# Basic Electrical Definitions (Thanks to Dan O'Sullivan &Tom Igoe)

**Electricity **is the flow of electrical energy through some conductive material. Electronics refers
to using changing electrical properties to convey information. Electronic sensors convert some
other form of energy (light, heat, sound pressure, etc.) into electrical energy so that we
can interpret what's going on electronically. For example, a microphone changes sound pressure
waves in the air to a changing electrical voltage. By amplifying and reading that electrical
signal, we can interpret what the sound was that caused it. This process of changing one energy
into another is called **transduction**, and devices that do it are called **transducers**.

Much of the technical work of physical computing is about figuring out what form energy a person is putting out, and what kind of transducer you can buy or build to read that energy. In order to do that, though, it's necessary to understand a few things about electricity. We'll start with a few terms we'll use to refer to electrical properties and components. After that, we'll talk about the important relationships between some of these terms.

**Current** is a measure of the magnitude of the flow of electrons in a circuit. It is measured in
Amperes, or Amps. Many people explain electrical flow by using water flow as an analogy. Following
that analogy, current would be how much water (or electricity) is flowing past a certain point.
The higher the amperage, the more water (or electricity) is flowing.

**Voltage** is a measure of the electrical energy of a circuit. It is measured in Volts. In the
water analogy, voltage would be the water pressure. Think of a geyser as high voltage, and the
shower of a low-rent apartment on the fifth floor of a tenement building as low voltage (unless
you're one of those lucky people with good water pressure!).

**Resistance** is a measure of a material's ability to oppose the flow of electricity. It is measured
in Ohms. A sponge in the pipe would act as a resistor, limiting the current (and the voltage)
flowing through the pipe.

A **circuit** is a closed loop containing a source of electrical energy (like a battery) and a load
(like a light bulb). Every circuit has to have a load of some sort, All of the electrical energy
in a circuit has to get used by the load. The load will convert the electrical energy to some
other form of energy. A circuit with no load is called a short circuit. In a short circuit, the
power source feeds all of its power through the wires and back to itself, and either the wires
melt (if you're lucky), or the battery blows up, or something else disastrous happens.

Below is a very basic circuit, consisting of a lamp, a switch, and a battery. The electrical energy coming from the battery is converted to heat and light energy by the light bulb.

There are two common kinds of circuits, DC, or Direct Current, and AC, or Alternating Current. In a DC circuit, current always flows one direction. In an AC circuit, poles of the circuit are reversed in a regular repeating cycle. In one part of the cycle, one pole is at a higher potential (positive) and the other is at a lower (negative). In the next part of the cycle, the second pole is more positive, and the first pole is more negative. Most of the circuits we'll talk about in this class will be DC circuits.

Schematic diagrams are diagrams of circuits, with symbols representing the components in the circuit. Many of the typical symbols are shown below.

## Components

**Conductors** are materials through which electrical current moves freely.

**Insulators** are materials which prevent the flow of electricity.

**Resistors** resist, but do not totally block, the flow of electricity. They are
used to control the flow of current. Current can move either way through a resistor, so it doesn't
matter which way they're connected in a circuit. They are symbolized like this:

**Capacitors** store up electricity while current is flowing into them, then release the energy
when the incoming current is removed. Sometimes they are polarized, meaning current can only
flow through them in a specific direction, and sometimes they are not. If a capacitor is polarized,
it will be marked as such on the diagram. Don't wire a polarized capacitor backwards; it might
explode.

Capacitors are symbolized like this:

Diodes permit the flow of electricity in one direction, and block it in the other direction. Because of this, they can only be placed in a circuit in one direction. They are symbolized like this:

Light-Emitting Diodes (LED's) are special types of diodes which emit light when current flows through them. They are symbolized like this:

There are many other types of components which you'll come across:

switches control the flow of current through a junction in a circuit:

transistors and relays are switching devices:

Thermistors change resistance in reaction to varying temperature;

photoresistors change resistance in reaction to varying light;

flex sensors change resistance in reaction to being bent or flexed;

piezoelectric devices create a varying voltage in reaction to slight changes in pressure.

##

Relationships

Voltage (V), Current (I), and Resistance are related (R) are all related, by the following formula:

Volts = Amps x Ohms, or

## V = I x R

Current (I), voltage (V), and resistance (R) are also related to electrical power (P) (measured in watts), as follows: Watts = Volts x Amps or

## W = V x A

Electrical current flows from places of higher potential energy to places of lower potential energy (i.e. from positive to negative).

Ground is the place in a circuit with where the potential energy of the electrons is zero. Sometimes this point is connected to the actual ground, either through a grounded electrical circuit, water pipe, or some other method. Basically, any conductor that goes to the earth will do.

A few important rules:

Current follows the path of least resistance to the ground. So if it has a choice of two paths in a circuit, and one has less resistance, that's the path it'll take.

In any given circuit, the total voltage around the path of the circuit is zero. Each component that offers a resistance lowers the voltage, and by the time we reach the end of the circuit loop, there will be no voltage left.

The amount of current going into any point in a circuit is the same as the amount coming out of that point.

These last two rules give us a way to figure out what's going on when we put components in a circuit. When we look at how components in a circuit are placed in relation to each other, there are two ways we can do it: one in line after another, or side by side. When they are one in line after another, we say the components are in series with one another. Side by side, they are in parallel with one another.

Let's look at how the current and voltage changes when components are in series or in parallel:

When two components are in series, they are placed one after another, like so:

When resistors are in series, the voltage drops across each resistor, and the total resistance
is equal to the sum of all the resistors. We know in the above circuit, the current anywhere
is constant. We know the voltage drops across each resistor, and we know that the total of all
the voltage drops equals the voltage across the battery. So** Vin = V1 + V2**. If we know the values
of the resistors, we can use the formula **V= I x R** to calculate the exact voltages at each point.

When two components are in parallel, they are placed beside each other, like this:

For resistors in parallel, the voltage across them is equal, but the current is divided between
them. The total current is constant, however, so we know that the divided current across the
parallel resistors is equal to the total current. So **I1 + I2 = Itotal**.

Though it's sometimes useful to think about the mathematical relationships of parallel and series circuits, it's often more useful to think about them in terms of practical effects. Again, think of the water metaphor. For the series example, if one resistor lowers the voltage (water pressure), only a smaller voltage (trickle of water) gets through to the next. For the parallel example, the amount of water from the main stream (total current) gets divided into two streams, but the total amount of water flowing through those two streams is equal to the original amount of water. Keeping in mind these basic relationships will help you figure out what the effect of one component is on another when you see them in a circuit together, even if you don't know (or care about) their precise mathematical relationship.

# Physical computing interaction Design

- Interactive Telcommunications Program (ITP) NYU
- Tom Igoe's Physical computing FAQ (ITP)
- Interaction Design Institute
- Fabrica
- Copenhagen Institute of Interaction Design

# Processing + Arduino

# Sensor & components

- LittleBIRD Arduino distributor in sydney
- Resistor Colour codes
- Working with LED's
- Basic Circuits and Ardunio
- Parallex Online
- Jaycar Electronics Sydney York St
- David reid Electronics Sydney
- Farnell Online
- Altronics Online
- RS components online

# Essential Viewing

- The ardunio book
- low tech sensors
- everyday ubiquitous computers
- instantSoup
- makeZine
- Intructables
- Graffiti Research Lab
- ANAT reskin
- leah buechley - projects - a construction kit for electronic textiles
- Transmaterial blog
- No idea but in things
- DORKBOT SYD
- Mitchell Page's Wearables
- We make money not art
- BLDGBLOG
- variable environment / mobility, interaction city and crossovers
- BIX: a permanent light- and media installation for the Kunsthaus Graz
- United visual artists, London
- Interactive multi-touch cocktail bar
- Examples from cube wksp sydney 06
- Examples from udk cube studio
- Joo Youn paek's Zipper Orchestra
- London fashion college Interactive table
- heather dewey hagburg

# Lectures

- Lecture 1 Processing
- Lecture 2 Processing
- Lecture 3 Processing
- Lecture 4 Processing
- Lecture 5 Processing
- Lecture 6 Presentations of Project 1
- Lecture 7 Research week
- Lecture 8 Introduction to Electricity
- Lecture 9 Intro to Arduino
- Lecture 10 Digital I/O & Analog Input
- Lecture 11 Actuators
- Lecture 12 Read & Write Serial
- Lecture 13 Simple Networks
- Lecture 14 Presentations