Designing a System to Isolate Higher Order Modes in a Fixed-Fixed Beam

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    Beam Vibration
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Discussion Overview

The discussion revolves around the design of a system to isolate higher order modes of vibration in a fixed-fixed beam subjected to a distributed force. Participants explore methods for effectively damping these higher modes while maintaining the fundamental mode of vibration.

Discussion Character

  • Exploratory, Technical explanation, Debate/contested

Main Points Raised

  • One participant has calculated the fundamental resonant frequency of a fixed-fixed beam and is seeking methods to isolate higher order modes from this fundamental mode.
  • Another participant questions the meaning of "isolate," suggesting that it may involve damping higher natural frequencies while preserving the first mode.
  • A later reply emphasizes the importance of understanding which higher modes are present at significant amplitudes before determining a specific damping strategy.
  • It is proposed that effective damping should be applied at the points of maximum amplitude of the modes that need to be suppressed.

Areas of Agreement / Disagreement

Participants express differing views on the specifics of isolating higher order modes, with some focusing on the need for understanding the modes present and others discussing potential damping strategies. The discussion remains unresolved regarding the best approach to achieve the desired isolation.

Contextual Notes

Participants note that the effectiveness of damping strategies may depend on the specific higher modes present and their amplitudes, which are not fully determined in the discussion.

Karthiksrao
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Hi,

Suppose we have a fixed-fixed beam with a distributed force acted in between -on a part of the beam.

I have found out the fundamental mode of vibration i.e calculated the fundamental resonant frequency of the above case.

But there will be higher order mechanical modes too.. In case I have to isolate the higher order modes from the fundamental mode, how should I design the system?

Any way I can go about doing this?

Thanks
 
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What do you mean exactly "isolate" the higher order modes? Are you trying to damp the higher natural frequencies while leaving only first mode?
 
Exactly
 
This question cannot really be completely answered until you know fully what you have to deal with. By that I mean, until you know what higher modes are present at significant amplitudes, the fix cannot be fully specified.

In general, however, the most effective damping of the higher modes will be that which is applied at the points of maximum amplitude of the modes being suppressed. Thus you need to find the modes that must be suppressed and plan damping accordingly.
 

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