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Instead of writing the leloian of u equals zero And this is true you know no matter whether we're in Okay I'm just going to shift this over So it's going to be y over t ^ Okay now in this notation here wherever I see an x I'm going to replace it Okay so I'm going to now derive the diffusion equation in Note: This gives a derivation of the diffusion equation, but the first 20 minutes or so applies to any quantity we want to model as ... Okay so then u ofxy we're going to be doing the convolution or or really technically one over the square root of
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Math 602 Week 2: Diffusion Equation in 2 Dimensions
Math 602 Week 2: Diffusion Equation in 1 Dimension
Math 602 Week 2: Using Fourier Transform to solve Diffusion Equation
Math 602 Week 2: Smoothing Properties of Diffusion Equation
Math 602 Week 2: Solving Diffusion Convection Equation via Physical Intuition
Math 602 Week 2: Solving Diffusion / Convection Equation with Fourier Transform
Math 602 Week 2: Solving Laplace Equation on Upper Half Plane with Fourier Transform
Math 602 Week 7: Problem with a Shock Part 2 (Finding the RH condition)
Math 602 Week 2: Heat Equation from Diffusion Equation
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Last Updated: June 8, 2026
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