Question

In: Physics

For a ballistic pendulum lab; Describe in words how you used conservation of momentum in this...

For a ballistic pendulum lab;

Describe in words how you used conservation of momentum in this lab. You must also explain why you were able to use conservation of momentum for this part of the problem

Solutions

Expert Solution

In a ballistic pendulum, the bullet(mass m) has the initial momentum and just after the collision with the suspended wooden block(mass M), the block-bullet together has the final momentum.

So,during the collision initial momentum = final momentum

Or, m*v = (M+m)V

So, v= (M+m)V/m __________(A)

Now, after the collision, the height to which the block + bullet has rised is measured as h and then conservation of energy applied as 0.5(M+m)V^2 = (M+m)gh

So, velocity of block + bullet just after the collision is V= (2gh)^1/2

Using this in (A), v is then found and v= (M+m)*(2gh)^1/2 / m

This value of v is then verified with the directly found v.

So, the bullets momentum is first converted into momentum of bullet+block and then the kinetic energy of bullet+block is converted to its potential energy. This potential energy is then measured, which gives the value for initial velocity of block+bullet(just after colision) and then this velocity is used to find value of initial speed of the bullet. this speed is the verified with velocity found directly.

The bullet after being fired and till getting into the block, is free from any other force or impulse; so, momentum is conserved you were able to use conservation of momentum for this part of the problem .


Related Solutions

For a Ballistic Pendulum Lab; Describe in words how you used the equations for constant acceleration...
For a Ballistic Pendulum Lab; Describe in words how you used the equations for constant acceleration in this lab. Show how you derived the result.
For a Baliistic Pendulum lab; Describe in words how you used conservation of energy in this...
For a Baliistic Pendulum lab; Describe in words how you used conservation of energy in this lab. You must also expain why you were able to use conservation of energy for this part of the problem.
1. Conservation of Momentum Principle – In your own words, explain the conservation of momentum, and...
1. Conservation of Momentum Principle – In your own words, explain the conservation of momentum, and the condition of its application. 2. In your understanding, what real world applications could benefit from the study of momentum and impulse?
Part B: Ballistic Pendulum The questions n the very bottom is pertaining to a lab over...
Part B: Ballistic Pendulum The questions n the very bottom is pertaining to a lab over projectile motion and its asking to use equations on the bottom to find velocity. Below are the procedures of the lab and the necessary data to find initial velocity. Place the ball in the launcher and cock the gun until the spring is locked in the same position as used for the previous part. Fire the gun. The ball will enter the catcher in...
Show a complete derivation of the “muzzle speed” of the bullet from the ballistic pendulum. You...
Show a complete derivation of the “muzzle speed” of the bullet from the ballistic pendulum. You will use conservation of energy and conservation of momentum to determine vmuzzle in terms of mB the mass of the bullet, MP the mass of the pendulum, and h the change in height of the combined pendulum/bullet mass after they stick together. This will be called the “ballistic pendulum equation”
Conservation of Angular Momentum Lab Worksheet Introduction A non-rotating ring is dropped onto a rotating disk....
Conservation of Angular Momentum Lab Worksheet Introduction A non-rotating ring is dropped onto a rotating disk. The angular speed is measured (by the Rotary Motion Sensor) immediately before the drop and immediately after the ring stops sliding on the disk. The initial angular momentum is compared to the final angular momentum, and the initial kinetic energy is compared to the final kinetic energy. Theory: When the ring is dropped onto the rotating disk, there is no net external torque on...
please fill ot the data sheet for  conservation of angular momentum using two air mounted disks lab....
please fill ot the data sheet for  conservation of angular momentum using two air mounted disks lab. (show all work) Table 1. Moment of Inertia of the disks Mass, M (kg) Diameter (m) Radius (m) I (kg.m2 ) Upper disk 1.3563 0.125 .0625 I upper = .0026490 Lower disk 1.3438 0.125 .0625 I upper = .0026246 Table 2. Inelastic collision of two disks                                           Trial Reading of counter, n Angular velocity, w (rad/s) Angular momentum, L (kg.m 2/s) %diff. Before collision after...
How did the Conservation of Momentum allow Chadwick to prove the existence of the neutron when...
How did the Conservation of Momentum allow Chadwick to prove the existence of the neutron when it was believed that the combination of protons and electrons alone made atoms?
1)What is energy? Is it conserved, and how is this conservation different than momentum? 2) What...
1)What is energy? Is it conserved, and how is this conservation different than momentum? 2) What is the difference between a closed system and an isolated system? 3) What is the difference between elastic, inelastic, totally inelastic, and super-elastic collision? 4) What is Mazur's notation for relative velocity and what is relative velocity anyway?
Use the concept of conservation of angular momentum to explain the following observations: (you should lean...
Use the concept of conservation of angular momentum to explain the following observations: (you should lean heavily on carefully drawn diagramS for these explanations!) a) You are sitting on a rotating chair. Somebody hands you a spinning bicycle wheel with the axle horizontal. If you tip the wheel to one side, you and the chair start to rotate in one direction. If you tip the wheel to the other side, you and the chair rotate in the other direction. b)...
ADVERTISEMENT
ADVERTISEMENT
ADVERTISEMENT