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2/27 Do now

2/27 Do now. Sphere A has a charge of -9.0 x 10 24 e. Sphere B and sphere C are neutral. Sphere A is used to charge sphere B by conduction . Sphere A is used to charge sphere C by induction . What is the order of magnitude of charges in Coulombs on sphere A?

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2/27 Do now

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  1. 2/27 Do now • Sphere A has a charge of -9.0 x 1024 e. Sphere B and sphere C are neutral. Sphere A is used to charge sphere B by conduction. Sphere A is used to charge sphere C by induction. • What is the order of magnitude of charges in Coulombs on sphere A? • What is the type of charge on sphere B after charging? • What is the type of charge on sphere C after charging? Due: 19.3 notes

  2. Ω Work • Castle learning • Project – poster or power point on one topic in this chapter - due 3/3 • Chapter test on Tues. 3/4 – include some static electricity questions from last chapter. Extra credit: make your own Ω joke – due Mon 3/3 • Unit test – 3/14: Questions from packets • Chapter 20-22 reading assignment • Project – choose one – due Fri 3/14 • build a simple motor • build a series or a parallel circuit with mini lights bulbs, insulated wires, switches and batteries.

  3. Lesson 4: Electrical Power Know: • Definition and equation for electrical power. Understand • Power is directly proportional to both voltage and current. Be able to • Determine power in a system with a single resistor. • Sketch/interpret graphs of relating voltage; current; resistance and power with each other (assuming that all other variables are fixed.)

  4. Power: Putting Charges to Work Electrical devices, generally referred to as loads, have power ratings. • A 1200 W hair dryer indicates it transfers 1200 Joules of electrical energy to heat, wind, sound energy in 1 second. The unit of power is watt. 1 watt = 1 joule / second • A circuit with a battery and a wire leading from positive to negative terminal without a load would lead to a high rate of charge flow. Such a circuit is referred to as a short circuit. It would heat the wires to a high temperature and drain the battery of its energy rather quickly.

  5. What About Watts? 4.2.3B Electrical Power

  6. Power Law • Moving electrons (current) requires ENERGY • How much energy gets used depends on: • Strength of push – VOLTAGE • Rate of flow – CURRENT

  7. Example #1 • A 12 volt battery is connected to a circuit which allows 10 amperes of current to flow. • What is the power output of this circuit? P = IV P = (12 V)(10 A) P = 120 W

  8. Example #2 • A 100 watt light bulb is connected to a 120 volt power supply. • What amount of current must pass through the light bulb? P = IV 100 W = (120 V) I I = 0.833 A

  9. Example #3 • A 2.0 ampere current passes through a circuit with a 300 ohm resistance. • What is the power generated in this circuit? P = I2 R P = (2.0 A)2 (300 Ω) P = 1200 W or 1.2 kW

  10. P = I2•R relate current and resistance to power, notice double importance of current. Unit: A2∙Ω P = V2/R relate potential difference and resistance to power, notice double importance of potential difference. Unit: V2/Ω P = V·I relate potential difference and current to power. Notice that both have equal importance. Unit: V∙A Warning: While these three equations provide one with convenient formulas for calculating unknown quantities in physics problems, one must be careful to not misuse them by ignoring conceptual principles regarding circuits.

  11. Check your understanding • If a 60-watt bulb in a household lamp was replaced with a 120-watt bulb, then how many times greater would the current be in that lamp circuit?

  12. Check your understanding • Which is a unit of electrical power? • volt/ampere • ampere/ohm • ampere2/ohm • volt2/ohm

  13. P P P P Graphs of power vs. R, I, V • P = VI = I2R = V2/R • When V is constant: P = VI; P = V2/R – common house hold appliances • When R is constant: P = I2R; P = V2/R – same appliances Inverse, high R, low P V is slope R I Direct squared Direct squared I V

  14. Check your understanding • As the resistance of a constant-voltage circuit is increased, the power developed in the circuit • decreases • increases • remains the same

  15. Check your understanding • The potential difference applied to a circuit element remains constant as the resistance of the element is varied. Graph power (P) vs. resistance (R) for this circuit. P R

  16. Check your understanding • Graph the relationship between the electrical power and the current in a resistor that obeys Ohm’s Law. P I

  17. Check your understanding • An electric motor uses 15 amperes of current in a 440-volt circuit to raise an elevator weighing 11,000 Newtons.  What is the average speed attained by the elevator?

  18. example • To increase the brightness of a desk lamp, a student replaces a 60-watt light bulb with a 100-watt bulb.  Compared to the 60-watt bulb, the 100-watt bulb has • less resistance and draws more current • less resistance and draws less current • more resistance and draws more current • more resistance and draws less current

  19. 2/28 Do now • A lithium ion has 3 protons and 4 neutrons. What is the charge in coulombs of the lithium ion?

  20. Ω Work • Castle learning • Project – poster or power point on one topic in this chapter - due 3/3 • Chapter test on Tues. 3/4 – include some static electricity questions from last chapter. Extra credit: make your own Ω joke – due Mon 3/3 • Unit test – 3/14: Questions from packets If there is no school Monday, additional castle learning will be assigned. Chapter test will still be on Tuesday!

  21. Check Your Understanding • Which would be thicker (wider) - the filament of a 60-Watt light bulb or the filament of a 100-W light bulb? Explain. • Calculate the resistance and the current of a 7.5-Watt night light bulb plugged into a US household outlet (120 V).

  22. Electrical energy • E = P∙t = V∙I∙t = I2∙R∙t = (V2/R)∙t • The SI unit for energy is Joule. • 1 joule = (1 Newton)(1 meter) = (1 kg∙m/s2)(1 meter) = 1 kg∙m2/s2

  23. The kilowatt-hour • Electrical utility companies provide energy for homes charge those homes for the electrical energy they used. A typical bill will contain a charge for the number of kilowatt-hours of electricity which were consumed. • How many Joules is in one kWh?

  24. Check your understanding • Your 60-watt light bulb is plugged into a 110-volt household outlet and left on for 10 hours. The utility company charges you $0.20 per kWh. What is the cost? • A current of 0.40 ampere is measured in a 150 ohm resistor, how much energy is expended by the resistor in 20. seconds? • An electric dryer consumes 6.0 × 106 joules of energy when operating at 220 volts for 30. minutes. During operation, how much current does the dryer draws approximately?

  25. Energy can be transformed, but is conserved • The purpose of every circuit is to supply the energy to operate various electrical devices. These devices are constructed to convert the energy of flowing charge into other forms of energy (e.g., light, thermal, sound, mechanical, etc.). Use complete sentences to describe the energy conversions that occur in the following devices. • Windshield wipers on a car • Defrosting circuit on a car • Hair dryer

  26. Rechargeable Batteries • Rechargeable batteries has nothing to do with charges. • Rechargeable batteries rely upon a reversible reaction, turning the chemical products back into chemical reactants within the cell.

  27. Alert: Statement True or False? • When an electrochemical cell no longer works, it is out of charge and must be recharged before it can be used again. • An electrochemical cell can be a source of charge in a circuit. The charge which flows through the circuit originates in the cell. • Charge becomes used up as it flows through a circuit. The amount of charge which exits a light bulb is less than the amount which enters the light bulb. • Charge flows through circuits at very high speeds. This explains why the light bulb turns on immediately after the wall switch is flipped. • The local electrical utility company supplies millions and millions of electrons to our homes everyday.

  28. Example 12 • A 12.0-meter length of copper wire has a resistance of 1.50 ohms. How long must an aluminum wire with the same cross-sectional area be to have the same resistance?

  29. Example 13 • Calculate the resistance of a 1.00-kilometer length of nichrome wire with a cross-sectional area of 3.50 × 10-6 meter2 at 20°C.

  30. 3/3 do now • A clothes dryer connected to a 240-volt line draws 30. amperes of current for 20. minutes (1,200 seconds). Approximately how much electrical energy is consumed by the dryer?[show work] • Due: • Project • Ωjoke • Ω work • Packet 4.2.1-4.2.3 • Test Tomorrow

  31. objectives Presentation of project • Regents Review book pp. 112-113 #29-48 • Due today Finish lab 15

  32. 3/4 objectives Presentation of project • Regents Review book pp. 112-113 #29-48 • Due today Finish lab 15

  33. 3/5 objectives • Due: packet 4.2.1-4.2.3 • Test • Homework – 20.1 reading questions due tomorrow • Finish Regents Review book pp. 112-113 #29-48 • Finish practice in note packet • Finish lab 15

  34. Quantities, Symbols, Equations and Units! • The tendency to give attention to units is an essential trait of any good physics student. • Many of the difficulties associated with solving problems may be traced back to the failure to give attention to units. As more and more electrical quantities and their respective metric units are introduced, it will become increasingly important to organize the information in your head.

  35. Lab 15 – Resistance PURPOSE: • Determine the relationship between Resistance and the length of the wire • Determine the relationship between Resistance and the area of the wire • Determine resistivity of the wire MATERIAL: • Nichrome wire boards, multipurpose meter, ruler, graph paper DATA: diameter _________ m Area __________m2 Length _________ m

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