a) Interpolation function b) Displacement function c) Iterative function d) Both interpolation and displacement function Answer: d Explanation: The ...
View QuestionFor modeling of inclined roller or rigid connections, the method used is ___
a) Elimination approach b) Multiple constraints c) Penalty approach d) Minimum potential energy theorem Answer: b Explanation: Multiple constraints ...
View QuestionIn penalty approach evaluate _______ at each support.
a) Load vector b) Degrees of freedom c) Force vector d) Reaction force Answer: d Explanation: ...
View QuestionThe first step of penalty approach is, adding a number C to the diagonal elements of the stiffness matrix. Here C is a __________
a) Large number b) Positive number c) Real number d) Zero Answer: a Explanation: Penalty approach is one of ...
View QuestionIf Q1=a1 then a1 is _________
If Q1=a1 then a1is _________ a) Displacement b) Symmetric c) Non symmetric d) Specified displacement Answer: d Explanation: In ...
View QuestionPenalty approach method is easy to implement in a ______
a) Stiffness matrix b) Iterative equations c) Computer program d) Cg solving Answer: ...
View QuestionIn elimination approach method, extract the displacement vector q from the Q vector. By using ___
a) Potential energy b) Load c) Force d) Element connectivity Answer: d Explanation: By elimination approach method we can ...
View QuestionIn elimination approach, which elements are eliminated from a matrix ____
a) Force b) Load c) Rows and columns d) Undefined Answer: c Explanation: By elimination approach method we can ...
View QuestionEquilibrium conditions are obtained by minimizing ______
a) Kinetic energy b) Force c) Potential energy d) Load Answer: c Explanation: According to minimum potential energy theorem, ...
View QuestionPotential energy, π = _________
Potential energy, π = _________ a) \(\frac{1}{2}\)QTKQ-QTF b) QKQ-QF c) \(\frac{1}{2}\)KQ-QF d) \(\frac{1}{2}\)QF Answer: a Explanation: Minimum potential ...
View Question