Current Events > What the fuck kind of coordinate system is this

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Garioshi 08/29/19 11:24:50 AM #1:	https://en.m.wikipedia.org/wiki/Toroidal_coordinates When would this ever be preferable to another coordinate system --- "I play with myself" - Darklit_Minuet, 2018 <cite>Garioshi posted [p:926695850] in What the f... [t:77972601]...</cite> <quote>https://en.m.wikipedia.org/wiki/Toroidal_coordinates When would this ever be preferable to another coordinate system </quote> ... Copied to Clipboard!
konokonohamaru 08/29/19 11:27:03 AM #2:	When you need to do calculations on a toroid obviously --- ... <cite>konokonohamaru posted [p:926695937] in What the f... [t:77972601]...</cite> <quote>When you need to do calculations on a toroid obviously</quote> ... Copied to Clipboard!
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InfinityMonster 08/29/19 11:28:28 AM #4:	You use it when you don't give a fuck about nothing. <cite>InfinityMonster posted [p:926695988] in What the f... [t:77972601]...</cite> <quote>You use it when you don't give a fuck about nothing.</quote> ... Copied to Clipboard!
s0nicfan 08/29/19 11:28:50 AM #5:	Garioshi posted... https://en.m.wikipedia.org/wiki/Toroidal_coordinates When would this ever be preferable to another coordinate system The classic applications of toroidal coordinates are in solving partial differential equations, e.g., Laplace's equation for which toroidal coordinates allow a separation of variables or the Helmholtz equation, for which toroidal coordinates do not allow a separation of variables. Typical examples would be the electric potential and electric field of a conducting torus, or in the degenerate case, an electric current-ring (Hulme 1982). --- "History Is Much Like An Endless Waltz. The Three Beats Of War, Peace And Revolution Continue On Forever." - Gundam Wing: Endless Waltz <cite>s0nicfan posted [p:926696000] in What the f... [t:77972601]...</cite> <quote>Garioshi posted...</cite> <quote>https://en.m.wikipedia.org/wiki/Toroidal_coordinates When would this ever be preferable to another coordinate system </quote> <quote>The classic applications of toroidal coordinates are in solving partial differential equations, e.g., Laplace's equation for which toroidal coordinates allow a separation of variables or the Helmholtz equation, for which toroidal coordinates do not allow a separation of variables. Typical examples would be the electric potential and electric field of a conducting torus, or in the degenerate case, an electric current-ring (Hulme 1982).</quote></quote> ... Copied to Clipboard!
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