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How does misalignment affect the reliability of an electrical engine?

Sep 9, 2019 | Articulo

Nowadays, a great deal of reliability or maintenance departments have concerns (or not) when the moment comes to identify the presence of a misalignment out of the allowed range of performance. Thus, the question to consider is the fact of WHY WE SHOULD PAY ATTENTION TO THE PRESENCE OF THAT FAILURE?.

A statistical analysis of occurrence on the diļ¬€erent problems related to machinery indicates that approximately:

  • 40% of the problems are due to misalignment.
  • 30% of the failures is due to misalignment in coupled machines.
  • 30% of the problems is due to problems in belts and pulleys of machines.
  • 20% of inconveniences are due to bearings.
  • 10% of the problems are related to resonances.
  • 10% of the failures may be caused by: cavitation, oil swirl, allowance or mechanical play, turbulence in plumbing, etc.

When speaking of misalignments, we refer to a statistical 50% of all the premature failures that electrical machines may show. Nowadays, electrical engines rotate much faster andreceive more load, and at the same time modern manufacturing tends to use lighter elements, so electrical engines are more and more sensitive to misalignment mistakes.

Figure 1
Figure 1

Alignment is a condition in which two or more machines share their axial lines, that is, they are collinear.

Figure 2
Figure 2

A good alignment between the axes of a system formed by an electrical engine and a driven machine would have the following advantages:

  • Increases the useful life of bearings.
  • Reduces the risk of breaking in couplings.
  • Reduces electrical waste.
  • Diminishes vibration amplitude.
  • Increases reliability of the engine.
  • Decrease risk of overheating.
  • Increases production levels of equipment.
  • Minimizes sudden shutdown of machines.

Now, misalignment can be defined as the condition in which the axis of the conducting machine and the conducted one do not have the same center lines, that is, they do not comply with the collinear condition. It is also true there will be a small misalignment for which the perfect alignment is impossible. Thus, it is very important to choose a coupling that absorbs such defect in order to minimize the eļ¬€orts generated by such allowed misalignment in the performance.

The most common causes for misalignment can be:

  • Flaw associated to coupling of machines during mounting (Deļ¬ƒcient mounting).
  • Poor mechanizing of coupling.
  • Thermal expansions during performance.
  • Transmitted forces due to expansions in piping.
  • Irregular or deļ¬€ective foundry.
  • Week support.
  • Looseness of fixations.
  • Deformities.
Figure 3
Figure 3

Actually, there is always a combined misalignment, that is, the existence of two types of misalignment: angular and parallel. Here, we will briefly explain the typical ā€œdiagnosis rulesā€ to recognize each of the misalignment types in a system.

Angular misalignment:

ā€¢The typical vibration spectrum would be of high axial vibrations of 1X and 2X from the rotational frequency predominantly, with little input from the rotational frequency in 3X.

ā€¢For a phase analysis, it should have a mismatch of 180 degrees throughout the coupling in the axial direction.

ā€¢When the axial misalignment turns severe, it can generate high amplitude peaks to the harmonics of the rotational frequency much higher (4X-8X), of a complete series of high-frequency harmonics similar to the mechanical looseness.

Figure 4
Figure 4

Parallel misalignment:

ā€¢The typical vibration spectrum would be high radial vibrations of 1X and 2X of the predominant rotational frequency with a little input from 3X of rotational frequency. Also, the amplitude of 2X from the rotational frequency will often be higher than the amplitude of 1X rotational frequency.

ā€¢For a phase analysis, it should have a mismatch of 180 degrees throughout the coupling, in the radial direction.

ā€¢When parallel misalignment becomes severe, it can generate high amplitude peaks to higher rotational frequency harmonics (4X-8X), or even a complete series of high frequency harmonics similar to mechanical looseness.

Figure 5
Figure 5

We should mention that these typical ā€œdiagnosis rulesā€ will not always appear in the same form for all the misaligned machines; that means these typical spectra will not always be reliable due to the diļ¬€erent ways that the system being studied can move, which could generate vibration behaviors that are out of the range ofsuch diagnosis rules.

Another important detail points to the fact of how the presence of misalignment can aļ¬€ect the useful life of bearings, which has a direct proportional relation with the force acting on it, thus significantly aļ¬€ecting the useful life of bearings.

Figure 6
Figure 6
Figure 7
Figure 7
Figure 8
Figure 8

Ā Real Case ā€œMisalignment in the pump-engine systemā€
Motor: ACEC – Speed: 2960 RPM – Power: 132 kW

Ā COUPLING SIDE OF ENGINE ā€“ SPEED SPECTRUM

Figure 9
Figure 9

Ā COUPLING SIDE OF PUMP ā€“ SPEED SPECTRUM

Figure 10
Figure 10

As we observe each of the speed spectra, either the engine or the pump, we can see that the higher vibration amplitude is associated to 1X and 2X from the rotational frequency, so it can be said that the motor-pump set is misaligned.

Finally, we can conclude that when an electrical engine has an out-of-tolerance range misalignment, there has to be special consideration in minimizing eļ¬€orts generated from the presence of such force, with the sole purpose of increasing the reliability of the system under study.

Author: Lic. MartĆ­n LĆ©moli
Vibrations Analyst Cathegory 3
Mail: mlemoli@hotmail.com / mlemoli@yahoo.com

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Fecha de inicio: 19 de Octubre de 2024Ā 
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