ELECTRICITY: Electrical Energy (Circuits)

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Presentation transcript:

ELECTRICITY: Electrical Energy (Circuits) Chapter 7, Section 3 Notes ELECTRICITY: Electrical Energy (Circuits)

Main Idea: Electrical energy can be converted into other forms of energy in a circuit. A. Circuits rely on generators at power plants to produce a voltage difference across the outlet, causing the charge to move when the circuit is complete.

Series circuit – the current has only one loop to flow through. a. The parts of a series circuit are wired one after another, so the amount of current is the same through every part.

Open circuit – if any part of a series circuit is disconnected, not current flows through the circuit. Example: strings of holiday lights. (See page 207)

Parallel circuit – contains two or more branches for current to move through. a. Individual parts can be turned off without affecting the entire circuit. b. Example: the electrical system in a house. (See page 208)

Household circuits use parallel circuits connected in a logical network. 1. Each branch receives the standard voltage distance from the electric company. 2. Electrical energy enters your home at the circuit breaker or fuse box and branches out to wall sockets, major appliances, and lights.

Guards against overheating electric wires (See page 210): a. Electric fuse – contains a small piece of metal that bends when it gets hot, opening the circuit and stopping the flow of current. b. Circuit breaker – contains a small piece of metal that bends when it gets hot, opening the circuit and stopping the flow of current.

Electrical energy is easily converted to mechanical, thermal, or light energy. 1. Electrical power – the rate at which electrical energy is converted to another form of energy. (See page 210)

Electrical power is expressed in watts (W). Power = current X voltage difference P (watts) = I (amperes) X V (volts) Practice this equation on page 211:

To calculate the amount of energy an appliance uses: a. The unit of electrical energy is the kilowatt- hour, which equals 1000 watts of power used for one hour.

Energy = power X time E (kWh) = P (kW) X t (h) Practice this equation on page 212: