1/3 second is
The period is the reciprocal of the frequencey. Just divide 1 / (frequency).
The vibration frequency of a phone is typically around 60 to 120 Hz, meaning it vibrates 60 to 120 times per second. This vibration frequency is what creates the buzzing sensation when your phone is set to vibrate mode.
it called bloop...
The size of frequency force is influenced by the amplitude of the vibration (how far the object moves from its rest position), the mass of the object being vibrated, and the frequency of the vibration itself (how many times it vibrates in a given time period).
1Mhz (full wave) or 500kHz (half wave) but you didn't describe any type of oscillation so therefore it has no frequency except a vibration. What does Vibration mean? A sound vibration, does that mean noise energy? A material shake, a high noise energy noise pitch from collision or hum?
The period is the reciprocal of the frequencey. Just divide 1 / (frequency).
The number of times a wave vibrates for a period of time (second).
The vibration frequency of a phone is typically around 60 to 120 Hz, meaning it vibrates 60 to 120 times per second. This vibration frequency is what creates the buzzing sensation when your phone is set to vibrate mode.
it called bloop...
The size of frequency force is influenced by the amplitude of the vibration (how far the object moves from its rest position), the mass of the object being vibrated, and the frequency of the vibration itself (how many times it vibrates in a given time period).
frequency
Frequency
1Mhz (full wave) or 500kHz (half wave) but you didn't describe any type of oscillation so therefore it has no frequency except a vibration. What does Vibration mean? A sound vibration, does that mean noise energy? A material shake, a high noise energy noise pitch from collision or hum?
Hertz, abbreviated "Hz". The unit of Hz is "per second".
It is Tungsten
The word for "number of vibrations per second" or "cycles per second" is frequency. Otherwise, you might be looking for the density and bulk modulus of the medium, and the intensity of the energy... which will establish the natural frequency of a system.
The frequency of a buzzer that vibrates 900 times in 1 second is 900 Hz (Hertz). Hertz is the unit of frequency, defined as the number of cycles or vibrations per second. In this case, the buzzer completes 900 cycles in 1 second, so its frequency is 900 Hz.