Calculating Resistance of Race Car Nosecone for Head-On Collision

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To calculate the required resistance of a race car's nosecone during a head-on collision, the mass of the car is 300 kg, and the impact velocity is 7 m/s against a non-yielding barrier. The peak deceleration should not exceed 40g (392.4 m/s²), and the average deceleration should be no more than 20g (196.2 m/s²). Using the SUVAT equations, the acceleration calculated is -81.67 m/s², leading to a force of 24,498 N. Further assistance is needed to determine the resistance required for the nosecone based on these calculations.
Rickcd
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I am struggling to calculate the required resistance of a single seater race cars nosecone in the event of a head on collision to the nosecone.

The data I have been given is:

Mass of car: 300kg
Velocity at impact: 7ms^-1
Impacting to a non-yielding barrier
Length of nosecone 0.3m
Peak deceleration no more than 40g (392.4 ms^-2)
Average deceleration no more than 20g (196.2 ms^-2)

If anyone could provide me with the equations required to find these figures i would be greatly appreciative.

Thanks

Rick
 
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as I believe, using the SUVAT equations

s=0.3m
v=0.0ms^-1
u=7.0ms^-1
a is unknown
t is unknown
p=2100 kgms^-1

using v^2=u^2+2as

I can obtain

0=49+0.6a

giving

a=-81.67ms^-2

then

F=ma

F=300*81.67

so

F=24498 N

But I'm stuck from this point
 
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