In physics, elasticity is a physical property of materials which return to their original shape after they are deformed.
It is a force exerted by a spring onto the object stretching or compressing it / The force which a spring exerts on whatever is stretching or compressing it
Elastic force is force that arises from the deformation of a solid body. This type of force is also conservative.
Elastic potential is the energy stored in a system by applying a force to an elastic object. See the related link for further information.
Within Elastic limit, the strain produced in a body is directly proportional to the stress applied to that body.
It stretches!!!!! :P
The physics definition of period is the duration of one complete cycle of a wave or oscillation.
It is understood that in which particles are united by elastic forces of force that tend to return to its initial position once the deforming force stops.
IF you use d'alemberts pinciple and it is aparantly, according to physics conserved in collisions, be they either elastic or non-elastic collisions
Within Elastic limit, the strain produced in a body is directly proportional to the stress applied to that body.
why is yew wood elastic? cheers desperately need this info for my physics coursework!
The definition of elastic vibration was found in the website at the bottom. Elastic vibration is oscillating movement of a solid object in which a large majority of the energy is retained though elastic forces and with inertia of the object.www.answers.com/topic/elastic-vibration
There is no accepted definition of the strength of numbers.There is no accepted definition of the strength of numbers.There is no accepted definition of the strength of numbers.There is no accepted definition of the strength of numbers.
It stretches!!!!! :P
The physics definition of period is the duration of one complete cycle of a wave or oscillation.
Physics is the science of motion and does not have anything to do with economics.
No, by definition Hooke's law relates to linear elastic only; when outside the elastic region it does not apply.
IF you use d'alemberts pinciple and it is aparantly, according to physics conserved in collisions, be they either elastic or non-elastic collisions
It is understood that in which particles are united by elastic forces of force that tend to return to its initial position once the deforming force stops.
IF you use d'alemberts pinciple and it is aparantly, according to physics conserved in collisions, be they either elastic or non-elastic collisions
If ep = dQ/dP.P/Q = infinity, the demand is perfectly elastic.