Amplitude of harmonics higher than fundamental frequency

In summary, the vacuum pump is producing a vacuum of approximately 10^-8 mbar and is experiencing significant noise and vibration at the rotating frequency of 1000Hz. This could be caused by resonance from the rotor blades, and further investigation into the design of the pump and its components may be necessary to determine the exact cause.
  • #1
Honza
3
0
Dears,

I have an vacuum pump creating the vacuum approximately 10^-8 mbar. The rotor consists blades and it's placed in bearings. One side is ceramic bearing and the other one is maglev type(magnetic). I measure noise and vibrations of the pump. Significant peak of both units is naturally at rotating frequency (1000Hz). The spectrum of both units is shown in attachments. All other pumps measured have significant noise only on 1000Hz, on other frequencies is negligible. Does anyone hav an idea what can cause such behaviour? Thanks
 

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  • #2
in advance.It is possible that the noise and vibration you are experiencing is due to resonance from the pump's rotor blades. This could be caused by an imbalance in the blades, or a mismatch between the weight of the blades and the speed of rotation of the rotor. Additionally, the bearing type and material may contribute to the resonance, as well as any other components or materials that have been added to the system. To determine the source of the resonance, you may need to investigate the design of the pump and its components in detail.
 

What is the amplitude of harmonics higher than the fundamental frequency?

The amplitude of harmonics higher than the fundamental frequency refers to the strength or intensity of the higher frequency components in a signal or wave. It is a measure of how much energy is present in these higher harmonics.

How is the amplitude of harmonics higher than the fundamental frequency calculated?

The amplitude of harmonics higher than the fundamental frequency can be calculated using Fourier analysis, which breaks down a complex waveform into its individual frequency components. The amplitude of each harmonic can then be determined by measuring its height on the frequency spectrum graph.

What factors can affect the amplitude of harmonics higher than the fundamental frequency?

The amplitude of harmonics higher than the fundamental frequency can be affected by various factors, such as the shape and quality of the original signal, the presence of interference or noise, and the properties of the medium through which the signal is traveling.

What is the relationship between the amplitude of harmonics higher than the fundamental frequency and sound quality?

The amplitude of harmonics higher than the fundamental frequency can greatly impact the sound quality of a signal. Higher amplitude harmonics can make a sound richer and more complex, while lower amplitude harmonics may result in a dull or flat sound.

Can the amplitude of harmonics higher than the fundamental frequency be controlled?

Yes, the amplitude of harmonics higher than the fundamental frequency can be controlled through various methods such as filtering, equalization, and distortion. These techniques can alter the amplitudes of specific harmonics to achieve a desired sound or signal quality.

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