Question: Which of these equations represent the semi-discretized equation of a 2-D steady-state diffusion problem?
Options
A : int_A(Gamma Afrac{partial phi}{partial x})dA+int_A(Gamma A frac{partialphi}{partial y}) dA+int_{Delta V} S,dV=0
B : int_Afrac{partial}{partial x}(Gamma A frac{partialphi}{partial x})dA+int_Afrac{partial}{partial y}(Gamma Afrac{partialphi}{partial y})dA+int_{Delta V}S, dV=0
C : int_A(Gamma Afrac{dphi}{dx})dA+int_A(Gamma A frac{dphi}{dy})dA+int_{Delta V}S, dV=0
D : frac{partial phi}{partial t}+int_Afrac{partial}{partial x}(Gamma A frac{partial phi}{partial x}) dA+int_Afrac{partial}{partial y}(Gamma A frac{partial phi}{partial y})dA+int_{Delta V}S, dV=0
Computational Fluid Dynamics Entrance Exams more questions
Let hat{u} be the specific internal energy of a system....
Consider a model of finite control volume (volume V and....
Consider a model of finite control volume (volume V and....
Consider a model of finite control volume (volume V and....
Evaluation of intint_R f(x,y) ,dx ,dy in cartesian coordinate can....
Consider the continuity equation frac{partial ho}{partial t}+ abla.( ho vec{V})=0.....
Consider the continuity equation frac{partial ho}{partial t}+ abla.( ho vec{V})=0.....
Which of the following is the backward design equation for....
Which of the following is the backward design equation for....
Which of the following escape sequence represents carriage return?
Chemical Engineering Basics - Part 1 more Online Exam Quiz
Computational Fluid Dynamics Convergence
Computational Fluid Dynamics Crank Nicolson Adams Moulton Schemes
Computational Fluid Dynamics Discretization
Computational Fluid Dynamics Discretization Approaches
Computational Fluid Dynamics Downwind Normalized Weighing Factor
Computational Fluid Dynamics Equations State
Computational Fluid Dynamics Errors Finite Difference Approximations
Computational Fluid Dynamics Error Sources