Hooke's Law: Definition, Application, Sound and Formula
Hooke's Law: Understanding, Application, Sound, and Formula with Complete Examples - Do you know what is meant by Hooke's Law ?? If you don't know it, you are absolutely right to visit gurupendukasi.com. Because here will discuss about the definition of hooke law, hooke law application, hooke law sound, and hooke legal formula along with examples of the complete problem. Therefore, let us consider the review below.
Understanding Hooke's Law
Hooke's law and elasticity are two interrelated terms. To understand the meaning of the word elasticity, many people analogize the term with objects made of rubber, although basically not all objects with rubber-based materials are elastic.
We take two examples of rubber bands and rubber peren. If the rubber band is pulled, then the length will continue to increase to a certain extent. Then, if the pull is released the length of the rubber band will return to normal.
Unlike the case with gum, if pulled the length will continue to increase to a certain extent but if the pull is released the length of the gum will not return to normal. This can happen because the elastic band is elastic while the gum is plastic.
But, if the rubber band is stretched continuously sometimes the kareng shape of the bracelet does not return to normal, which means that the elastic nature has disappeared. So it requires a high level of foresight to classify which objects are elastic and plastic.
So, it can be concluded that elasticity is the ability of an object to return to its original form after the force on the object is removed. The situation where an object can no longer return to its original shape due to the force applied to an object that is too large is called the elastic limit.
While Hooke's Law is an idea introduced by Robert Hooke that investigates the relationship between forces acting on a spring / other elastic object so that the object can return to all shape or not exceed its elasticity limit.
Thus, it can be concluded that Hooke's Law examines the maximum amount of force that can be exerted on an object that is elastic (often spring) so as not to cross its elastic limit and eliminate the elastic nature of the object.