Motor Vehicle Accident Reconstruction Skid to Rest
PDHonline Course G513 (2 PDH)
Motor Vehicle Accident Reconstruction Skid to Rest and Skid Mark Analysis
Instructor: Peter Chen, P.E., CFEI, ACTAR
2020
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PDHonline Course G513
Discussion Areas
? Derivation of the Skid to Rest formula
? Fundamental Assumptions of the Skid to Rest
formula
? Extrapolations of the Skid to Rest formula
? Examples of Skid Marks
? Visual Analysis of Skid Marks and Application
to Skid to Rest formula
?2015 Peter Chen
2
PDHonline Course G513
Skid to Rest Formula
The Skid to Rest formula is classically known as:
S
30Df
Where,
S = Speed in miles per hour
30 = A conversion factor
D = Skid distance in feet
f = Drag factor, dimensionless, of the road
The Drag factor is affected by the incline and decline angles of the road. The Drag factor was modified as
follows:
f = fbaseline +
Where,
fbaseline = Drag factor for a level surface
= percentage of grade in decimals (which is equivalent to the angle converted to radians). Positive
number indicates an incline, while negative number indicates a decline.
?2015 Peter Chen
3
PDHonline Course G513
Importance to Understand
Derivation
? At deposition or trial, a forensic engineer or motor vehicle accident
reconstructionist may be asked to derive the equations.
? Inability to derive the skid to rest formula has been classically captured
in the following video:
?
? You may skip the above video if you have already viewed it in the past.
?2015 Peter Chen
4
PDHonline Course G513
Skid to Rest Derivation
Newton¡¯s 2nd Law
? Let¡¯s imagine the car as a single lumped mass.
? For braking, we will imagine the mass sliding on a
flat surface with a friction factor, f.
y
x
Mass
Ground
?2015 Peter Chen
x = horizontal sliding
direction
y = vertical direction
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