Double Scissor Lift: Calculating Fatigue, Buckling, Deflection, etc.

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SUMMARY

The discussion focuses on the analysis of a double scissor lift designed to lift 4000 kg over a length of 2 meters. Key calculations include fatigue, buckling, deflection, welding, screws, and material selection. Participants emphasize the importance of using Free Body Diagrams (FBD) to assess forces on members at various heights and ensuring stability at maximum height. Iterative design is essential, as there is no single equation to determine the optimal dimensions and materials for the lift.

PREREQUISITES
  • Understanding of Free Body Diagrams (FBD)
  • Knowledge of material properties and selection
  • Familiarity with structural analysis concepts such as fatigue and buckling
  • Experience with calculating deflection in structural members
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  • Research material selection criteria for structural applications
  • Learn about calculating buckling loads in structural members
  • Study fatigue analysis techniques for load-bearing structures
  • Explore software tools for structural analysis simulations
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Mechanical engineers, structural analysts, and anyone involved in the design and analysis of lifting equipment will benefit from this discussion.

hisham Aliyan
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Hello everybody ,
i'm new here .. so i hope that you help me in this problem ..
i have to make an analysis for a double scissor lift , it has to lift 4000 kg , for a length of 2 meter ,,
i have to calculate fatigues ,buckling ,deflection , welding ,screws and the material selected ! so anybody can help !
 
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There is a scissor lift freight elevator I go by at times and when operating it just seems fascinating.

Since you have 2 members as a unit ( 8 members altogether i guess ) that straighten out as the lift rises,you would want the members to be more than 1 meter each in length, otherwise the thing would topple over when fully extended. So you could start by picking a particlular member length and with the use of FBD, check the forces on members at specific heights of the lift, and stabiliy at maximum height with a 4000 kg load.

If that is OK, then you have to pick a material, cross-section and size of member, calculate stresses and deflections, etc. I not acceptable then you may have to do several iterations in choosing lengths, cross-section, and size of member.

The iteration thing no doubt threw you off, as there is not one single simple equation to plug in some numbers and voila - out pops the answer.
have fun!
 

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