# Tag Archives: current

## Circuits — Current Practice

## Electrical Current

**Electric current** is the flow of charge, much like water currents are the flow of water molecules. Water molecules tend to flow from areas of high gravitational potential energy to low gravitational potential energy. **Electric currents flow from high electric potential to low electric potential**. And the greater the difference between the high and low potential, the more current that flows!

In a majority of electric currents, the moving charges are negative electrons. However, due to historical reasons dating back to Ben Franklin, we say that **conventional current flows in the direction positive charges would move**. Although inconvenient, it’s fairly easy to keep straight if you just remember that the actual moving charges, the electrons, flow in a direction opposite that of the electric current. With this in mind, we can state that **positive current flows from high potential to low potential**, even though the charge carriers (electrons) actually flow from low to high potential.

Electric current (I) is measured in **amperes** (A), or amps, and can be calculated by finding the total amount of charge (q), in Coulombs, which passes a specific point in a given time (t). Electric current can therefore be calculated as:

Question:A charge of 30 Coulombs passes through a 24-ohm resistor in 6.0 seconds. What is the current through the resistor?

Answer:

## Parallel Circuit Lab

## Electricity Refresher Solutions

## Ohm’s Law

Agenda:

- Ohm’s Law
- Ohm’s Law Lab

If resistance opposes current flow, and potential difference promotes current flow, it only makes sense that these quantities must somehow be related. George Ohm studied and quantified these relationships for conductors and resistors in a famous formula now known as **Ohm’s Law**:

Ohm’s Law may make more qualitative sense if we re-arrange it slightly:

Now it’s easy to see that the current flowing through a conductor or resistor (in amps) is equal to the potential difference across the object (in volts) divided by the resistance of the object (in ohms). If you want a large current to flow, you would require a large potential difference (such as a large battery), and/or a very small resistance.

Question:The current in a wire is 24 amperes when connected to a 1.5 volt battery. Find the resistance of the wire.

Answer:

Note: Ohm’s Law isn’t truly a law of physics — not all materials obey this relationship. It is, however, a very useful empirical relationship that accurately describes key electrical characteristics of conductors and resistors. One way to test if a material is ohmic (if it follows Ohm’s Law) is to graph the voltage vs. current flow through the material. If the material obeys Ohm’s Law, you’ll get a linear relationship, and the slope of the line is equal to the material’s resistance.

## Introduction to Current Electricity

##### Flow of Charge

**Electric current** is the flow of charge, much like water currents are the flow of water molecules. Water molecules tend to flow from areas of high gravitational potential energy to low gravitational potential energy. **Electric currents flow from high electric potential to low electric potential**. And the greater the difference between the high and low potential, the more current that flows!

In a majority of electric currents, the moving charges are negative electrons. However, due to historical reasons dating back to Ben Franklin, we say that **conventional current flows in the direction positive charges would move**. Although inconvenient, it’s fairly easy to keep straight if you just remember that the actual moving charges, the electrons, flow in a direction opposite that of the electric current. With this in mind, we can state that **positive current flows from high potential to low potential**, even though the charge carriers (electrons) actually flow from low to high potential.

Electric current (I) is measured in **amperes** (A), or amps, and can be calculated by finding the total amount of charge (q), in Coulombs, which passes a specific point in a given time (t). Electric current can therefore be calculated as:

Question:A charge of 30 Coulombs passes through a 24-ohm resistor in 6.0 seconds. What is the current through the resistor?

Answer:

##### Resistance

Electrical charges can move easily in some materials (conductors) and less freely in others (insulators), as we learned previously. We describe a material’s ability to conduct electric charge as **conductivity**. Good conductors have high conductivities. In similar fashion, we describe a material’s ability to resist the movement of electric charge using **resistivity**, symbolized with the Greek letter rho (). Resistivity is measured in ohm-meters, which are represented by the Greek letter omega multiplied by meters (•m). Both conductivity and resistivity are properties of a material.

Ball Lightning Sample: