[ODE] accelerating a sphere with real-world properties / measuringtime

Michael.Rauh at Dornier.eads.net Michael.Rauh at Dornier.eads.net
Tue Jun 8 10:53:06 MST 2004


Sergey, thank you very much for pointing that out!

Greets
Michael





                                                                                                                                   
                      "Sergey                                                                                                      
                      Kurdakov"                An:      "ode" <ode at q12.org>                                                        
                      <k15c20 at zelmail.         Kopie:                                                                              
                      ru>                      Thema:   Re: [ODE] accelerating a sphere with real-world properties /               
                      Gesendet von:            measuringtime                                                                       
                      ode-bounces at q12.                                                                                             
                      org                                                                                                          
                                                                                                                                   
                                                                                                                                   
                      07.06.2004 22:17                                                                                             
                                                                                                                                   
                                                                                                                                   




Hello Michael,

it seems the answer is relativly simple.

take Huygens-Steiner  theorem on moment of intertia

and have alpha = Sum of all Torques / Moment of Inertia on point of
contact.

then you have

 alpha = T / ( 2/5*m*r*r + m*r*r)

then you get your observed result.

Regards
Sergey




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