184_notes:examples:week3_spaceship_asteroid

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184_notes:examples:week3_spaceship_asteroid [2018/02/03 20:18] tallpaul184_notes:examples:week3_spaceship_asteroid [2021/05/19 15:08] (current) schram45
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-=====Preventing an Asteroid Collision=====+[[184_notes:pc_energy|Return to Electric Potential Energy]] 
 + 
 +=====Example: Preventing an Asteroid Collision=====
 Suppose your friend is vacationing in Italy, and she has lent you her spaceship for the weekend. You have gathered together a group of friends and you are currently cruising through the heavens together and having a great time. You are surrounded by nothingness in all directions. Suddenly, the radar starts beeping ferociously. The ship is on a collision course with an asteroid. You are not too worried about survival -- the ship is practically indestructible. However, you know your friend would be devastated if you returned her spaceship with a scratch or dent from the asteroid. You need to prevent the collision. Suppose your friend is vacationing in Italy, and she has lent you her spaceship for the weekend. You have gathered together a group of friends and you are currently cruising through the heavens together and having a great time. You are surrounded by nothingness in all directions. Suddenly, the radar starts beeping ferociously. The ship is on a collision course with an asteroid. You are not too worried about survival -- the ship is practically indestructible. However, you know your friend would be devastated if you returned her spaceship with a scratch or dent from the asteroid. You need to prevent the collision.
  
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   * The central component can be charged using charge from the asteroid.   * The central component can be charged using charge from the asteroid.
   * The electric potential energy of a point charge in the electric field of another point charge is $$U_r=\frac{1}{4\pi\epsilon_0}\frac{q_1q_2}{r}$$ This was derived in the notes [[184_notes:pc_energy#General_Relationship_-_Energy_and_Force|here]].   * The electric potential energy of a point charge in the electric field of another point charge is $$U_r=\frac{1}{4\pi\epsilon_0}\frac{q_1q_2}{r}$$ This was derived in the notes [[184_notes:pc_energy#General_Relationship_-_Energy_and_Force|here]].
 + 
 ===Goal=== ===Goal===
  * Prevent the asteroid collision using the long-distance wiring setup.  * Prevent the asteroid collision using the long-distance wiring setup.
  • 184_notes/examples/week3_spaceship_asteroid.1517689096.txt.gz
  • Last modified: 2018/02/03 20:18
  • by tallpaul