Wave Speed Calculator

Omni's wave speed calculator allows you to determine the speed of waves from their frequency and wavelength.

Continue reading this article to learn what wave speed is and how to calculate it. You will also find an example of wave speed calculation using this tool.

As we know, a wave is a disturbance that propagates from its point of origin. For example, when you throw a rock into a pond, the ripples or water waves move on the surface of the water in the outward direction from where you dropped the rock.

Wave speed is the speed at which the wave propagates. We can also define it as the distance traveled by the wave in a given time interval.

To calculate the speed of waves, we will use the formula:

Where:

• $v$ - Speed of the wave (in units of m/s);
• $f$ - Frequency of the wave (in units of hertz);
• $T$ - Period of the wave (in units of seconds); and
• $\lambda$ - Wavelength (in units of meters).

As an example, let us calculate the speed of sound waves in a medium where a 1500-Hz frequency produces a wavelength of 0.221 m.

1. We are given, $f=1500\ \text{Hz}$ and $\lambda = 0.221\ \text m$.

2. Using the equation for wave speed, we can calculate

3. Hence, the speed of the sound waves in the given medium is 331.5 m/s.

Now we will see how to calculate wave speed using our calculator. We will consider the same example as in the previous section:

1. Enter the wave frequency ($f=1500\ \text{Hz}$) and wavelength ($\lambda = 0.221\ \text m$) in the respective fields.

2. The tool will display the wave speed ($v = 331.5\ \text{m/s}$).

3. You can calculate the speed of waves by typing the wave period (or wave frequency) and wave number (or wavelength).

If you liked this tool, do check out our other calculators to determine the properties of waves:

• Wavelength calculator;
• Wavenumber calculator; and
• Wave velocity calculator.