current electricity continuous motion of charged particles through a potential /voltage difference

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Page 1: Current Electricity Continuous motion of charged particles through a potential /voltage difference
Page 2: Current Electricity Continuous motion of charged particles through a potential /voltage difference

Current Electricity

Continuous motion of charged particles through a potential /voltage difference.

Page 3: Current Electricity Continuous motion of charged particles through a potential /voltage difference

Potential Dif/Voltage induces charges to move. Amount of work per charge.

Page 4: Current Electricity Continuous motion of charged particles through a potential /voltage difference

Two models for current.

• Conventional current – positive charges in motion (IB).

• Real/electron current – electrons in motion.

Page 5: Current Electricity Continuous motion of charged particles through a potential /voltage difference

Voltage gives free e- a push -charges gain lose PE and gain KE:

PE = KEqV =1/2 mv2.

Page 6: Current Electricity Continuous motion of charged particles through a potential /voltage difference

Units of Current - Fundamental

Amperes (A) measures rate of charge flow in q/t.

1 A = 1 C/s passing a point or cross section of wire.

Page 7: Current Electricity Continuous motion of charged particles through a potential /voltage difference

Ex 1. How many e- must pass a point in a wire every second to carry a current of 2 A?

• 2 C/s x 1.6 x 10-19 C/e- = 1.25 x 1019 e-.

Page 8: Current Electricity Continuous motion of charged particles through a potential /voltage difference

To get continuous flow of charge:

1. Voltage (EMF) source = to do work on q which gains E. Batteries, generators, solar cells. The source raises the PE of charges.

2. Closed Circuit – continuous pathway for charges to flow –metal wire, ionic solutions.

4. Resistors/Load – device to convert/dissipate energy (so that source is not immediately discharged). Resistors lower the PE of charges.

Page 9: Current Electricity Continuous motion of charged particles through a potential /voltage difference

P. D. Causes electric field to spread through wire at near light speed.

All e- in wire respond by moving in field & colliding with neighboring e- starting to flow.

Drift velocity is net speed in one direction. It’s slow for e- (mm/s).

How it happens

Page 10: Current Electricity Continuous motion of charged particles through a potential /voltage difference

Electric field in wire caused by voltage source induces

e- to move through.

Page 11: Current Electricity Continuous motion of charged particles through a potential /voltage difference

Bulbs, toasters, etc. convert Eelc to other forms– heat, light etc.

These cause the e- to lose PE. Devices are called resistors or loads. They slow down the e- through collisions so they resist current flow.

Resistors, Appliances, Loads

Page 12: Current Electricity Continuous motion of charged particles through a potential /voltage difference

Direct Current (DC) circuits have current flow of e- in 1 direction fr

Envisioned as traveling from the neg to + terminal of battery.

Conventional current (pos charge) fr pos to neg..

Page 13: Current Electricity Continuous motion of charged particles through a potential /voltage difference

Resistance

- Caused by internal collisions/interactions.

- Ratio of Voltage to Current

- R = V/I

- Units ohms .

- V/A

Page 14: Current Electricity Continuous motion of charged particles through a potential /voltage difference

Resistance

Occurs in wires as well as appliances. Certain factors affect how much resistance a wire will offer to current flow.

Page 15: Current Electricity Continuous motion of charged particles through a potential /voltage difference

Factors affecting wire resistance.

• 1. Length

• 2. Area

• 3. Temperature

• 4. Type of material

Page 16: Current Electricity Continuous motion of charged particles through a potential /voltage difference

Length – longer wire offers more resistance. More chances for friction in wire.

More resistance

Less resistance

Page 17: Current Electricity Continuous motion of charged particles through a potential /voltage difference

Cross Sectional AreaThick wires offer less resistance.

Page 18: Current Electricity Continuous motion of charged particles through a potential /voltage difference

TemperatureHot offers more RCold offers less R

Page 19: Current Electricity Continuous motion of charged particles through a potential /voltage difference

R = resistance = constant of resistivityl = length A = cross sectional areaSee table

At a given temperature,

Page 20: Current Electricity Continuous motion of charged particles through a potential /voltage difference

Ohm’s LawResistance, Current, Voltage

Page 21: Current Electricity Continuous motion of charged particles through a potential /voltage difference

Potential DropIf a current flows in a resistor or appliance, there must be a pd across the ends of the resistor.

The voltage pushes the charge.

The resistor “drops” or lowers the PE of the charge. So is sometimes called potential drop.

- +R

e- current

Page 22: Current Electricity Continuous motion of charged particles through a potential /voltage difference

Ohm’s LawWhen temperature across a metallic resistor is constant, the current is directly proportional to pd across it.

V = IR V/I = R = constant.

V = volts J/C

I = current A, C/s

R = total resistance

ohm’s .

Page 23: Current Electricity Continuous motion of charged particles through a potential /voltage difference

V = RI yield direct linear relationship.V on Y axis. I on x axis. R is slope of straight line. R = constant.

Switch axis 1/R is slope.

Page 24: Current Electricity Continuous motion of charged particles through a potential /voltage difference

Light bulbheats up as current goes through.

Watch axis - R is 1/slope here.

I

V

Page 25: Current Electricity Continuous motion of charged particles through a potential /voltage difference

Other resistors vary with temperature. See Kerr pg 133.

Page 26: Current Electricity Continuous motion of charged particles through a potential /voltage difference

When a graph shows non-ohmic behavior, you can simply find R = V/I at a point – don’t use slope.

0.2 V/1.5 x 10-3 A

R = 133.3 .

Page 27: Current Electricity Continuous motion of charged particles through a potential /voltage difference

• Film Clip Voltage 8.5 min• http://www.youtube.com/watch?

v=F1p3fgbDnkY&feature=relmfu

Film Clips

Resistance 10 mimhttp://www.youtube.com/watch?v=YGvu9iqjJq4

Page 28: Current Electricity Continuous motion of charged particles through a potential /voltage difference

Power in Resistors

Resistors/loads convert EElc to other forms.

P is rate E used/converted/dissipated or supplied J/s or Watts.

Power rating of 500 W means Eelc converted to other kinds at rate 500 J/s.

Page 29: Current Electricity Continuous motion of charged particles through a potential /voltage difference

P = W. = Vq. = VI t t

P = VI

The power is rate thermal E dissipated & work done in

resistor.

Page 30: Current Electricity Continuous motion of charged particles through a potential /voltage difference

Other Power Equations

For devices that obey Ohm’s Law we use R = V/I to derive other equations for power.

P = RI2 = V2.

R

Page 31: Current Electricity Continuous motion of charged particles through a potential /voltage difference

Graphs P=VI

Pow

er

Current

Slope =Voltage

Page 32: Current Electricity Continuous motion of charged particles through a potential /voltage difference

Power Ratings for Appliances

Devices are rated by the power they use. A bulb rated 60 W 220 V means:

the bulb will dissipate 60 W when attached to a 220 p.d.

If a different p.d. is used, then it won’t dissipate 60 W.

Page 33: Current Electricity Continuous motion of charged particles through a potential /voltage difference

Fuses

As current flows, wires heat up.

Fuses designed to break circuit if current becomes to high for the wires.

Fuse should be rated just above the ideal operating current for a circuit.

Page 34: Current Electricity Continuous motion of charged particles through a potential /voltage difference

Kilowatt hours kWh.

• Power is a rate of energy use.

• Electric sold in kWh which is Pt = Energy.

• 1 kWh is energy delivered to home in 1hour.

• 1 kWh (1000 W/kW)(60 min/h)(60s/min) = 3.6 x 106 Ws = 3.6 x 106 J

Page 35: Current Electricity Continuous motion of charged particles through a potential /voltage difference

Film Clip Resistance

• http://www.youtube.com/watch?v=YGvu9iqjJq4&NR=1

IB Packet and Kerr Pg 135 #3, 4, 17, 21.