Electrostatics Arsenie May 2015 Electrostatics or electricity at

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Electrostatics Arsenie, May 2015

Electrostatics Arsenie, May 2015

Electrostatics, or electricity at rest, involves electric charges, the forces between them, and their

Electrostatics, or electricity at rest, involves electric charges, the forces between them, and their behavior in materials. Important note!!!!!! In this unit in particular, you MUST understand each step of the electrical process in order to understand the big picture, for one concept is the building block for the next!!!!!

The Atom Review

The Atom Review

1. Electrical Forces and Charges

1. Electrical Forces and Charges

2. Conservation of Charge

2. Conservation of Charge

3. Coulomb’s Law

3. Coulomb’s Law

5. Conductors and Insulators

5. Conductors and Insulators

6. Charging can be done by…

6. Charging can be done by…

Something cool to know…

Something cool to know…

Electric Current and Circuits 4. 3. 13

Electric Current and Circuits 4. 3. 13

Electricity refers to the presence of electric current in wires, motors, light bulbs, and

Electricity refers to the presence of electric current in wires, motors, light bulbs, and other devices. Electricity carries power. Power (P) is defined as a rate of change in work or energy over a period of time. Its unit is Joules/second or Watt.

Current is a flow of charge

Current is a flow of charge

 • These batteries have a voltage of 1. 5 volts. (a difference of

• These batteries have a voltage of 1. 5 volts. (a difference of 1. 5 volts of energy between the + and ends) • If you connect batteries positive-to-negative, each battery adds 1. 5 volts to the total. • Three batteries make 4. 5 volts. • Each unit of current coming out of the positive end of the three-battery stack has 4. 5 joules of energy.

 • A battery uses chemical energy to move electrons. It is a voltage

• A battery uses chemical energy to move electrons. It is a voltage source. • A fully charged battery adds energy proportional to its voltage.

The resistance of electrical devices • The resistance of electrical devices ranges from very

The resistance of electrical devices • The resistance of electrical devices ranges from very small (0. 001 Ω) to very large (10× 106 Ω). • Each device is designed with a resistance that allows the right amount of current to flow when connected to the voltage the device was designed for.

Changing resistance • The resistance of many materials, including those in light bulbs, increases

Changing resistance • The resistance of many materials, including those in light bulbs, increases as temperature increases. • A graph of current versus voltage for a light bulb shows a curve. • A device with constant resistance would show a straight line on this graph.

Electrical Conductivity Electrical conductivity describes a material’s ability to pass electric current. Yes, my

Electrical Conductivity Electrical conductivity describes a material’s ability to pass electric current. Yes, my children, copy this table

There are two types of electrical circuits through which current can flow. In series

There are two types of electrical circuits through which current can flow. In series circuits, current can only take one path. The amount of current is the same at all points in a series circuit.

In parallel circuits the current can take more than one path. Because there are

In parallel circuits the current can take more than one path. Because there are multiple branches, the current is not the same at all points in a parallel circuit.

Calculate: How much current flows in a circuit with a 1. 5 -volt battery

Calculate: How much current flows in a circuit with a 1. 5 -volt battery and three 1 ohm resistances (bulbs) in series?

What you know:

What you know:

Calculate: Two bulbs with different resistances are connected in parallel to batteries with a

Calculate: Two bulbs with different resistances are connected in parallel to batteries with a total voltage of 3 volts. Calculate the total current supplied by the battery.

You must add up the currents in each branch.

You must add up the currents in each branch.

Calculate: A circuit contains a 2 ohm resistor and a 4 ohm resistor in

Calculate: A circuit contains a 2 ohm resistor and a 4 ohm resistor in parallel. Calculate the total resistance of the circuit.

You must find common denominator in order to add…. You must finish the problem

You must find common denominator in order to add…. You must finish the problem giving the inverse of your additions.