Lecture_09

Lecture_09 - Potential Energy Introduced the concept of...

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Introduced the concept of electric field E to deal with forces Introduced electric potential V to deal with work and energy Electric potential: electric potential energy per unit charge Potential Energy Potential energy is associated with pairs of interacting objects A single particle has no electric potential energy
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Work Work done on a particle is the product of the force exerted on the particle times the displacement through which the force acts: W = F Δ l Units: Joules In Cartesian coordinates: W = F x Δ x + F y Δ y + F z Δ z
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q 1 q 2 r 12 Δ E system W int = W ext Δ U el - W int Δ K system + Δ U el = W ext + Q Total energy of the system can be changed ( only ) by external forces. Work done by internal forces: Electric Potential Energy of Two Particles Energy of the system: 1. Energy of particle q 1 2. Energy of particle q 2 3. Interaction energy U el To change the energy of particles we have to perform work. Δ E system = W ext + W int + Q if Δ ( mc 2 ) = 0 : Energy Principle for a multiparticle system. Δ U el = W int = F int d l i f
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Example An electron traveling to the right enters capacitor through a small hole at A. Electric field strength is 2x10
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This note was uploaded on 04/02/2008 for the course PHYS 272 taught by Professor K during the Winter '07 term at Purdue.

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Lecture_09 - Potential Energy Introduced the concept of...

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