Question: To convert the non-conservative integral equation of mass conservation into the conservative integral form, which of these theorems is used?

Options

A : Stokes theorem

B : Kelvin-Stokes theorem

C : Gauss-Siedel theorem

D : Gauss Divergence Theorem

Click to view Correct Answer

Previous ||

Computational Fluid Dynamics Continuity Equation Finite Control Volume more questions

What is any in C++?

Which of the following is also referred to as random....

Shot noise is

Which institute in Sweden has the motto as “Bridging Science....

When a vector is irrotational, which condition holds good?

Entamoeba histolytica is found in _________

Which of these organs are situated in the thoracic cavity?

Which organ secretes insulin?

Which among the following is incorrect about anatomy in a....

The flooring of _____________ material consists of square or rectangular....

Chemical Engineering Basics - Part 1 more Online Exam Quiz

Computational Fluid Dynamics Classification Pde 1

Computational Fluid Dynamics Components Numerical Methods

Computational Fluid Dynamics Conservation Equation

Computational Fluid Dynamics Conservativeness

Computational Fluid Dynamics Consistency

Computational Fluid Dynamics Convection Boundedness Criterion

Computational Fluid Dynamics Convergence

Computational Fluid Dynamics Crank Nicolson Adams Moulton Schemes

Computational Fluid Dynamics Discretization

Computational Fluid Dynamics Discretization Approaches