In steady state heat transfer finite element model [K+H]*{T}={Q}*{P} if convective boundary conditions are neglected then which option is applicable?

In steady state heat transfer finite element model [K+H]*{T}={Q}*{P}

1.	In steady state heat transfer finite element model [K+H]{T}={Q}{P} if convective boundary conditions are neglected then which option is applicable?
A.	K=0
B.	H=0
C.	Q=0
D.	T=0
Answer» C. Q=0

Discussion

No Comment Found

Related MCQs

Consider a system where a wall of a tank containing a hot liquid at a temperature T0, with an air stream of temperature T∞ flows on the outside of the tank, maintaining the outside wall temperature of TL. What is the expression for boundary condition of the system?
In a Heat Transfer problem, which option is used for interpolation of temperature inside a finite element?
A river flows along node 1 through node 4, infiltrating an aquifer at constant rate of 5(m3/day*m2). The length of elements is 0.2m. What is the value of global force due to infiltration of the river at node 1?
For a two dimensional problem, the evaluation of boundary integrals amounts to evaluation of line integrals.
The velocity field of a fluid flow is denoted by v=2xi+3j. Which option exactly describes the flow?
What is the value of T at node 3 if the length of each element is 1/a units?a) 0.5*bb) bc) 2*bd) b*cos(
If q denotes the amount of heat flow through any boundary then what is the value of q at node7?
Heat conduction problem over a rectangular domain is shown in figure. Which nodes have temperature value of zero units?
In a steady state heat conduction problem with a thermal conductivity of 22(W/(m*K)), for a typical element of mesh of linear triangular elements, what is the value of a in stiffness matrix,K=a*\(\begin{pmatrix}1&-1&0\\-1 & 2 & -1\\0 & -1 & 1\end{pmatrix}\)?
In the below equation for steady-state heat transfer in plane systems, what does β stands for?\(k_x\frac{\partial T}{\partial x}n_x+k_y\frac{\partial T}{\partial y}n_y\)+β(T-T∞)=\(\hat{q}\)n

In steady state heat transfer finite element model [K+H]*{T}={Q}*{P} if convective boundary conditions are neglected then which option is applicable?

Discussion

No Comment Found

Related MCQs

Reply to Comment

In steady state heat transfer finite element model [K+H]{T}={Q}{P} if convective boundary conditions are neglected then which option is applicable?