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This section includes 8 Mcqs, each offering curated multiple-choice questions to sharpen your Computational Fluid Dynamics Questions and Answers knowledge and support exam preparation. Choose a topic below to get started.
1. |
The term representing the effect of small-scale eddies in diffusion terms of the k transport equation and ε transport equations take the values ___________ and ____________ |
A. | 1.49, 1.49 |
B. | 1.39, 1.39 |
C. | 1.39, 1.49 |
D. | 1.49, 1.39 |
Answer» C. 1.39, 1.49 | |
2. |
The Reynolds stress term used in the RNG k-ε model is given by 2μt Sij-2⁄3 ρkδij. What does the term δij represent? |
A. | Kronecker delta |
B. | Euler delta |
C. | Hermann delta |
D. | Cartesian delta |
Answer» B. Euler delta | |
3. |
div[αk μeff grad k] is the diffusion term in the transport equation of the turbulent kinetic energy. αk represents ____________ |
A. | effects of internal thermal energy |
B. | effects of turbulent kinetic energy |
C. | effects of large-scale turbulence |
D. | effects of small-scale turbulence |
Answer» E. | |
4. |
What is the value of Cμ in the RNG k-ε model? |
A. | 0.0545 |
B. | 0.0645 |
C. | 0.0845 |
D. | 0.0745 |
Answer» D. 0.0745 | |
5. |
The dynamic eddy viscosity used in the RNG k-ε model is ____________ |
A. | half of the that of the k-ε model |
B. | the same as that of the k-ε model |
C. | twice that of the k-ε model |
D. | thrice that of the k-ε model |
Answer» C. twice that of the k-ε model | |
6. |
The RNG k-ε model makes assumptions for ___________ |
A. | dynamic eddy viscosity |
B. | kinematic eddy viscosity |
C. | small-scale turbulence |
D. | large-scale turbulence |
Answer» D. large-scale turbulence | |
7. |
What does the abbreviation RNG in the RNG k-ε model stand for? |
A. | Random number generator |
B. | Renormalization group |
C. | Renormalization generator |
D. | Random number group |
Answer» C. Renormalization generator | |
8. |
The RNG k-ε model comes under which of these types of the turbulence models? |
A. | Two-equation model |
B. | One-equation model |
C. | Algebraic model |
D. | Second-order closure models |
Answer» B. One-equation model | |