Computational Fluid Dynamics Objective Questions

Computational Fluid Dynamics Multiple Choice Questions on “Turbulence Modelling – Turbulent Flows Characteristics”. 1. What is Reynolds stress?a) Stress due […]

Computational Fluid Dynamics Multiple Choice Questions on “Turbulence Modelling – Spalart Allmaras Model”. 1. The Spalart-Allmaras model differs from the

Computational Fluid Dynamics Question Bank on “Diffusion Problem – Discretization Equation Rules”. 1. The zero sum rule and the opposite

Computational Fluid Dynamics Multiple Choice Questions on “Incompressible Flows – SIMPLE Algorithm”. 1. What does SIMPLE stand for?a) Semi-Implicit Method

Computational Fluid Dynamics Multiple Choice Questions on “CFD Solution Procedure”. 1. Which of these will not come under the three

Computational Fluid Dynamics Multiple Choice Questions on “Navier Stokes Equation”. 1. What are the independent variables in the Navier-Stokes equations?a)

Computational Fluid Dynamics Multiple Choice Questions on “Discretization Aspects – Thomas Algorithm”. 1. Thomas algorithm is a ___________a) Linear equations

Computational Fluid Dynamics Question Paper on “Numerical Methods – Coupled Equations and Non-Linear Equations Solution”. 1. When coupled equations are

Computational Fluid Dynamics Multiple Choice Questions on “Turbulence Modelling – Turbulent Flow Structure”. 1. The rotational flow structure of turbulent

Computational Fluid Dynamics Multiple Choice Questions on “Turbulence Modelling – RNG K Epsilon”. 1. The RNG k-ε model comes under

Computational Fluid Dynamics Multiple Choice Questions on “Diffusion Problem – Orthogonal and Non-Orthogonal Grids”. 1. Which of these statements is

Computational Fluid Dynamics Multiple Choice Questions on “Incompressible Flows – SIMPLER Algorithm”. 1. What does the R in the SIMPLER

Computational Fluid Dynamics Multiple Choice Questions on “Applications”. 1. For which of the following purposes can an automobile company not

Computational Fluid Dynamics Multiple Choice Questions on “Euler Equation”. 1. The general transport equation is (frac{partial(rho Phi)}{partial t}+div(rho Phi vec{u})+div(Gamma

Computational Fluid Dynamics Multiple Choice Questions on “Discretization Aspects – Consistency”. 1. A solution to some algebraic equation is said