Convert mm to degrees using rise/run, from the arc on a circle, or for a wheel toe.
| Offset to Degrees | Degrees to Offset |
|---|---|
| 1 mm offset = 0.0573° | 0.1° = 1.7453 mm offset |
| 2 mm offset = 0.1146° | 0.25° = 4.3633 mm offset |
| 5 mm offset = 0.2865° | 0.5° = 8.7267 mm offset |
| 10 mm offset = 0.5729° | 1° = 17.4537 mm offset |
| 20 mm offset = 1.1459° | 2° = 34.9103 mm offset |
| 25 mm offset = 1.4321° | 5° = 87.3218 mm offset |
| 50 mm offset = 2.8645° | 10° = 174.9774 mm offset |
| 100 mm offset = 5.7250° | 15° = 263.3050 mm offset |
| 150 mm offset = 8.5780° | 30° = 535.8984 mm offset |
| 200 mm offset = 11.4190° | 45° = 828.4271 mm offset |
| Formulas (using consistent units): Degrees = 2 × atan(Offset ÷ (2 × Distance)) × (180/π). Offset = 2 × Distance × tan(Degrees × π/360). Table assumes Distance = 1000 mm. | |
| Degrees to Arc Length | Arc Length to Degrees |
|---|---|
| 5° = 8.7266 mm arc length | 10 mm arc length = 5.7296° |
| 10° = 17.4533 mm arc length | 25 mm arc length = 14.3239° |
| 15° = 26.1799 mm arc length | 50 mm arc length = 28.6479° |
| 22.5° = 39.2699 mm arc length | 75 mm arc length = 42.9718° |
| 30° = 52.3599 mm arc length | 100 mm arc length = 57.2958° |
| 45° = 78.5398 mm arc length | 150 mm arc length = 85.9437° |
| 60° = 104.7198 mm arc length | 200 mm arc length = 114.5916° |
| 90° = 157.0796 mm arc length | 250 mm arc length = 143.2394° |
| 120° = 209.4395 mm arc length | 300 mm arc length = 171.8873° |
| 180° = 314.1593 mm arc length | 500 mm arc length = 286.4789° |
| Formulas: Arc Length = Radius × (Degrees × π/180) and Degrees = (Arc Length ÷ Radius) × (180/π). Table assumes Radius = 100 mm. | |
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MM to Degree Formula
The following equation is used to calculate MM to Degrees.
D = ASIN(LD/CSW)
- Where D is the degrees
- LD is the linear deflection
- CSW is the control surface width
To calculate degrees from mm, take the arcsine value of the linear deflection divide by the control surface width.
What is MM to Degree ?
Definition:
MM is a unit of distance, and degrees are a unit for angles, so in order to convert between the two, two different dimensions in millimeters must be known.
How to Calculate MM to Degree?
Example Problem:
The following example outlines the steps and information needed to calculate MM to Degree.
First, determine the total linear deflection. In this example, the linear deflection is found to be 40mm.
Next, determine the control surface width. In this case, this is measured to be 50mm.
Finally, calculate the degrees using the formula above:
D = ASIN(LD/CSW)
D = ASIN(40/50)
D = 53.13 degrees
