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Jump to navigationJump to search- 05:11, 7 August 2020 diff hist +70 Method of Characteristics for Linear Equations →Non-homogeneous Example
- 05:18, 24 May 2019 diff hist 0 Properties of the Linear Schrodinger Equation →Example 2: Hat Function Potential
- 14:30, 12 June 2018 diff hist +8 Eigenfunction Matching for a Finite Floating Elastic Plate using Symmetry →Anti-symmetric solution current
- 03:34, 3 May 2017 diff hist +3 Properties of the Linear Schrodinger Equation →Case when \lambda>0
- 03:33, 3 May 2017 diff hist +9 Properties of the Linear Schrodinger Equation →Case when \lambda
- 00:43, 25 April 2017 diff hist +4 Eigenfunction Matching for a Semi-Infinite Dock →Governing Equations current
- 00:42, 23 March 2017 diff hist +2 Numerical Solution of the KdV →Solution for the Linearized KdV
- 00:13, 16 March 2017 diff hist +2 Introduction to KdV →Formula for the cnoidal wave
- 00:11, 16 March 2017 diff hist +3 Traffic Waves →Riemann problem and the expansion fan
- 03:37, 28 February 2017 diff hist +13 Eigenfunction Matching for a Semi-Infinite Change in Depth current
- 04:01, 5 January 2017 diff hist -660 Sign up instructions current
- 03:36, 17 June 2015 diff hist -6 Connection betwen KdV and the Schrodinger Equation →Scattering Data
- 03:25, 17 June 2015 diff hist +3 Properties of the Linear Schrodinger Equation →Example 1: \delta function potential
- 04:40, 16 June 2015 diff hist -92 Template:Separation of variables for a free surface current
- 22:35, 28 April 2015 diff hist +1 Properties of the Linear Schrodinger Equation →Case when \lambda
- 22:34, 28 April 2015 diff hist +14 Properties of the Linear Schrodinger Equation →Example 1: \delta function potential
- 04:09, 28 January 2015 diff hist 0 Example Calculations for the KdV and IST →Example 2: Hat Function Potential
- 04:32, 20 January 2015 diff hist +127 Properties of the Linear Schrodinger Equation →Case when \lambda
- 04:29, 20 January 2015 diff hist +12 Properties of the Linear Schrodinger Equation →Case when \lambda
- 04:27, 20 January 2015 diff hist +141 Properties of the Linear Schrodinger Equation →Case when \lambda