Forced Oscillation: Understanding Force & Mass

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In summary, forced oscillation is when an external force causes a system to oscillate at a specific frequency. The force applied to a system affects its oscillation by changing the amplitude or frequency of the oscillations. The mass of a system plays a significant role in forced oscillation, as it determines the inertia and can affect the frequency of oscillation. The relationship between force and mass in forced oscillation is expressed by the equation F = -kx, showing that force is directly proportional to mass and displacement, and inversely proportional to the spring constant. Real-life examples of forced oscillation include a pendulum, tuning fork, and bridge vibrating due to wind or traffic, as well as in electrical circuits.
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หหกหกหกหก.png

I don't understand. Why don't have ##mg## force action on this mass. Please explain this problem to me.
 

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Apparently they are assuming that x represents the displacement from the equilibrium position of the mass, rather than the the displacement relative to the unextended length of the spring. That certainly conflicts with what is shown in the diagram.
 

1. What is forced oscillation?

Forced oscillation refers to the phenomenon of a system oscillating or vibrating at a specific frequency due to the application of an external force. This force can be periodic or non-periodic, and can cause the system to oscillate with a larger amplitude than it would without the external force.

2. How is force related to forced oscillation?

Force is a crucial factor in forced oscillation as it is the external force that causes the system to oscillate. The magnitude and direction of the force determine the amplitude and frequency of the oscillation. In simple terms, the greater the force, the larger the amplitude of oscillation.

3. What is the role of mass in forced oscillation?

Mass is another important factor in forced oscillation. It is the property of matter that determines how much force is needed to accelerate an object. In the case of forced oscillation, the mass of the system affects the frequency of oscillation. A larger mass will result in a lower frequency of oscillation, while a smaller mass will result in a higher frequency.

4. How does understanding forced oscillation help in real-world applications?

Understanding forced oscillation is crucial in various fields of science and engineering. It is used in the design of structures and machines to ensure they can withstand external forces without breaking. It is also used in the study of earthquakes and other natural disasters, as well as in the development of medical devices such as pacemakers.

5. What are some examples of forced oscillation in everyday life?

Forced oscillation can be observed in many everyday objects and situations. A swinging pendulum, a bouncing ball, and a vibrating guitar string are all examples of forced oscillation. Other examples include the motion of a car on a bumpy road, the movement of a boat on a wavy ocean, and the vibration of a tuning fork when struck.

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