Size shaft is required to transmit 100 Hp @ 1000 rpm

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Discussion Overview

The discussion revolves around determining the appropriate size of a shaft required to transmit 100 horsepower at 1000 rpm, considering constraints on maximum shear stress and allowable angle of twist. The context includes mechanical engineering principles related to shaft design.

Discussion Character

  • Homework-related
  • Technical explanation

Main Points Raised

  • One participant inquires about the size of a shaft needed to transmit 100 Hp at 1000 rpm, specifying a maximum shear stress of 10,000 psi and an angle of twist of less than 1 degree per foot, with the material being steel.
  • Another participant requests that the original poster provide relevant equations and their attempt at a solution to facilitate assistance.
  • A suggestion is made to refer to a handbook for guidance on the topic.
  • One participant specifically recommends the military handbook, MIL-HDBK-776 (AR), for elastic torsional stress analysis of shafts, stating it contains the necessary information.

Areas of Agreement / Disagreement

There is no consensus on the solution to the problem, and multiple suggestions for resources and approaches are presented without resolving the inquiry.

Contextual Notes

The discussion lacks specific equations or calculations from the original poster, which may limit the ability to provide a detailed response. Additionally, the recommendations for handbooks suggest reliance on external resources for further information.

Who May Find This Useful

This discussion may be useful for mechanical engineering students or professionals seeking guidance on shaft design and torsional stress analysis.

john2516
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what size shaft is required to transmit 100 Hp @ 1000 rpm ,if max shear stress is 10,000 psi .angle of twist must be less than 1 degree /ft .shaft is made of steel.
 
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john2516 said:
what size shaft is required to transmit 100 Hp @ 1000 rpm ,if max shear stress is 10,000 psi .angle of twist must be less than 1 degree /ft .shaft is made of steel.

You need to show us the relevant equations and your attempt at a solution before we can help you on your question.
 


You might want to refer a handbook!
 


Refer to the military handbook, MIL-HDBK-776 (AR) Shafts, Elastic Torsional Stress Analysis of

It has EXACTLY what you need.
 

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