How to find wave speed with frequency and wavelength?

The wave speed depends on the properties of the medium (water, air, or a solid material) in which the wave is traveling. For example, the speed of a sound wave in air is about 330 meters per second, while a wave in water is only about 1,500 meters per second.

How to find speed of a wave in water with wave number

A wave traveling through water is a disturbance that is propagated as a sinusoidal or periodic wave. A wave has two properties, amplitude which is the height of the wave and wavelength which is the distance between two peaks of the wave. The amplitude of a wave is proportional to the square root of the amplitude of the pressure or height of the water surface. When the amplitude or height of the water surface changes rapidly at a given location, the wave speed decreases.

How to find wave speed of water with frequency and period?

You will find wave speed from amplitude and period. Amplitude is the height of the wave and period is the time it takes the wave to pass a fixed point. You can use this to determine wave speed as well. Simply calculate the period of the wave and divide it by the amplitude to get the speed. The result will be in feet per second.

How to find wave speed of water with wave number and wavelength?

A wave's speed is usually related to the length of the wave or its period. In general, short-wavelength sounds travel faster than long-waited sounds. The relationship between wave length and wave speed is the well-known Humbert-Hugo relation:

How to find wave speed of water with frequency and wavelength?

If you have the waveform for a sinusoidal wave, you can use the wave period and the wave speed to find the wave speed. First, you need to determine the wave period in seconds. This is equal to the time it takes a wave to pass a fixed point. You can find the wave period by dividing the wavelength by the wave speed. Then, you can determine the wave speed by multiplying the wave period by the square root of two.