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.

Along the downwind line of the NVD, the values of _____________ are changed to make the system stable.

A. a<sub>c</sub>
B. (l,k)
C. <sub>c</sub>
D. <sub>f</sub>
Answer» C. <sub>c</sub>
2.

What is DWFf for the second-order upwind scheme?

A. ( frac{ tilde{ phi_c}}{2(1- tilde{ phi_c})} )
B. ( frac{1}{2(1- tilde{ phi_c})} )
C. ( frac{ tilde{ phi_c}}{4(1- tilde{ phi_c})} )
D. ( frac{1}{4(1- tilde{ phi_c})} )
Answer» B. ( frac{1}{2(1- tilde{ phi_c})} )
3.

The high-resolution schemes formulated using the NWF method with the equation ( tilde{ phi_f} = l tilde{ phi_c}+k ) are stable without any alteration when __________

A. k&gt;2
B. l&gt;2
C. k&gt;l
D. l&gt;k
Answer» E.
4.

The deferred correction source term of the NWF method using he normalized interpolation profile ( tilde{ phi_f}=l tilde{ phi_c}+k ) is _________

A. (1-l-k) <sub>u</sub>
B. (k) <sub>u</sub>
C. (-l) <sub>u</sub>
D. (l-k) <sub>u</sub>
Answer» B. (k) <sub>u</sub>
5.

The value of DWFf for the central difference scheme is __________

A. 1
B. ( frac{1}{3} )
C. ( frac{1}{4} )
D. ( frac{1}{2} )
Answer» E.
6.

For a scheme modelled using the DWF method, the diagonal coefficient becomes zero when ___________

A. DWF<sub>f</sub> &gt; 0
B. DWF<sub>f</sub> &gt; 1
C. DWF<sub>f</sub> &gt; 0.5
D. DWF<sub>f</sub> &gt; 2
Answer» D. DWF<sub>f</sub> &gt; 2
7.

DWFf for the FROMM scheme is ___________

A. ( frac{1}{2(1- tilde{ phi_c})} )
B. ( frac{1}{4(1- tilde{ phi_c})} )
C. ( frac{1}{2} )
D. ( frac{1}{4} )
Answer» C. ( frac{1}{2} )
8.

The value of DWF for the downwind scheme is __________

A. 0
B. 1
C. 2
D. 3
Answer» C. 2
9.

The value of the Downwind Weighing Factor (DWF) lies between ___________

A. 0 DWF
B. DWF 0
C. 0 DWF 1
D. DWF 1
Answer» D. DWF 1
10.

The Downwind Weighing Factor in the normalized form is given by __________

A. ( frac{ tilde{ phi_f}- tilde{ phi_c}}{1- tilde{ phi_c}} )
B. ( frac{ tilde{ phi_c}- tilde{ phi_f}}{1- tilde{ phi_c}} )
C. ( frac{ tilde{ phi_f}- tilde{ phi_c}}{1- tilde{ phi_f}} )
D. ( frac{ tilde{ phi_c}- tilde{ phi_f}}{1- tilde{ phi_f}} )
Answer» B. ( frac{ tilde{ phi_c}- tilde{ phi_f}}{1- tilde{ phi_c}} )