 
			 
			MCQOPTIONS
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				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. | Consider the following stencil. For steady two-dimensional convection-diffusion problem, if the general discretized equation is aP φP=aW φW+aE φE+aS φS+aN φN, what is aN using the hybrid differencing scheme?(Note: ϕ, a, F and D are the flow variable, coefficients, convective mass flux per unit area and diffusion conductance respectively). | 
| A. | max(Fn,(Dn–\(\frac{F_n}{2}\)),0) | 
| B. | max(-Fn,(Dn+\(\frac{F_n}{2}\)),0) | 
| C. | max(-Fn,(Dn–\(\frac{F_n}{2}\)),0) | 
| D. | max(Fn,(Dn+\(\frac{F_n}{2}\)),0) | 
| Answer» D. max(Fn,(Dn+\(\frac{F_n}{2}\)),0) | |
| 2. | Consider the following stencil. Which is correct about the hybrid differencing scheme?(Note: q, φ and F are the net flux per unit area, the flow variable and the convective mass flux per unit area respectively). | 
| A. | qw=Fw φC if Pe≥2; qw=Fw φC if Pe≤-2 | 
| B. | qw=Fw φW if Pe≥2; qw=Fw φC if Pe≤-2 | 
| C. | qw=Fw φW if Pe≥2; qw=Fw φW if Pe≤-2 | 
| D. | qw=Fw φC if Pe≥2; qw=Fw φW if Pe≤-2 | 
| Answer» C. qw=Fw φW if Pe≥2; qw=Fw φW if Pe≤-2 | |
| 3. | In which of these ranges is the central differencing scheme used? | 
| A. | -2≤Pe≤2 | 
| B. | -1≤Pe≤1 | 
| C. | -0.5≤Pe≤0.5 | 
| D. | -5≤Pe≤5 | 
| Answer» B. -1≤Pe≤1 | |
| 4. | The Peclet number is calculated at the ____________ | 
| A. | control volume | 
| B. | cell centres | 
| C. | vertices | 
| D. | faces | 
| Answer» E. | |
| 5. | What is the advantage of the hybrid differencing scheme compared to the QUICK scheme? | 
| A. | Transportiveness | 
| B. | Accuracy | 
| C. | Stability | 
| D. | Conservativeness | 
| Answer» D. Conservativeness | |
| 6. | Which of these is correct about the hybrid differencing scheme? | 
| A. | It is conservative but not transportive | 
| B. | It is conservative and transportive | 
| C. | It is transportive but not conservative | 
| D. | It is neither transportive nor conservative | 
| Answer» C. It is transportive but not conservative | |
| 7. | What is the order of accuracy of the hybrid differencing scheme? | 
| A. | Fourth-order | 
| B. | Third-order | 
| C. | Second-order | 
| D. | First-order | 
| Answer» E. | |
| 8. | The hybrid differencing scheme is ____________ | 
| A. | never bounded | 
| B. | bounded unconditionally | 
| C. | bounded in the low Peclet number | 
| D. | bounded in the high Peclet number | 
| Answer» C. bounded in the low Peclet number | |
| 9. | The difference scheme to be used in the hybrid system is chosen by evaluating the ____________ | 
| A. | Local Peclet number | 
| B. | Global Peclet number | 
| C. | Reynolds number | 
| D. | Nusselt number | 
| Answer» B. Global Peclet number | |
| 10. | The hybrid differencing scheme is a combination of ____________ and ___________ | 
| A. | upwind and downwind schemes | 
| B. | downwind and central difference schemes | 
| C. | central difference and upwind schemes | 
| D. | two types of central difference schemes | 
| Answer» D. two types of central difference schemes | |