Recent content by Johnmm
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J
Graduate 2nd Order Nonlinear Differential Equation
Thank you for your reply. I will take a look into the wiki link. :smile:- Johnmm
- Post #12
- Forum: Differential Equations
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J
Graduate 2nd Order Nonlinear Differential Equation
The question didn't give boundary conditions. But I think it should be x(0)=x0 and \dot{x(0)}=\dot{x}0.- Johnmm
- Post #10
- Forum: Differential Equations
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J
Graduate 2nd Order Nonlinear Differential Equation
I think it is perturbed.- Johnmm
- Post #8
- Forum: Differential Equations
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J
Graduate 2nd Order Nonlinear Differential Equation
Hi JJacquelin, Thank you for the help. I will follow this method to the rest.- Johnmm
- Post #6
- Forum: Differential Equations
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J
Graduate 2nd Order Nonlinear Differential Equation
Hi JJacquelin, Line 7 on your attached picture, I had a little different than yours. I had X^3 instead of X^2. I am still working on it. Please let me know. Thank you,- Johnmm
- Post #4
- Forum: Differential Equations
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J
Graduate 2nd Order Nonlinear Differential Equation
Hi JJacquelin Thank you very much for your help, I will try it and see if I could reach the result in that picture. Thank you again for helping me out.- Johnmm
- Post #3
- Forum: Differential Equations
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J
Graduate 2nd Order Nonlinear Differential Equation
Hi everyone, I need some help to solve this differential equation. The question states "Use the perturbation or multiple scale method to find the third-order approximate solution for the following system: diff(x(t), t, t)+w^2*x(t)*(1+epsilon*x(t)^2) = 0 " Currently, I am still...- Johnmm
- Thread
- 2nd order Differential Differential equation Nonlinear Nonlinear differential
- Replies: 11
- Forum: Differential Equations