Gearbox Backlash: Adding Values for Output?

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Discussion Overview

The discussion revolves around the calculation of backlash when integrating two spur gearboxes with different backlash values. Participants explore how these values interact at the output, considering various mathematical relationships and conceptual understandings of gearbox behavior.

Discussion Character

  • Technical explanation, Debate/contested

Main Points Raised

  • One participant inquires about the method for calculating the combined backlash of two spur gearboxes with different values, asking whether to multiply, add, or use another relationship.
  • Another participant suggests that the backlash of the first gearbox should be multiplied by the input/output ratio of the second gearbox and then added to the backlash of the second gearbox.
  • A subsequent reply requests clarification on the reasoning behind this method and seeks references for further reading.
  • A further response explains that the approach is based on general knowledge of gear assemblies, detailing how backlash can be viewed in terms of rotational movement and its relationship to gearbox ratios.

Areas of Agreement / Disagreement

There is no consensus on the method for calculating the combined backlash, as participants present differing views on the appropriate mathematical relationship.

Contextual Notes

Participants express uncertainty regarding the validity of the proposed calculations and the lack of references to support the claims made.

Shady99
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hello,i wanted to ask if we have integrated two spur gearboxes with different backlash values.How will the backlash add up at the output.Should i multiply the two backlash values,add them or there is a another relationship for it.Thanks
 
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You should multiply the first unit's backlash by the input/output ratio of the second unit and then add that result to the of the second unit's backlash.
 
Jba thnks for the reply...can u tell me how u gathered that?...or may be a link where i can read abt it more?
 
I can't give you any references, it simply comes from my general knowledge of gear assemblies.

Think of it this way: Backlash is simply a small rotational output movement of the first gearbox with its input shaft static; and, any input from that first gearbox is multplied by the ratio of the second second gearbox. On the other hand, backlash in the second gearbox is a direct measurement of the rotation of its output shaft with respect a nonrotating input shaft. With that said: then "oscillation i.e. backlash" can be substituted for "rotation" in the both of the above statements; thereefore, total backlash at the output shaft of the second gearbox = (the backlash of the first gearbox x the ratio of the second gearbox) + the direct backlash of the second gearbox.

Does this help you understand any better?
 

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