User contributions for Mike smith
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Results for Mike smith talk block log uploads logs
A user with 186 edits. Account created on 25 February 2009.
27 April 2013
- 21:0321:03, 27 April 2013 diff hist +1 m Helmholtz's Equation spelling fix current
14 October 2010
- 21:2021:20, 14 October 2010 diff hist +4 Burgers Equation →Exact Solution of Burgers equations
- 21:1221:12, 14 October 2010 diff hist 0 m Burgers Equation →Exact Solution of Burgers equations
- 21:1021:10, 14 October 2010 diff hist −44 Burgers Equation →Exact Solution of Burgers equations
24 September 2010
- 02:5002:50, 24 September 2010 diff hist +201 Properties of the Linear Schrodinger Equation →Example \delta function potential
- 02:4002:40, 24 September 2010 diff hist −96 Properties of the Linear Schrodinger Equation →Example: Scattering by a Well
- 02:3802:38, 24 September 2010 diff hist +3 Properties of the Linear Schrodinger Equation →Example \delta function potential
- 02:3702:37, 24 September 2010 diff hist −18 Properties of the Linear Schrodinger Equation →Example \delta function potential
- 02:1702:17, 24 September 2010 diff hist −18 Properties of the Linear Schrodinger Equation →Example \delta function potential
- 02:1702:17, 24 September 2010 diff hist +14 Properties of the Linear Schrodinger Equation →Example \delta function potential
- 02:1302:13, 24 September 2010 diff hist 0 Properties of the Linear Schrodinger Equation →Example \delta function potential
- 01:5901:59, 24 September 2010 diff hist +5 Connection betwen KdV and the Schrodinger Equation →Reflectionless Potential
17 September 2010
- 03:2703:27, 17 September 2010 diff hist +2 Introduction to the Inverse Scattering Transform →Case when \lambda
- 01:1301:13, 17 September 2010 diff hist −1 User:Mike smith No edit summary current
- 01:0901:09, 17 September 2010 diff hist +2 Introduction to the Inverse Scattering Transform →Case when \lambda>0
- 01:0101:01, 17 September 2010 diff hist +128 Introduction to the Inverse Scattering Transform →Case when \lambda
- 00:5500:55, 17 September 2010 diff hist +71 Introduction to the Inverse Scattering Transform →Example: Scattering by a Well
- 00:4900:49, 17 September 2010 diff hist +1 Introduction to the Inverse Scattering Transform →Introduction
16 July 2010
- 03:2903:29, 16 July 2010 diff hist −4 Helmholtz's Equation consistency
8 July 2010
- 21:1721:17, 8 July 2010 diff hist +11 Sommerfeld Radiation Condition correction to Sommerfeld Rad Cond. admins please doublecheck.
21 June 2010
- 00:2600:26, 21 June 2010 diff hist +36 m Helmholtz's Equation missing i/4
16 June 2010
- 00:1400:14, 16 June 2010 diff hist +22 Helmholtz's Equation →Solution for a Circle
- 00:1300:13, 16 June 2010 diff hist +754 Helmholtz's Equation →Solution for a Circle
15 June 2010
- 22:1022:10, 15 June 2010 diff hist 0 User:Mike smith No edit summary
- 22:0622:06, 15 June 2010 diff hist +1 m Helmholtz's Equation →Solution for a Circle
- 22:0422:04, 15 June 2010 diff hist −1 m Helmholtz's Equation →Solution for an arbitrary scatterer
- 22:0322:03, 15 June 2010 diff hist +1 m Helmholtz's Equation →Solution for an arbitrary scatterer
10 June 2010
- 00:2900:29, 10 June 2010 diff hist +395 Helmholtz's Equation No edit summary
27 April 2010
- 21:1421:14, 27 April 2010 diff hist +21 Fundamental Solution for thin plates No edit summary current
- 21:1221:12, 27 April 2010 diff hist +37 m Fundamental Solution for thin plates →Introduction
- 21:1021:10, 27 April 2010 diff hist +448 m Fundamental Solution for thin plates No edit summary
- 20:5820:58, 27 April 2010 diff hist +1 Fundamental Solution for thin plates →Behaviour at r=0
- 20:5520:55, 27 April 2010 diff hist +1,920 Fundamental Solution for thin plates No edit summary
- 20:4520:45, 27 April 2010 diff hist +1,209 Fundamental Solution for thin plates No edit summary
- 20:3720:37, 27 April 2010 diff hist +2,147 Fundamental Solution for thin plates No edit summary
- 20:2220:22, 27 April 2010 diff hist +138 N Boyling 1996 Created page with 'Boyling, J. B. (1996) Green's functions for polynomials in the Laplacian, '' ZAMP'', '''47''' (3), pp. 485 - 492 Category:Reference' current
- 06:2106:21, 27 April 2010 diff hist +77 N Fundamental Solution for thin plates Created page with 'On this page, we aim to derive the Green's function for a thin uniform plate.'
17 March 2010
- 20:5120:51, 17 March 2010 diff hist 0 m Eigenfunction Matching for a Semi-Infinite Floating Elastic Plate sign error (however is irrelevant as rhs = 0) current
- 20:3620:36, 17 March 2010 diff hist −9 m Eigenfunction Matching for a Semi-Infinite Floating Elastic Plate →Numerical Solution
- 20:3620:36, 17 March 2010 diff hist +222 Eigenfunction Matching for a Semi-Infinite Floating Elastic Plate block matrix more intuitive
- 20:1120:11, 17 March 2010 diff hist +5 Eigenfunction Matching for a Semi-Infinite Floating Elastic Plate either drop delta or keep k_l; matter of choice
- 19:3619:36, 17 March 2010 diff hist 0 m Template:Separation of variables for a free surface →Separation of variables for a free surface
- 19:3319:33, 17 March 2010 diff hist +5 m Template:Separation of variables for a floating elastic plate →Separation of variables under the Plate current
- 19:3019:30, 17 March 2010 diff hist +32 Template:Free surface floating elastic plate relations requires additional scaling factor to be consistent with formulation and code current
16 March 2010
- 21:3221:32, 16 March 2010 diff hist 0 m Template:Separation of variables for a floating elastic plate →Separation of variables under the Plate
- 21:2821:28, 16 March 2010 diff hist +149 Template:Separation of variables for a floating elastic plate consistent notation, correction for plate expression, subscript errors
- 20:2920:29, 16 March 2010 diff hist +41 m Eigenfunction Matching for a Semi-Infinite Dock →Numerical Solution
- 20:2320:23, 16 March 2010 diff hist −3 Eigenfunction Matching for a Semi-Infinite Dock →Numerical Solution
- 20:2120:21, 16 March 2010 diff hist +14 Eigenfunction Matching for a Semi-Infinite Dock seems more intuitive, previous result seen in block matrix below anyway
- 20:0220:02, 16 March 2010 diff hist 0 m Eigenfunction Matching for a Semi-Infinite Dock →An infinite dimensional system of equations