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Toe conversion mm to degrees

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Old 09-11-2018, 12:27 PM
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RichFL
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Default Toe conversion mm to degrees

I need to convert mm of toe to degrees. Can anyone tell me if my calculations are correct/

Front 26.8 Tire diameter (inches) Tire Rack
680.72 25.4 multiply to convert to mm
3.1416 Pi multiply to calculate circumference
2138.549952 Circumference (mm)
360 Degrees In a circle
5.940416533 mm per degree Divide circumference by degrees in a circle
1.4 Target total toe (mm)
0.235673709 Degrees Target divided by mm per degree
14.14042257 60 Multiply to convert to minutes
7.070211283 2 One half to determine minutes per side

Old 09-11-2018, 01:00 PM
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Bill Lehman
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I would use trig. Opposite divided by Adjacent = Tangent. Convert Tangent to Angle.
Old 09-11-2018, 01:15 PM
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provoste
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I always use 1mm=.08 degrees.

1.4mm would be .112 total toe. no shop will hit that 100% on the mark though, so I always give ranges, like .11-13 total toe in this case.
Old 09-11-2018, 02:53 PM
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StoogeMoe
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You're making it too difficult. Use Inv tangent like Bill said. Or for totally mindless operation use this link!

https://robrobinette.com/ConvertToeInchesToDegrees.htm
Old 09-11-2018, 04:04 PM
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RichFL
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Bill - my undergraduate degree is engineering so I've had a lot of math. Of course, I was studying trig back when slide rules were being used. I'm going to have to research your suggested approach. I may have understood it a long time ago.
Old 09-11-2018, 04:54 PM
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Matt Romanowski
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You guys are being obtuse. SOHTACTOA
Old 09-11-2018, 07:41 PM
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Thundermoose
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Originally Posted by Matt Romanowski
You guys are being obtuse. SOHTACTOA
SCT
OAO
HHA
Old 09-11-2018, 08:08 PM
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mark kibort
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Its very simple. there is NO conversion . as was said you need to use Trig. say you have the rim as the measuring point( front and rear ). you make a mark on the ground that reflect the front and rear positions. (or use the position of the rim to hold a string). then do the other side. the distance difference between the front and the rear of the the tires is the toe in or out. say its 1/4" ( 6mm) you take the 6mm and divide by the rim width (F/R) say its 18" (457mm) the toal toe is going to be 6/457 or 0.013 use INV TANGENT to get the toe in degrees which would be 0.74 degrees make it 1/8" that makes it .4 degrees toe (in or out) Out if the rear is wider than the front between the two points. and divide by 2 to get the toe of one side, which would be 0.2 degrees.

summary: difference of rear to front of rim to center or other side / rim width (f) INV Tangent = toe in degrees.
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Old 09-11-2018, 08:16 PM
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mark kibort
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Originally Posted by provoste
I always use 1mm=.08 degrees.

1.4mm would be .112 total toe. no shop will hit that 100% on the mark though, so I always give ranges, like .11-13 total toe in this case.
I dont follow your math... maybe for your 25" rims on the chevy tahoe! . if you re using the wheel edge as a reference point. Using the outer edge of the wheel of 18", 1.4mm toe, would be 0.17 degrees T-Toe and 1mm would be .12 degrees T-Toe.
Old 09-11-2018, 09:45 PM
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ExMB
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Originally Posted by provoste
I always use 1mm=.08 degrees.

1.4mm would be .112 total toe. no shop will hit that 100% on the mark though, so I always give ranges, like .11-13 total toe in this case.
That will not work. Too much depends on where and how the actual measurement is taken.
Old 09-11-2018, 09:49 PM
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ExMB
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Lets make it easy for the poor slide rule trained engineer.

See if the attachments help.
Attached Images
File Type: pdf
toe_conversion_table-cw-v3.pdf (190.9 KB, 1721 views)
File Type: pdf
toe_settings_chart.pdf (11.3 KB, 1129 views)
Old 09-12-2018, 11:52 AM
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RichFL
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ExMB - Thank you. I thought someone had probably done the math using something more sophisticated than a slide rule - lol.
Old 09-12-2018, 11:56 AM
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Viperbob1
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I turn the setting on alignment rack to degrees from inches. Simple. No math required. Just $50,000 for a machine and a hole to sit it in...
Old 09-12-2018, 01:13 PM
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Matt Romanowski
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Originally Posted by Viperbob1
I turn the setting on alignment rack to degrees from inches. Simple. No math required. Just $50,000 for a machine and a hole to sit it in...
Hunter? The last I looked, they were no more accurate than a string setup. Much more user friendly though.
Old 09-12-2018, 04:27 PM
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MSR Racer
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Bob, PMd you



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