A 5cm long, 30g lead bullet strikes a wall at 27°C and melts on the wa

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SUMMARY

A 5cm long, 30g lead bullet strikes a wall at 27°C and melts upon impact, resulting in a calculated heat transfer (Q) of 2.24 Joules and a force exerted on the wall of 59.1 kN. The calculation for Q requires specific values for the specific heat capacity (c), the change in temperature (ΔT), and the melting point of lead. The discussion emphasizes the importance of these parameters in determining the final temperature of the wall, particularly if it is made of 1kg of marble.

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  • Understanding of thermodynamics, specifically heat transfer equations.
  • Knowledge of the specific heat capacity of materials.
  • Familiarity with Newton's laws of motion and force calculations.
  • Basic principles of phase changes, particularly melting points.
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  • Research the specific heat capacity of lead and marble for accurate calculations.
  • Learn how to apply the formula Q = ΔMcΔT in different scenarios.
  • Explore the relationship between force, mass, and acceleration in physics.
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Homework Statement


A 5cm long, 30g lead bullet strikes a wall at 27°C and melts on the wall without splatter.
How fast was it going?
What is the force on the wall?
If the wall is made of 1kg of marble, what temperature will it reach?



Homework Equations


I don't know how to find the temp of the marble...


The Attempt at a Solution



Q = ΔMcΔT
I found Q=2.24Joules
Force is 59.1 * 10^3 Newtons
 
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Physics8o8 said:

Homework Statement


A 5cm long, 30g lead bullet strikes a wall at 27°C and melts on the wall without splatter.
How fast was it going?
What is the force on the wall?
If the wall is made of 1kg of marble, what temperature will it reach?



Homework Equations


I don't know how to find the temp of the marble...


The Attempt at a Solution



Q = ΔMcΔT
I found Q=2.24Joules
Force is 59.1 * 10^3 Newtons
Welcome to Physics Forums! :smile:

Can you show how you calculated Q and the Force? I get something different for Q.

Your calculation for Q should include the values you used for c, ΔT, and the melting point of lead.
 

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