divergence theorem वाक्य
उदाहरण वाक्य
मोबाइल
- It can be used to calculate flux by divergence theorem.
- This is one version of the divergence theorem for boundary.
- The differential form of the continuity equation is, by the divergence theorem:
- Calculus in three Euclidean dimensions : Stokes'theorem, the divergence theorem.
- In physics and engineering, the divergence theorem is usually applied in three dimensions.
- The Divergence Theorem allows Gauss's Law to be written in differential form:
- Since the integral of a divergence becomes a boundary term according to the divergence theorem.
- The divergence theorem is applied to the advection, pressure gradient, and diffusion terms.
- A n-dimensional divergence theorem.
- When Fick proposed the diffusion equation, the Gauss divergence theorem had been already reported in 1840.
- Recently, the diffusion equation was thus mathematically investigated in accordance with the divergence theorem and the coordinate transformation theory.
- The integral and differential forms of Gauss's law for magnetism are mathematically equivalent, due to the divergence theorem.
- The most familiar extensions of the fundamental theorem of calculus in higher dimensions are the divergence theorem and the gradient theorem.
- So, using the divergence theorem, I calculate the divergence of F integrated over V and get 4.5?.
- Continuity equations offer more examples of laws with both differential and integral forms, related to each other by the divergence theorem.
- Now, using the divergence theorem we can derive the relationship between the flux and the partial time derivative of the density:
- Nevertheless, the problem of coordinate system of diffusion equation had not been mathematically investigated in accordance with the divergence theorem until recently.
- These field concepts are also illustrated in the general divergence theorem, specifically Gauss's law's for gravity and electricity.
- In 1D the volume reduces to an interval, its boundary being its extrema, then the divergence theorem reduces to the fundamental theorem of calculus:
- If we choose the volume to be a ball of radius " a " around the source point, then Gauss'divergence theorem implies that
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