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A student investigates the effect of a crumple zone on the force exerted during a collision The student has one trolley with a spring at the front and another trolley without a spring

silver foil

spring

silver foil

trolley

The student uses the arrangement in Figure 10.

trolley

silver foil

ramp

trolley

silver foil

rigid wall

too

Figure 10

000 ms

millisecond timer

After a trolley is released, it accelerates down a slope and bounces off a rigid wall

The speed of a trolley can be measured just before a collision with the wall and just after a collision with the wall.

The silver foils are connected to a millisecond timer.

The silver foils make contact with each other during the collision, so the time they are in contact can be read from the millisecond timer.

Explain how the student could investigate the effect of a crumple zone on the average force exerted during the collision.

Your explanation should include:

how to determine the force (you may wish to refer to an equation) how the effect of crumple zones may be shown in the investigation precautions that may be necessary to achieve accurate results.

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A student investigates the effect of a crumple zone on the force exerted during a collision The student has one trolley with a spring at the front and another t class=

Respuesta :

The impulse allows to calculate which material is better to reduce the damage in a crash are:

  • Measure the speeds, time and calculate the force for each deformation, with the relationship.
  • The best deformation zone is the one that gives the least force.
  • Some care must be taken.

         * The most important is that the system starts from the same point so that the speed before the crash is always the same.

         * The second is that the mass of the car plus the training materials is always the same.

         * Check the zero and streamline of the equipment before measurements.

The student can use the relationship between impulse and momentum variation.

          I = ∫ F dt = Δp

Where I is the momentum, F the force, t the time and  Δp the variation of the momentum.

The momentum is defined by the product of the mass of the vehicle and the speed.

        p = m v

Where m is the mass and v the velocity.

Since you want the average force, you can take the force out of the integral.

       F t = m v_f -m v₀

They indicate that the system can measure the speed just before and after the collision with the wall, it is also capable of measuring the time of the collision, therefore we can calculate the force with the expression.

        [tex]F = m \ \frac{v_f - v_o}{t}[/tex]  

therefore the student can calculate the force for each type of deformation zone. The best deformation zone is the one that gives the least force.

  • Several cautions must be taken in the experiment:

        * Exit from the same point each time.

        * Keep the mass constant for the whole experiment, for this, care must be taken with the different weights of each material.

         * Check that the equipment is properly calibrated and reset to zero before starting each measurement.

Learn more about impulse here:  brainly.com/question/904448