How to calculate suspended weight capacity of trailer springs

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SUMMARY

The discussion focuses on calculating the suspended weight capacity of trailer springs using Rosta rubber suspension components. To convert static weight to Newton-meters (Nm) of force, one must apply the formula for weight force (mg) and consider the lever's geometry to determine how the force is transmitted. A moment diagram is essential for analyzing forces on the rubber suspension, and applying Hooke's Law with the spring constant of the rubber will yield the resulting displacement.

PREREQUISITES
  • Understanding of static weight calculations (mg)
  • Familiarity with lever mechanics and geometry
  • Knowledge of moment diagrams
  • Application of Hooke's Law in elastic materials
NEXT STEPS
  • Research the properties of Rosta rubber suspension units
  • Study the principles of lever mechanics in mechanical systems
  • Learn how to create and interpret moment diagrams
  • Explore advanced applications of Hooke's Law in engineering
USEFUL FOR

Mechanical engineers, automotive suspension designers, and anyone involved in the design and analysis of trailer suspension systems will benefit from this discussion.

neilmkearns
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Hello

I am using an rubber suspension component from Rosta, and want to calculate the deflection over a range of weights acting on a lever attached to the rubber suspension units.
HOw do I convert static weight to Nm of force for determining the deflection of the units?

thanks

here's the component line that I am selecting from-

http://rostainc.com/pdfs/applications/Rosta_Catalogues/Rubber%20Suspension%20Units.pdf
 
Last edited by a moderator:
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Weight force is just mg applied, I guess, to one end of the lever. You need the geometry of the lever to determine how the lever arm transmits that force to the unit and the elastic properties of the unit to work out how it is compressed or extended.
 
I agree with Simon. A moment diagram will yield forces on the rubber. Then divide that by the spring constant of the rubber (hookes law). this will result in the displacement.
 

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