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.

Which of these is a popular version of the ADI scheme?

A. Operator splitting
B. Approximate factorization
C. ALU algorithm
D. SIMPLE algorithm
Answer» C. ALU algorithm
2.

The ADI scheme is particularly suitable for ____________ problems.

A. parabolic and elliptic
B. parabolic and hyperbolic
C. hyperbolic
D. parabolic
Answer» B. parabolic and hyperbolic
3.

The order of accuracy of the ADI scheme in the x and y-directions are __________ and __________

A. second-order and first-order
B. first-order and second-order
C. second-order and second-order
D. second-order and third-order
Answer» D. second-order and third-order
4.

The order of accuracy of the ADI scheme in the time direction is ___________

A. third-order
B. fourth-order
C. first-order
D. second-order
Answer» E.
5.

If there are N grid points in both the x and y-directions, how many times does the ADI scheme use the Thomas algorithm?

A. N/2
B. 2
C. N<sup>2</sup>
D. 2N
Answer» E.
6.

The second step of the ADI scheme is swept over __________ direction.

A. both the x and y
B. the x
C. the y
D. the time
Answer» D. the time
7.

Which of these statements is correct about the first step of the ADI scheme?

A. x-derivative is treated implicitly
B. y-derivative is treated implicitly
C. Time derivative is treated implicitly
D. Thomas algorithm is not used
Answer» B. y-derivative is treated implicitly
8.

The intermediate step of the ADI scheme is at __________

A. t+ ( frac{ Delta t}{3} )
B. t+ ( frac{ Delta t}{2} )
C. t- ( frac{ Delta t}{2} )
D. t+ ( frac{ Delta t}{4} )
Answer» C. t- ( frac{ Delta t}{2} )
9.

How many steps does the Alternating Direction Implicit (ADI) scheme involve?

A. One step
B. Two steps
C. Three steps
D. Four steps
Answer» C. Three steps
10.

Which of these is important while solving a system with implicit methods?

A. Linearizing the difference equation
B. Linearizing the partial differential equation
C. Normalizing the difference equation
D. Normalizing the partial differential equation
Answer» B. Linearizing the partial differential equation