way

[@zaidsiddiqui4219]

Your explanation Is really good

[@arunkumars3633]

Simply superb! Thanks..

[@leonardoherrerolugo9075]

Solving the equation for qN 3 & 4 , how did you calculate C2 and C3??

[@jayeshsonar2325]

How to calculate C2 and C3

[@RahulPatil-tx9wb]

Can we use 1st equation for last part ie y=co+c1x +c2x + c3 x3
To find y

[@sarahh.oleiwi8411]

How to solve if i have u(x,t) instead of y

[@yassineaguelmam8674]

weighting functions is it the derivative of dy/da1 and dy/da2 and dy/da3 .........

[@RaoPriya_1212]

Great help from this video. Thanks a lot... Can you please share the reference any book or paper where the method is being used in the way as you have explained in the video. Please

[@Civillearningonline]

Currently the book is not available with me or I could have provided.

[@RaoPriya_1212]

@@Civillearningonline Thanks for the reply, could you provide the name of the book ? It will be of great help , thanks in advance.

[@RaoPriya_1212]

@@Civillearningonline please provide the name of the book.

[@Civillearningonline]

@@RaoPriya_1212 it's numerical method in civil engineering by Ankita Sachdewa.

[@RaoPriya_1212]

@@Civillearningonline thank you so much 🙏❤️

[@yannahyan7319]

Great. Thanks for the video

[@Civillearningonline]

Welcome dear

[@rajeshrajani4534]

Excellent sir

[@jayeshsonar2325]

How to calculate C2 and C3

[@studentpreparation6156]

Thanks sir...

[@ibrahimozturk0671]

thank you so much!

[@AdnanKhan-yo7hf]

Thank you

[@Civillearningonline]

Welcome dear

[@jonathanengwall2777]

Very helpful

[@pavithra3043]

Pizza ans in y"+y+1=0

[@osmansari8088]

amazing

[@mukulbansal8269]

thank you sir

[@keerthanavk46]

How to Solve non linear equation using this method

[@joelrsalethworld908]

I got C2 = -1.09 and C3 = -0.104

[@mafiagunda66047]

0.0104

[@texon2clothes]

Same here ? -1.09
-0.0104

[@XD_-cs9bh]

@@texon2clothes because 14:43 is wrong, C2(-3) is wrong, it should be C2(-0.3), and the final answer is C2=1.111111112, C3=0 (if the precision is higher)

[@sujaybhattacharya6562]

Good

[@uzairmansoor3715]

Thanks

[@mahirmohsen7105]

bro you confused me with solving for C2 and c3

[@vijaysinghchauhan7079]

have you solved any other problem using Galerkin method?

[@Civillearningonline]

Yes. But I haven't uploaded them

[@anjalisaxena979]

Ye kya iska bhi answer hai....?Ques. 1. Solve the following boundary value problem by using the three weighted residual integration methods: Galerkin technique. Governing Differential Equation: (d ^ 2 * y)/(d * x ^ 2) + y = - 1 Subjected to: (i) y(0) = 1 and (ii) y(1) = 1 0 < x < 1
Approximate cubic order polynomial. You can choose any two collocation points within the given range of x.

[@pandyavashishth3907]

Its VALUE !! NOT BHELU !!!!

[@Civillearningonline]

🤣🤣🤣🤣🤣

[@michaelbeanie7474]

good explanation but your accent and pronounciation🤣

[@Civillearningonline]

I am working on it for now making you understand matters.

[@mayurijadhav5682]

Thank you so much saved so much of my time and it's such a simple explanation 🫡🤗

[@mehdikalen]

Thanks, it's so clear & simple!

[@EstherNabuhesi-zn7vw]

thank you

[@preetidevi3383]

Thanks