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Question

When the spring of a watch is wound it possess _____.

The correct answer is

Potential energy

Let's analyze the type of energy stored in a wound watch spring. Energy exists in various forms, and understanding these forms helps us describe how objects behave or how systems work.

Understanding Energy in a Wound Spring

When a watch spring is wound, work is done against the spring's elastic forces. The spring is coiled tightly, changing its shape from its relaxed state.

This work done is not lost; it is stored within the spring as energy. This stored energy is ready to be released as the spring unwinds, which then powers the watch mechanism.

Types of Energy Explained

  • Heat energy: This is energy associated with the random motion of atoms and molecules. While winding might generate a tiny amount of heat due to friction, the primary energy stored is not heat.
  • Kinetic energy: This is the energy of motion. An object has kinetic energy because it is moving. A wound watch spring is not moving in its wound state; it is stationary, holding energy for future motion.
  • Potential energy: This is stored energy based on an object's position or state. There are different types of potential energy, such as gravitational potential energy (due to height) or elastic potential energy (due to deformation of an elastic object like a spring or rubber band). When a spring is compressed or stretched (or wound, in this case), elastic potential energy is stored in it.
  • Wound energy: This is not a standard scientific term for a type of energy. The energy stored in a wound spring is a specific type of potential energy.

Why Potential Energy is Correct

A wound watch spring is in a deformed state compared to its natural, unwound state. The energy stored in the spring because of this deformation is a form of potential energy, specifically elastic potential energy. This stored energy can be converted into kinetic energy when the spring is allowed to unwind, causing parts of the watch to move.

Therefore, when the spring of a watch is wound, it possesses potential energy.

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Important Questions from Springs

  1. Spring stiffness is defined as the

  2. Two helical tensile spring of the same material and also having identical mean coil diameter and weight, have wire diameters d and \(\frac d2\). The ratio of their stiffness is

  3. A compression spring is made of a music wire of 2 mm diameter having a shear strength and shear modulus of 800 MPa and 80 GPa respectively. The mean coil diameter is 20 mm, the free length is 40 mm and the number of active coils is 10. If the mean coil diameter is reduced to 10 mm, the stiffness of the spring is approximately

  4. Two springs of stiffness 100 N/m each are connected in series and support a mass of 2 kg. The natural frequency of the system will be

  5. A helical coil spring with wire diameter d and mean coil diameter D is subjected to axial load. A constant ratio of D and d has to be maintained, such that the extension of the spring is independent of D and d. What is the ratio?

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