Shooting Method for Nonlinear Second Order Boundary Value Problems
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- Опубліковано 29 сер 2024
- This video shows the application of Shooting Method to solve nonlinear second order Boundary Value Problems. The working rule is clearly stated based on which a problem is solved in a stepwise manner. The linear shooting method was explained in my previous video • LINEAR SHOOTING METHOD
Thank you for such an amazing leccture☺☺
Glad you like it...good wishes!!
Thank you very much 🙏🙏🙏🙏
Glad the video was useful....Good Wishes....
Could you please share the coding in drive as its not clear in video .. please mam
Could you please provide us with all the materials (code, pdfs, ...) you used in the video
maam
can you send the codes of shooting method for coupled system of partial differential equations?
Ma''am you wrote p(x), q(x), r(x) all may not be linear... but these are depending on x means y is not involved in these terms... then how any of them can be non linear?
You are correct. They are functions of x and y and their derivatives. It was a typo error. Thanks for the correction.
@@AnuMathLessons you're welcome! Ma'am can you please tell me that how can we proceed then? I mean what thing will make that BVP non linear? as we're discussing Shooting method for non linear BVP
The video is on nonlinear equation only. Plz check the example given in the video
@@AnuMathLessons dear Ma'am make me clear about non linear ODE please... In general form how can we write it
@@Casual.learning230 If in an ode, we have terms involving higher powers (more than 1) of derivatives or when we have product of terms involving the dependent variable y and its derivatives or when we have higher powers of y (more than 1), then such odes are nonlinear odes.
Could you please do one on Monte Carlo Simulation?
Will try