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Surface Integral over a cone

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#vector-analysis #surface-integrals
661
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Helmholtz Decomposition in Sobolev Space

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#sobolev-spaces #vector-analysis
36
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Net flux zero equivalent to vanishing solution?

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#real-analysis #partial-differential-equations #vector-analysis #harmonic-functions
38
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Evaluating gradiant of vector basis r in Spherical Co-ordinates

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#calculus #vector-analysis #fluid-dynamics
2.8k
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Surface area common to two perpendicularly intersecting cylinders

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#definite-integrals #vector-analysis #surfaces #surface-integrals
244
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Area of parametric surface (theory)

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#integration #vector-analysis #parametric #surface-integrals
872
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Stokes' Theorem and Vector Fields with Jump Discontinuities

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#integration #physics #vector-analysis #stokes-theorem
159
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Let $S$ be the sphere of radius $2$ and $C$ be the circle obtained by intersecting $S$ with the plane $\{x-y+z=3\}$. Parametrize $C$.

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#geometry #multivariable-calculus #vector-analysis
49
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An exercise/solution-based reference on vector calculus

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#reference-request #soft-question #vector-analysis
39
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Differentiating $\vec{r}(t)=(3\sin\frac{t}{t_0},4\frac{t}{t_0},3 \cos \frac{t}{t_0}); \space \space t\in \Bbb R$

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#derivatives #vector-analysis
95
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Relating existence of a "potential" with exactness of a certain form

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#multivariable-calculus #vector-analysis #differential-forms
184
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Given (X, ||•||) normed space, prove that only X itself and empty space are clopen.

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#analysis #vector-analysis #normed-spaces
833
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Verification of Green's Theorem homework help

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#calculus #vector-analysis #surface-integrals #greens-theorem
1.9k
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How to find the potential function of a vector field?

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#calculus #multivariable-calculus #vector-analysis #vector-fields
591
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$a^Tx=b$ denotes a hyperplane. Is it always true that $a//x$

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#vector-spaces #vectors #vector-analysis

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