a) Two degrees of freedom
b) One degree of freedom
c) Six degrees of freedom
d) Three degrees of freedom
Answer: b
Explanation: Degrees of freedom of a node tells that the number of ways in which a system can allowed to moves. In a stiffness matrix each node can have one degree of freedom.
Related Posts
For a four noded element while implementing a computer program, the compact representation of shape function is ____
Shape function can be written as _____
The master element is defined in ______
For a four noded quadrilateral, we define shape functions on _____
The vector q=[q1,q2………q8]^T of a four noded quadrilateral denotes ____
In two dimensional isoparametric elements, we can generate element stiffness matrix by using ____
In a Belleville spring, load-deflection characteristics and stress distribution can be obtained by dividing the area into ____
Join The Discussion