184_notes:examples:week12_changing_shape

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184_notes:examples:week12_changing_shape [2017/11/10 03:42] – [Flux Through a Changing, Rotating Shape] tallpaul184_notes:examples:week12_changing_shape [2017/11/10 03:42] – [Flux Through a Changing, Rotating Shape] tallpaul
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   * We represent the steps with the following visual:   * We represent the steps with the following visual:
  
-{{ 184_notes:12_steps_for_loop.png?800 |Steps}}+{{ 184_notes:12_steps_for_loop.png?1000 |Steps}}
 ====Solution==== ====Solution====
 Since the magnetic field has a uniform direction, and the area of the loop is flat (meaning $\text{d}\vec{A}$ does not change direction if we move along the area), then we can simplify the dot product: Since the magnetic field has a uniform direction, and the area of the loop is flat (meaning $\text{d}\vec{A}$ does not change direction if we move along the area), then we can simplify the dot product:
  • 184_notes/examples/week12_changing_shape.txt
  • Last modified: 2018/08/09 18:08
  • by curdemma