Explore topic-wise MCQs in Computational Fluid Dynamics.

This section includes 10 Mcqs, each offering curated multiple-choice questions to sharpen your Computational Fluid Dynamics knowledge and support exam preparation. Choose a topic below to get started.

1.

What happens when the convergence is not monotonic?

A. Solutions will always converge
B. Solutions will not converge
C. Erroneous solutions may converge
D. Error will increase
Answer» D. Error will increase
2.

When is the Richardson extrapolation accurate?

A. When the system is stable
B. When the convergence is monotonic
C. When the system is consistent
D. When the system is linear
Answer» C. When the system is consistent
3.

What does Richardson extrapolation do in finite difference schemes?

A. Add the error estimate to the results of the finest grid
B. Subtract the error estimate from the results of the finest grid
C. Add the error estimate to the results of the current grid
D. Subtract the error estimate from the results of the current grid
Answer» B. Subtract the error estimate from the results of the finest grid
4.

What is Richardson extrapolation used for?

A. To increase the accuracy
B. To decrease the error
C. To create convergence monotony
D. To increase the rate of convergence
Answer» E.
5.

How is the discretization error found?

A. Difference between the solutions obtained from systematically refined grids
B. Difference between the exact and the numerical solutions
C. Difference between the exact solution and the solution from the refined grid
D. Difference between the coarse grid solution and the exact solution
Answer» B. Difference between the exact and the numerical solutions
6.

Information about the magnitude and distribution of the truncation error can be useful for ____________

A. correcting the error
B. increasing the stability
C. refining the grid
D. converging the solution
Answer» D. converging the solution
7.

Truncation error is the difference between __________

A. the exact solution of the partial differential equation and the discretized equations
B. the exact partial differential equation and the discretized equations
C. the exact solution and the numerical solution of the partial differential equations
D. the exact partial differential equation and its solution
Answer» C. the exact solution and the numerical solution of the partial differential equations
8.

The exact solution of the partial differential equation varies from the exact solution of the discretized equations by ___________

A. truncation error
B. discretization error
C. iteration error
D. modelling error
Answer» C. iteration error
9.

What is the source of discretization error in the finite difference method?

A. Numerical error
B. Round-off error
C. Truncation error
D. Modelling error
Answer» D. Modelling error
10.

Which is the major error occurring due to the finite difference approximations?

A. Discretization error
B. Round-off error
C. Iteration error
D. Modelling errors
Answer» B. Round-off error