Avijit

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	seen	May 10 at 15:07
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8 Questions

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2	Surface integral of Poynting vector for time-invariant E & B fields
2	Help me derive Ampere's law from Biot-Savart, magnetostatic case … how do I use $\nabla\cdot\vec{J} = 0$?
2	Is there a concise way to express $ \left(\vec{x}\cdot\vec{z}\right)\left(\vec{y}\cdot\vec{z}\right) $
1	Is $\int_{t_1}^{t_2} \iiint_V \iiint_V \left(\vec{J}\left(\vec{r}_1,t\right) \cdot \vec{J}_t\left(\vec{r}_2,t\right)\right) $ zero if…
1	Term or identity for sum of the grad of each cartesian component

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71 Reputation

+10	Surface integral of Poynting vector for time-invariant E & B fields
+10	Help me derive Ampere's law from Biot-Savart, magnetostatic case … how do I use $\nabla\cdot\vec{J} = 0$?
+10	Is there a concise way to express $ \left(\vec{x}\cdot\vec{z}\right)\left(\vec{y}\cdot\vec{z}\right) $
+5	Is $\int_{t_1}^{t_2} \iiint_V \iiint_V \left(\vec{J}\left(\vec{r}_1,t\right) \cdot \vec{J}_t\left(\vec{r}_2,t\right)\right) $ zero if…

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2 Answers

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2	Surface integral of Poynting vector for time-invariant E & B fields
0	Is $\int_{t_1}^{t_2} \iiint_V \iiint_V \left(\vec{J}\left(\vec{r}_1,t\right) \cdot \vec{J}_t\left(\vec{r}_2,t\right)\right) $ zero if…

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2 vector-analysis × 10	0 pde
2 multivariable-calculus × 9

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