User:Charles R Talley/Homework Assignments/hw0226: Difference between revisions

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***assume no net <math>Q</math> (equal and opposite charge in opposing plates
***assume no net <math>Q</math> (equal and opposite charge in opposing plates
***near the center: <math>E = {Q \over A \epsilon_o}</math>
***near the center: <math>E = {Q \over A \epsilon_o}</math>
**<math>V &=& \int_0^d \! {Q \over A \epsilon_o} \cdot \, {\rm d}l \\ &=& {Qd \over \epsilon A} </math>
**<math>V = \int_0^d \! {Q \over A \epsilon_o} \cdot \, {\rm d}l</math>
**<math>V = {Qd \over \epsilon A}</math>

Latest revision as of 20:33, 28 February 2011

Physics Review

  • Force between 2 charged particles
    • F=kq1q2r2
  • Electric Field
    • E=Fq
  • Electric Potential
    • VE=CEdl
      • C = path from V=0 to r
  • Capacitor
    • assume x,y>>d
    • C=QV
      • Q - magnitude of charge on one plate
      • V - electric potential between two plates
    • model:
      • assume no net Q (equal and opposite charge in opposing plates
      • near the center: E=QAϵo
    • V=0dQAϵodl
    • V=QdϵA