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Electrical Engineering
Circuit analysis via polyhedron
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[QUOTE="DaveE, post: 6865922, member: 644223"] Yes. Once you are familiar with the Laplace transform, you can treat all impedances the same: R for resistors, sL for inductors, etc. The DEs are then just algebraic equations in the s domain. It's an essential tool for analog EEs, including network analysis. Books, in fact. I HAD to take a semester long course in network theory in grad school because the dean wrote the text. It was awful. It all seemed quite pointless to me. A rather mechanical algorithm to solve any network with matrix equations. It's great if you're the first guy to write a simulator program, but dull as heck if you care about electronics. BTW, I don't recall much discussion of geometry. Everything can be developed from a systematic compilation of the DEs with expression in matrix form. Anyway, I'm still not interested enough to check your work. It all sounded good at first reading. Sure... OK... Euler's equation... whatever. [/QUOTE]
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Circuit analysis via polyhedron
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