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Analysis of Ackermann Steering Geometry
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<div class="htmlview paragraph">Ackermann steering geometry relates the steer angle of an inside tire to that of the outside tire. When turning the inside tire travels a shorter radius than the outside tire and thus must have a greater steer angle to avoid tire scrub. Classic Ackermann minimizes scrub by positioning both tires perpendicular to the turn center. It can have a significant impact on tire wear [<span class="xref">1</span>]. Ackermann analysis can also be used as a tuning tool in cases where classic Ackermann may not be the objective.</div>
<div class="htmlview paragraph">Ackermann has been around longer than the motor vehicle - over a century - but there is little rigorous analysis in the literature. There are two common measurements of Ackermann which give very different results. Both are used in texts and computer programs[<span class="xref">8</span>] Yet a literature search revealed only a couple sentences discussing the relationship between the two.</div>
<div class="htmlview paragraph">This paper presents a mathematical analysis of Ackermann which explains the two measurements and develops a formula relating the two metrics. It also derives additional analytical tools which provide better understanding of Ackermann steering geometry.</div>
Title: Analysis of Ackermann Steering Geometry
Description:
<div class="htmlview paragraph">Ackermann steering geometry relates the steer angle of an inside tire to that of the outside tire.
When turning the inside tire travels a shorter radius than the outside tire and thus must have a greater steer angle to avoid tire scrub.
Classic Ackermann minimizes scrub by positioning both tires perpendicular to the turn center.
It can have a significant impact on tire wear [<span class="xref">1</span>].
Ackermann analysis can also be used as a tuning tool in cases where classic Ackermann may not be the objective.
</div>
<div class="htmlview paragraph">Ackermann has been around longer than the motor vehicle - over a century - but there is little rigorous analysis in the literature.
There are two common measurements of Ackermann which give very different results.
Both are used in texts and computer programs[<span class="xref">8</span>] Yet a literature search revealed only a couple sentences discussing the relationship between the two.
</div>
<div class="htmlview paragraph">This paper presents a mathematical analysis of Ackermann which explains the two measurements and develops a formula relating the two metrics.
It also derives additional analytical tools which provide better understanding of Ackermann steering geometry.
</div>.
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