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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 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 I'm going to now derive the diffusion equation in 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: Solving Diffusion Convection Equation via Physical Intuition
Math 602 Week 2: Diffusion Equation in 1 Dimension
Math 602 Week 2: Diffusion Equation in 2 Dimensions
Math 602 Week 2: Using Fourier Transform to solve Diffusion Equation
Math 602 Week 2: Solving Diffusion / Convection Equation with Fourier Transform
Math 602 Week 2: Smoothing Properties of Diffusion Equation
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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