Question 4: 10 N force is applied to a string and it gets stretched. Question 3: A spring is stretched with a force of 2N by 4 m. This happens because it is inversely proportional to both the spring constant and the spring length. For the smaller springs, a spring constant twice as large as the original will be used. So, in the preceding example, suppose the spring exactly cut in half, resulting in two shorter springs, each 3 cm in length. In general, assuming a specific material spring and thickness, the spring constant of a spring is inversely proportional to the length of the spring. What happens if the spring is divided into two equal-sized pieces? One of these shorter springs will have a new spring constant of 2k.

Question 2: How Does the Length Affect the Spring Constant?ДЄssume there is a 6 cm spring with a spring constant k. F denotes the force, and x denotes the change in spring length. The spring constant can be calculated using the following formula: k = -F/x, where k is the spring constant. When a spring is stretched, the force exerted is proportional to the increase in length from the equilibrium length, according to HookeвЂ™s Law.

Question 1: What is the definition of the Spring Constant?

HookeвЂ™s Law yields accurate results only for solid bodies with small forces and deformations.

HookeвЂ™s Law is only applicable in the elastic region after that it fails.

The following are the drawbacks of HookeвЂ™s Law:

It is also the basis for seismology, acoustics, and molecular mechanics.

It is the fundamental principle underlying the manometer, spring scale, and clock balance wheel.

It is used in the lungs, the skin, spring beds, diving boards, and automobile suspension systems.

They are used not only in the field of engineering but also in the field of medical science.

Due to the elasticity of springs, HookeвЂ™s Law is most commonly applied in spring.

HookeвЂ™s law essentially breaks down beyond the elastic limit. HookeвЂ™s Law has a limitation in that it is only applicable under the elastic limit of any material, which means that material must be perfectly elastic in order to obey HookeвЂ™s Law. The above equation is formula of spring potential energy. It is known that, Potential energy = force Г— displacementДЄnd also force of the spring is equal to the spring constant Г— displacement. It is equal to the force multiplied by the distance traveled. it is also called Elastic potential energy. The energy stored in a compressible or stretchable object is referred to as spring potential energy. Knowing the spring constant allows to easily calculate how much force is required to deform the spring.Д®quation (1) is a formula for spring constant and It is measured in N/m (Newton per meter). The Spring constant is now defined as the force needed per unit of spring extension. X: The springвЂ™s displacement from its equilibrium position. The negative sign indicates that the reaction force is pointing in the opposite direction.ДЇ: The restoring force of the spring, directed towards equilibrium.

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