The variation of interatomic energy with atomic distance is given by t – McqOptions

MCQOPTIONS

1.	The variation of interatomic energy with atomic distance is given by the following equation V(r)=4 [( /r12) ( /r6)] Where V(r) is the potential energy, and r is interatomic distance. and are constant.Find the value of energy at the point where the interatomic force is zero?
A.
B.
C.	0
D.
Answer» B.

Discussion

No Comment Found

Related MCQs

Which of the following factors change the value of the elastic constant of any material?
The elastic constant of a material is determined by the ________________ of potential energy vs interatomic distance curve.
The variation of interatomic energy with atomic distance is given by the following equation V(r)=4 [( /r12) ( /r6)] Where V(r) is the potential energy, and r is interatomic distance. and are constant.Find the value of energy at the point where the interatomic force is zero?
Elastic constant of crystal does not vary with the orientation of the crystal.
If the interatomic distance between 2 atoms is changed from the equilibrium position, then the nature of force will be _____________ when interatomic distance is decreased from equilibrium; and the nature of force will be _____________ when interatomic distance is increased.
In the universal testing machine for tension test, the output raw data are in the form of ________
Elastic strain energy per unit volume or strain energy density is NOT equal to ________Where x=stress in x direction, x=strain in x direction, E=young s modulus, P=load, =elongation.
The elastic strain energy is equal to the area under the stress-strain curve up (from origin to the elastic limit).