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Finding the volume-weighted average centroid of a polyhedron

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#geometry #centroid #finite-volume-method
466
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Implementing Neumann boundary conditions for finite volume PDEs

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#partial-differential-equations #numerical-methods #finite-volume-method
95
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Branch of math similar to linear algebra but with vector exponentiation

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#numerical-methods #nonlinear-system #finite-volume-method
52
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Finite volume scheme: Is this a valid step?

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#numerical-methods #finite-volume-method
55
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Numerical PDEs: Is there a matrix form for solving Finite Volume methods similar to the differentiation matrix methods used for Finite Differences

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#linear-algebra #partial-differential-equations #numerical-methods #finite-volume-method
66
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Did I get Godunov's scheme right?

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#functional-analysis #partial-differential-equations #numerical-methods #finite-differences #finite-volume-method
56
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Spectrum of 4th order discretized Laplace operator

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#eigenvalues-eigenvectors #numerical-methods #numerical-linear-algebra #laplacian #finite-volume-method
277
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finite volume methods: what do I have to do with the cell averages after each step?

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#numerical-methods #finite-differences #finite-volume-method
69.5k
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What is the difference between Finite Difference Methods, Finite Element Methods and Finite Volume Methods for solving PDEs?

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#partial-differential-equations #numerical-methods #finite-differences #finite-element-method #finite-volume-method
3.2k
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energy equation in cylindrical coordinates and conservative form of fluid flow equations

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#partial-differential-equations #change-of-variable #cylindrical-coordinates #finite-volume-method
450
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advective tem in conservative equation in cylindrical coordinates

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#partial-derivative #cylindrical-coordinates #finite-volume-method
145
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What is the advantage to have a locally conservative numerical scheme?

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#partial-differential-equations #numerical-methods #finite-element-method #elliptic-equations #finite-volume-method
1.2k
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Solving transport equation with pseudo-spectral and finite volume methods in MATLAB

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#matlab #transport-equation #finite-volume-method
41
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Change of variable of surfaces integrals

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#multivariable-calculus #laplacian #spherical-geometry #finite-element-method #finite-volume-method
269
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Find the volume of the solid generated by revolving the triangular region enclosed by $y = |x|$ and $y = 1$ about the line x = −2.

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#calculus #area #volume #solid-of-revolution #finite-volume-method

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