Going around the Bend !
Posted: Sun Mar 17, 2013 6:03 pm
I hope some who is good at maths can check this theory... !
My milk tank was a bit resistant to traveling though some pointwork when tested by Alan the other day.
So today i dropped the end wheels off and removed the washers I had put there to control end float. These measured in at 50 thou and so have now been replaced with 40 thou giving another 20thou end float.
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I placed a straight edge across the backs of the wheels and measured the difference when the end two were down and the middle one up.
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This gap measured 100 thou or 2.5mm.
Now in theory... using the cord / circle geometry...
R = h/2 + cxc/8xh
where R = raduis of the track
h = the height measured in the photo
c= the cord which is the distance between the outside two wheels
Run the calculation and I get...
R = 2.5/2 + 355 x 355 / 8 x 2.5
R = 1.25 + 126025/20
R = 1.25 + 6301
R = 6303mm or 6.3m / 20' 8"
So this wagon should be good for a 25 foot radius. I say that because I haven't allowed any calculation for the flanges though these may have no effect at all in which a 22 foot radius could be negotiated with out a problem.
Keith
My milk tank was a bit resistant to traveling though some pointwork when tested by Alan the other day.
So today i dropped the end wheels off and removed the washers I had put there to control end float. These measured in at 50 thou and so have now been replaced with 40 thou giving another 20thou end float.
[/url]
I placed a straight edge across the backs of the wheels and measured the difference when the end two were down and the middle one up.
[/url]
This gap measured 100 thou or 2.5mm.
Now in theory... using the cord / circle geometry...
R = h/2 + cxc/8xh
where R = raduis of the track
h = the height measured in the photo
c= the cord which is the distance between the outside two wheels
Run the calculation and I get...
R = 2.5/2 + 355 x 355 / 8 x 2.5
R = 1.25 + 126025/20
R = 1.25 + 6301
R = 6303mm or 6.3m / 20' 8"
So this wagon should be good for a 25 foot radius. I say that because I haven't allowed any calculation for the flanges though these may have no effect at all in which a 22 foot radius could be negotiated with out a problem.
Keith