Takt time: Difference between revisions

Revision as of 16:16, 27 December 2013

For

y^{'} + a (x) y = b (x)

let

M (x) = \exp \int a (x) d x

then

y (x) = \frac{\int b (x) M (x) d x + C}{M (x)} .

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+==Exact==
+* [[Method of undetermined coefficients]]
+* [[Integrating factor]]
+:For <math>y'+a(x)y = b(x)</math> let <math>M(x)=\exp{\int a(x)\,dx}</math> then
+::<math>y(x)  = \frac{\int b(x) M(x)\, dx + C}{M(x)}.\,</math>
+* [[Method of variation of parameters]]
+* [[Examples of differential equations|Separable differential equation]]
+==Numerical methods==
+* [[Finite element method]]
+* [[Finite volume method]]
+* [[Finite difference method]]
+==See also==
+* [[Examples of differential equations]]
+* [[Table of integrals]]
+[[Category:Differential equations]]
+[[Category:Mathematics-related lists]]