1. Apr 24, 2016 #1

   theone

   

   1. The problem statement, all variables and given/known data
   attached picture
   
   2. Relevant equations
   
   
   3. The attempt at a solution
   I read about the virtual condition http://www.symphonytech.com/articles/GDT_Design.htm
   but I don't really understand the approach used to solve the problem and was wondering if someone could explain the solution. where does the MMC come into the the solution?

    

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   theone, Apr 24, 2016
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3. Apr 24, 2016 #2

   Nidum

   

   Science Advisor

   Gold Member

   That article is not very helpful .
   
   Your problem can be solved with simple arithmetic .
   
   Just see if you can work out the maximum and minimum possible values of dimension C so that the clearance gap always stays within stated limits for any variation of the clevis dimension .

    

   Nidum, Apr 24, 2016

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