What is Divergence Theorem?
Divergence Theorem is a theorem that compares the surface integral to the volume integral. It aids in determining the flux of a vector field through a closed area with the help of the volume encompassed by the vector field's divergence.
What are some of the applications of the Gauss divergence Theorem?
Some of the applications of the Gauss theorem are listed below-It can be applied to any vector field in which the inverse-square law is obeyed which includes electrostatic attraction, gravity, and examples in quantum physics like probability density. It can also be applied in the aerodynamic continuity equation-Around a control volume, the surface integral of the mass flux is equal to the rate of mass storage, without the sources or sinks. The net velocity flux around the control value must be equal to zero if the flow at a particular point is incompressible.
Негізгі бет Gauss Divergence Theorem in Tamil.
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