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Error frequency calculator

Unbalance - Fault Frequency Calculator

f/p
①
Hz
Hz

Note: Axial vibrations typically do not occur.

Footnotes:
① - only provide one of the two

Bent Rotor Shaft - Fault Frequency Calculator

f/p
①
Hz
Hz
②
Hz
②
Hz
③

Note: The presence of a bent shaft can be easily proven by measuring the phase angle of axial vibration at the rotation frequency on the two bearings: if the phase angles show a 180° difference, the shaft is definitely bent. (Caution: if the sensors are directed towards each other, the displayed value will be 0°.)

Footnotes:
① - only provide one of the two
② - typically the strongest
③ - common harmonic

Shaft Misalignment - Fault Frequency Calculator

f/p
①
Hz
pcs
④

Radial vibration

Hz
Hz
②
Hz
⑤
Hz
⑤
Hz
⑤

Axial vibration

Hz
Hz
②
Hz
⑤
Hz
Hz

Note: The presence of misalignment error in the shaft can be easily proven by measuring the phase angle of axial vibrations at the rotational frequency on two bearings: if the phase angles show a 180° difference, the shaft alignment is definitely incorrect. (Caution: if the sensors are directed towards each other, the displayed value will be 0°.)

Footnotes:
① - provide only one of the two
② - typically the strongest
④ - number of torque-transmitting elements due to shaft coupling
⑤ - due to shaft coupling

Looseness, Mechanical Play - Error Frequency Calculator

f/p
Hz

Radial Vibration

Hz
Hz
Hz
Hz
Hz
Hz
Hz
Hz
Hz

Axial Vibration

Hz
Hz
Hz
Hz
Hz
Hz

Radial and Axial (Sub/Interharmonics)

Hz
Hz
Hz
Hz
Hz
Hz
Hz
Hz
Hz
⑥
Hz
⑦
Hz
⑦
Hz
⑦
Hz
⑦
Hz
⑦
Hz
⑦
Hz
⑦
Hz
⑦

Note: Harmonic vibrations may occur up to the 20th harmonic frequency.

Footnotes:
① - provide only one of the two
③ - common harmonic
⑥ - rare subharmonic
⑦ - rare interharmonic

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Error frequency calculator