0
If you triple the frequency of a vibrating object what will happen to its period?
Wiki User
∙ 16y ago
There are two basic characteristics of harmonic motion: amplitude and frequency. Frequency can be looked at in a couple of ways. One is the number of cycles in a given unit of time (like cycles per second), and the other is the length of time it takes for one complete cycle of the motion, the period (like seconds per cycle). As the frequency increases, the time it takes for one cycle decreases. If there are more cycles per unit time, then it will take less time per cycle of the motion. That's an important concept. The two are inversely proportional. For a given motion, if its frequency doubles, then it takes half as long for one of the cycles to occur. The period is cut in half because the frequency had doubled. Following that logic, if the frequency of a harmonic motion is tripled, the period will be one third the period of the original motion.
Wiki User
∙ 16y ago
Add your answer:
Earn +20 pts
If you double the frequency of vibrating object what will happen to its period?
If you double the frequency of a vibrating object, the period will be halved. This means that the time it takes for one complete cycle of vibration will be reduced by half.
If you double the frequency of a vibrating object its period?
If you double the frequency of a vibrating object, its period will be halved. The period is the time taken for one complete cycle of vibration, so increasing the frequency means the object completes more cycles in the same amount of time, resulting in a shorter period.
If you triple thr frequency of a vibrating object what will happen to its period?
If you triple the frequency of a vibrating object, its period will decrease because period is inversely proportional to frequency. In other words, as frequency increases, the time it takes to complete one cycle (period) decreases.
What is frequency of a vibrating body whose time period is 0.3 second?
The frequency of a vibrating body is the number of oscillations it completes in one second. To find the frequency of a vibrating body with a time period of 0.3 seconds, you would calculate the reciprocal of the time period (1/0.3) which equals approximately 3.33 Hz (Hertz). So, the frequency of the vibrating body is 3.33 Hz.
1 A string vibrates at a frequency of 30 Hz What is its period?
The period of a wave is the reciprocal of its frequency. Therefore, the period of a string vibrating at 30 Hz is 1/30 seconds, or 0.0333 seconds.
If you double the frequency of vibrating object what will happen to its period?
If you double the frequency of a vibrating object, the period will be halved. This means that the time it takes for one complete cycle of vibration will be reduced by half.
If you double the frequency of a vibrating object its period?
If you double the frequency of a vibrating object, its period will be halved. The period is the time taken for one complete cycle of vibration, so increasing the frequency means the object completes more cycles in the same amount of time, resulting in a shorter period.
If you triple thr frequency of a vibrating object what will happen to its period?
If you triple the frequency of a vibrating object, its period will decrease because period is inversely proportional to frequency. In other words, as frequency increases, the time it takes to complete one cycle (period) decreases.
A vibrating object completes one cycle in 0.500 s Its frequency is?
Frequency = 1/period = 1/0.5 = 2 Hz.
What is frequency of a vibrating body whose time period is 0.3 second?
The frequency of a vibrating body is the number of oscillations it completes in one second. To find the frequency of a vibrating body with a time period of 0.3 seconds, you would calculate the reciprocal of the time period (1/0.3) which equals approximately 3.33 Hz (Hertz). So, the frequency of the vibrating body is 3.33 Hz.
What is the difference between the period and the frequency of an object?
Time period = 1 / frequency. Frequency = 1 / time period.
1 A string vibrates at a frequency of 30 Hz What is its period?
The period of a wave is the reciprocal of its frequency. Therefore, the period of a string vibrating at 30 Hz is 1/30 seconds, or 0.0333 seconds.
What do you mean by time period of a vibrating object?
The time period of a vibrating object is the time it takes for the object to complete one full cycle of its vibration. It is the duration between two consecutive identical points in the oscillation pattern of the object. It is often measured in seconds.
A blade of grass vibrates at a frequency of 428 Hz. What is the period of the sound wave?
The period of a sound wave is the inverse of its frequency. To find the period, you can use the formula T = 1/f, where T is the period and f is the frequency. Thus, for a blade of grass vibrating at a frequency of 428 Hz, the period would be 1/428, which is approximately 0.0023 seconds.
What does the frequency of vibration mean?
The frequency of vibration refers to the rate at which an object oscillates back and forth in a given time period. It is measured in Hertz (Hz) and represents how many cycles of vibrations occur in one second. A higher frequency indicates a faster rate of vibration.
What are the causes for the resonance?
Resonance occurs when an object is subjected to a periodic force at its natural frequency, leading to large amplitude oscillations. It can be caused by external forces matching an object's natural frequency, resulting in increased energy transfer and vibration amplitudes. Improper damping, structural faults, and wind-induced vibrations are common causes of resonance in structures and systems.
A flag pole vibrating in the wind requires 122ms per vibration What is it's frequency?
The frequency of the flag pole's vibration can be calculated as the reciprocal of the period: f = 1 / T. Therefore, the frequency is 1 / 0.122s = 8.2 Hz.
