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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. |
A model of fluid moving along with the flow gives non-conservative equation. What is the reason? |
A. | Position coordinates are dependent on time |
B. | Position coordinates are independent on time |
C. | Velocity is dependent on time |
D. | Velocity is independent of time |
Answer» B. Position coordinates are independent on time | |
2. |
A stationary model will result in ____________ |
A. | Differential equation |
B. | Non-conservative equation |
C. | Conservative equation |
D. | Integral equation |
Answer» D. Integral equation | |
3. |
Other than finite control volume and infinitesimal small element, what is the third possible modelling of fluid flow? |
A. | Discrete approach |
B. | Quantum approach |
C. | Microscopic approach |
D. | Macroscopic approaches |
Answer» D. Macroscopic approaches | |
4. |
A finite control volume moving along with the flow __________ |
A. | Has its position coordinates stationary |
B. | Has its particles moving into and out of it |
C. | Has the properties differentiated |
D. | Has the same particles always inside it |
Answer» E. | |
5. |
An equation modelled using infinitesimally small element leads to ____________ |
A. | Partial differential equation |
B. | Integral equation |
C. | Differential equation |
D. | Linear differential equation |
Answer» B. Integral equation | |
6. |
If this model is used to get the governing equations, what type of equation will be obtained? |
A. | Non-conservative differential |
B. | Conservative differential |
C. | Conservative integral |
D. | Non-conservative integral |
Answer» E. | |
7. |
What is the need of constructing a model for analysing fluids? |
A. | Fluids are not stationary but they have the same velocity in different parts |
B. | Fluids are stationary and they have the same velocity in different parts |
C. | Fluids are not stationary and they have different velocities in different parts |
D. | Fluids are not stationary but they have the same velocity in different parts |
Answer» D. Fluids are not stationary but they have the same velocity in different parts | |
8. |
A control volume based model gives ___________ equation. |
A. | Integral |
B. | Differential |
C. | Conservative |
D. | Non-conservative |
Answer» B. Differential | |
9. |
What does this diagram represent? |
A. | Finite control volume moving along with the flow |
B. | Stationary finite control volume |
C. | Infinitesimally small element with the fluid passing through it |
D. | Infinitesimally small element moving along with the flow |
Answer» C. Infinitesimally small element with the fluid passing through it | |