Not sure what that equation is or where you got it, but the mass of the
vehicle has nothing to do with the deceleration the driver feels. The wall
cares about the mass of vehicle as this is a factor on the amount of energy
applied to the wall. The deceleration depends on the flexibility of the two
objects which are colliding. For simplicity sake consider the concrete wall
as immovable. This comes down to the flexibility of the vehicle.
If you collide head on at 60mph with an object and the deceleration to zero
takes .1 second you are at about 27 G. At .2 second you cut that in half. At
.05 second you double it and get 55G. The crumpling of metal increases the
time of deceleration. Less crumple = less deceleration time = more G force.
A collision with a wall at an angle does not bring the velocity to zero.
Also 100% of the velocity does not apply. The amount depends on the angle.
The amount of G forces the body can take depends on how they are applied to
the body. Also the surface area of the body accepting the forces matters.
This is why racing belts are so wide. Smaller belts could easily restrain
the body identically, but the pressure applied to the body would be greater
at an equivalent G force.
Norman
"btgoss" wrote ...
You're absolutely right, and I agree with you that improving car
construction in the area of crush zones would be the simplest, least
expensive, and most rewarding place to start improving safety.
When you say Martinsville is not a high speed track, everything's relative.
From what I understand, the severity of a barrier impact can be expressed
with a physics formula:
IS = .5m(V sin J)
where IS = impact severity, m = mass, V = velocity, and J = trajectory angle
(the angle between the line of the car's motion and the barrier face). The
heavier the car, the worse the impact. The faster the car's going, the
worse the impact. And the more "head-on" the car hits the barrier, the
worse the impact. While Martinsville doesn't see anywhere near the top
speed of some other tracks, it shares something with Loudon in that the
turns are sharp and the wall at the end of the straight is at a very high
angle to the straight. So even though the speed might be lower, the
trajectory angle is probably higher and that can still make for some ***
impacts.