What is the expression for the traction term tn in the element load v – McqOptions

MCQOPTIONS

1.	What is the expression for the traction term tn in the element load vector Qe=&oint;┌cheψTtds of the following figure where L23 is the length of the line 2-3?
A.	tn=-T(-1+\(\frac{s}{L_{23}})\)
B.	tn=T(-1+\(\frac{s}{L_{23}})\)
C.	tn=-T(1+\(\frac{s}{L_{23}})\)
D.	tn=T(1+\(\frac{s}{L_{23}})\)
Answer» C. tn=-T(1+\(\frac{s}{L_{23}})\)

Discussion

No Comment Found

Related MCQs

In the Finite Element Method, which element is known for the slowest convergence?
In Finite Element Analysis, which option is correct for computation of load due to specified boundary stress?
In vibration and transient analysis of beams, if the linear acceleration scheme predicts the solution,then it is unstable for the first several time steps, but it eventually becomes stable.
In Finite Element Analysis, what are the values of nodal forces in the following element if the line 2-4 is 160 in long?
What is the expression for the traction term tn in the element load vector Qe=&oint;┌cheψTtds of the following figure where L23 is the length of the line 2-3?
What is the global load vector in Finite Element Analysis of the following structure if the local load vector is \(\begin{bmatrix}0\\0\\2\\0\\1\\0\end{bmatrix}\) and θ=0?
In transformations, what is the transformation matrix R in the relation F=RQ if the load vector in global coordinates is F and the load vector in element coordinates is Q?
Which option is not correct concerning the internal load vector in the finite element model of plane elasticity problems?
In the Finite Element Method, the vector of internal forces is computed only when the element falls on the boundary of the domain on which tractions are absent.
In Finite Element Analysis, what is the correct load vector for the linear quadrilateral element with area Ae, thickness he and uniform body force vector f?