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This section includes 9 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. |
The SMART scheme is constructed using the ____________ |
A. | SUPERBEE scheme |
B. | STOIC scheme |
C. | QUICK scheme |
D. | MINMOD scheme |
Answer» D. MINMOD scheme | |
2. |
For a high-resolution scheme to have good convergence, the profile in the NVD frame should __________ |
A. | involve sharp angles |
B. | avoid sharp angles |
C. | be smooth |
D. | be differentiable |
Answer» C. be smooth | |
3. |
High-resolution schemes give ___________ |
A. | solution without oscillations |
B. | highly converging |
C. | inconsistent solutions |
D. | unstable solution |
Answer» B. highly converging | |
4. |
To construct a high-resolution scheme, the monotonic profile in the range 0 ( leq widetilde{ phi_c} leq )1 should pass through __________ in the NVD. |
A. | points (0,0) and (0,1) |
B. | points (1,0) and (1,1) |
C. | points (0,1) and (1,1) |
D. | points (0,0) and (1,1) |
Answer» E. | |
5. |
Which of these is not a high-resolution scheme? |
A. | MINMOD |
B. | SMART |
C. | SIMPLE |
D. | MUSCL |
Answer» D. MUSCL | |
6. |
Which of these diagrams are used to visualize the high-resolution scheme? |
A. | Leonard diagram and NVD |
B. | Cumulative flow diagram and NVD |
C. | Sweby s diagram and NVD |
D. | Cumulative flow diagram and Sweby s diagram |
Answer» D. Cumulative flow diagram and Sweby s diagram | |
7. |
A high-resolution scheme is the best suited for ___________ |
A. | Turbulent flows |
B. | Problems involving shocks |
C. | Incompressible flows |
D. | Unsteady flows |
Answer» C. Incompressible flows | |
8. |
Which of these techniques cannot be used to implement a high-resolution scheme? |
A. | DC technique |
B. | DWF method |
C. | NWF method |
D. | TVD method |
Answer» E. | |
9. |
A high-resolution scheme is __________ |
A. | a higher order bounded scheme |
B. | a first-order accurate scheme |
C. | a first-order bounded scheme |
D. | a higher-order unbounded scheme |
Answer» B. a first-order accurate scheme | |