In physics and many other sciences quite oftenthere is a need to calculate the parameters of wave oscillations. This may be required for any tests or subsequent calculations. Each wave acting in a certain medium has such characteristics as: frequency, period of oscillation and length. All these parameters are closely interrelated and are in interaction. In order to learn how to find the frequency it is necessary to have data on other parameters, and also to know the velocity of oscillations propagated in a certain medium.

Using special formulas and calculations, you cancalculate absolutely any parameter of the wave, knowing at least one of them. Before proceeding to calculations, all known quantities must necessarily be transferred to the SI system. This is necessary to obtain a response in the same system of units. Calculation of the wave parameters is associated with very large or vice versa small values, so it is recommended to use a calculator equipped with a display function of the number, mantissa and other parameters. For such calculations, such a calculator is simply necessary, so it is better to buy it in advance.

Having data on the speed of oscillations,propagating in the medium and the wavelength, the frequency of the oscillations is according to the formula "F = v / λ". Accordingly, v is the speed of oscillation, λ is the length, and F is the frequency. In order to know exactly how to find the frequency of oscillations, it is necessary to understand that the speed of Light in a vacuum is greater than in any other media and is denoted by the letter c.

If you need to learn how to find a cyclic frequency,then in this case, after finding the usual frequency, the obtained value multiplies by 2π. According to the formula "ω = 2πF", F is the oscillation frequency, ω is the cyclical frequency. In the case when the cyclical frequency of oscillations is initially known, the usual one is found by the inverse formula. The frequency of the wave is always measured in Hz.

Sometimes you need to know how to find the rotation frequency? The rotation frequency is expressed in (s-1, s-1), second in the first degree with a minus sign. In simple terms, it is a quantity that is equalized with the number of revolutions performed over a certain period of time.

To carry out all the measurements necessary with respect to the waves, it is necessary to know the following constants:

  • The speed of light in the vacuum space c = 299792458 m / s,
  • Pi = 3.14.

The refracted speed of light is denoted bydimensionless quantity "n". If it is required after the necessary calculations have been made, the units obtained can be transferred from the SI system to any other one, which will be more preferable.

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