How Can I Calculate the Minimum Value of n2 in Tractor Power Transmission?

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Discussion Overview

The discussion revolves around calculating the minimum speed for the output shaft in tractor power transmission, specifically focusing on determining the minimum value of n2. The context includes equations related to hydraulic systems and rotational speeds.

Discussion Character

  • Technical explanation
  • Homework-related
  • Debate/contested

Main Points Raised

  • One participant presents an equation to calculate the maximum and minimum rotation speeds of the driven shaft, seeking to find the minimum value of n2.
  • The participant calculates n2(min) as 1875 rpm but believes it should be 2000 rpm, indicating uncertainty in their calculations.
  • Another participant questions whether the inquiry is homework-related.
  • The original poster clarifies that the question is from a personal study of mobile hydraulics and not assigned by a professor, asserting their understanding of the topic.
  • A request is made for the title and details of the mobile hydraulics book referenced by the original poster.
  • A participant notes the potential for negative rotation values based on the specified counterclockwise direction, suggesting it may affect calculations.
  • The original poster claims to have solved the problem, though the details of the solution are not provided.

Areas of Agreement / Disagreement

Participants do not reach a consensus on the correct value of n2(min), and there is ongoing uncertainty regarding the calculations and the implications of the equations presented.

Contextual Notes

There are unresolved aspects regarding the assumptions made in the calculations, particularly concerning the variable ratio of V1 to V2 and the implications of negative rotation values.

robax25
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Hi, I have a problem to design traktor power transmission.Can anybody tell me How to calculate minimum speed for output shaft.I need to calculate number of rotation(maximum and minimum) of the driven shaft
Here is the equation: n(driven) max=(n(drive) + n2 (max). (z3/z1)) /(z3/z2 +1)
so I get 2500 rpm
n(driven) min=(n(drive) + n2 (min). (z3/z1)) / (z3/z2 +1)
So I need to get n2 mimimum value. Here is given only n2max but n2(min) is not given.How can I calculate the n2 min value?

I tried to calculate and get n2(min)= 1875 rpm but it should be 2000 rpm.
Here is the formula,
n(motor)/n(pump)=V(pump) / V(motor)
At the end, the minimum driven shaft rotation is 1437.5rpm but it should be 1500 rpm
 

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Is this homework?
 
It is not homework. It is a question from mobile hydraulics and I have all solution.However, I don't understand how to calculate minimum rotation motion for n2(min).This is my question.I understand a lot how it works.It is not instructed by professor, I bought personally mobile hydraulics book and from there, I get the question.
 
Can you please post a title, author, year and ISBN reference to the mobile hydraulics book.

Is the ratio of V1 to V2 variable?

Notice that the rotation rates, n, are specified as counterclockwise when viewed from the left. That makes it possible for some n values to be negative, which may make a difference when +1.
 
you are right. I solve the problem
 
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