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Chapter 26 CURRENT ELECTRICITY Electric Current (I) –rate of positive charge passing through a surface I=dQ/dt –units Coulomb/Second = Ampere (C/s = A)

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Presentation on theme: "Chapter 26 CURRENT ELECTRICITY Electric Current (I) –rate of positive charge passing through a surface I=dQ/dt –units Coulomb/Second = Ampere (C/s = A)"— Presentation transcript:

1 Chapter 26 CURRENT ELECTRICITY Electric Current (I) –rate of positive charge passing through a surface I=dQ/dt –units Coulomb/Second = Ampere (C/s = A)

2 Current Flow of Charge

3 Atomic Model for current Number of charges moving with a velocity through the areaNumber of charges moving with a velocity through the area Metallic conductorsMetallic conductors –Negative charges move –drift velocity is slow –electrons collide with atomic cores frequently –collisions transfer energy (cause heating)

4 Atomic Model for current n = number of charges/vol e = magnitude of charge take limit as  t goes to 0

5 Current Density Current per area vector quantity relation to current via dot product

6 Problem 12 Find current in section bounded by “dr”

7 Ohm’s Law Vector field equation Conductivity and resistivity Ohm’s Law vector form Resistance and resistivity Scalar Equation

8 Resistance Units: Ohm = Volt / Ampere (  = V / A)

9 Ohmic devices vs. no Ohmic

10 Sample problem 26-4 Find resistance of rectangular block of iron……

11 Temperature Dependence of Resistance Define temp coefficient of resistivity If  is small and constant Units of  is ( o C) -1

12 Microscopic view of Ohm’s Law Resistivity is a constant Free electron Theory

13 Low temperature behavior of resistance Superconductivity Semiconductor

14 Electric Power Units: watt = amp  volt Substituting Ohm’s Law yields:


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