--- In [email protected], Jamie Bothwell <[EMAIL PROTECTED]> wrote:
> If I'm reading those little numbers right, a sample 40' 
> boxcar weighs 48,000lbs.  In S that translates to about 2.93ozs.

Jamie...

How in the world did 48,000 pounds get translated into 2.93 ounces?  
Just out of curiosity, how can the weight of the prototype be reduced 
to an equivalent weight of a model?  Not sure how that can be done.

But, just for the heck of it, if the 48,000 pound boxcar has eight 
wheels, then each prototype wheel presses onto the rail with 6,000 
pounds of force.  Obviously, our models don't have that kind of 
weight.  So let's divide by 64 (S=1:64) and then each model wheel 
should press onto the rail with 93 pounds of force.  H-m-m-m-m-
m....that's not quite right either.  OK, let's try the volume 
calculation:  64x64x64=16,384.  So our model wheel force should be 
6,000 divided by 16,384 which equates to .366 pounds.  Eight wheels 
times .366 pounds equals 2.93 POUNDS!!  We at least have the same 
number but I think POUNDS is more correct than OUNCES.  (At least I 
hope so or I am really going to be embarrased.)  Since we don't have 
boxcars in S scale that weigh in at nearly 3 pounds, I think it is 
true that our toy trains are "very lightweight" compared to the 
prototype.  Any other mathematicians out there?  Cheers...Ed L.





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