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Pde 4565  Form

Pde 4565 Form

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Instructions and help about Pde 4565

this is the video for pre-lecture 18. so up to this point we have been introducing numerical methods for solving ordinary differential equations we started with the initial value problem and we've continued on to the boundary value problem and now we're going to combine the two approaches to solve partial differential equations so partial differential equation is a differential equation of some quantity or quantities that depend on two or more independent variables so we have a couple examples here it can be a function of both space and time a function of multiple dimensions in space or a function multiple dimensions of space and time for this class we're going to restrict ourselves to problems where we have one dimension in space and time so we use the Time marching methods to advance in time our Matrix or a boundary value problem methods to solve for spatial dependence at each time step so we've previously discussed the idea of a well-posed versus L pose problem but effectively for o

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