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Glossary

A

Amperes (A)

Criticality: 2

The SI unit for electric current, representing one Coulomb of charge passing a point per second.

Example:

A standard household light bulb might draw about 0.5 Amperes of current when turned on.

Angle ($ heta$)

Criticality: 3

The angle between the direction of the current in a wire and the direction of the external magnetic field, which determines the magnitude of the magnetic force.

Example:

If a wire's current is parallel to the magnetic field, the angle is 0 degrees, resulting in no magnetic force on the wire.

C

Concentric circles

Criticality: 1

Describes the shape of the magnetic field lines that form around a long, straight current-carrying wire, with the wire at the center.

Example:

If you sprinkle iron filings around a straight wire with current, they would arrange themselves into perfect concentric circles, revealing the magnetic field's pattern.

Current (I)

Criticality: 3

The rate of flow of electric charge through a conductor, measured in Amperes.

Example:

Increasing the current flowing through a wire makes the magnetic field it produces stronger, which is why high-power devices need thicker wires.

Current loop

Criticality: 2

A circular path through which electric current flows, creating a magnetic field that resembles that of a small bar magnet.

Example:

The magnetic field at the center of a current loop is strongest and points along its axis, making it useful in devices like solenoids.

Current-carrying wire

Criticality: 2

A conductor, typically a wire, through which electric current is flowing, thereby generating a magnetic field around it.

Example:

The electromagnet in a junkyard uses a powerful current-carrying wire wrapped around an iron core to lift heavy metal objects.

D

Distance (r)

Criticality: 2

In the context of a straight wire, it is the perpendicular distance from the wire to the point where the magnetic field is being measured.

Example:

The magnetic field from a power line weakens rapidly as your distance from it increases, becoming negligible far away.

E

External magnetic field

Criticality: 2

A magnetic field that originates from sources outside the system or object being considered, influencing its behavior.

Example:

A speaker's cone moves because the current in its voice coil interacts with the strong external magnetic field produced by a permanent magnet.

L

Length ($\ell$)

Criticality: 2

The segment of a current-carrying wire that is immersed within and perpendicular to an external magnetic field, contributing to the magnetic force.

Example:

To maximize the force on a wire in a magnetic field, you want to ensure the greatest possible length of the wire is exposed to the field.

M

Magnetic Field

Criticality: 3

A region of space around a moving electric charge or a magnetic material where magnetic forces are exerted on other moving charges or magnetic materials.

Example:

When you bring a compass near a bar magnet, the compass needle aligns with the invisible lines of the magnetic field created by the magnet.

Magnetic Field Strength (B)

Criticality: 3

A quantitative measure of the intensity of a magnetic field at a given point, indicating how strong the magnetic force would be on a moving charge or current.

Example:

A powerful MRI machine generates an incredibly high magnetic field strength to create detailed images of the human body.

Magnetic Force ($F_B$)

Criticality: 3

The force experienced by a current-carrying wire or a moving charge when placed within an external magnetic field.

Example:

Electric motors operate on the principle of magnetic force, where current-carrying coils experience a torque in a magnetic field, causing rotation.

N

Net magnetic field

Criticality: 3

The vector sum of all individual magnetic fields present at a specific point due to multiple sources.

Example:

When two wires carry current near each other, you must calculate the net magnetic field at any point by adding the individual fields as vectors.

Newtons (N)

Criticality: 2

The SI unit for force, defined as the force required to accelerate a mass of one kilogram at a rate of one meter per second squared.

Example:

The magnetic force on a wire in a strong field might be measured in a few Newtons, enough to cause noticeable movement.

P

Permeability of free space ($\mu_0$)

Criticality: 2

A fundamental physical constant that represents the ability of a vacuum to permit magnetic field lines to pass through it.

Example:

The constant permeability of free space is essential for calculating magnetic fields in a vacuum, much like the permittivity of free space is for electric fields.

R

Right-Hand Rule #1 (RHR1)

Criticality: 3

A mnemonic rule used to determine the direction of the magnetic field around a current-carrying wire: point your thumb in the direction of current, and your fingers curl in the direction of the magnetic field.

Example:

To figure out which way the magnetic field circles a straight wire, you'd use Right-Hand Rule #1, imagining you're grabbing the wire.

Right-Hand Rule #2 (RHR2)

Criticality: 3

A mnemonic rule used to determine the direction of the magnetic force on a current-carrying wire: point fingers in current direction, palm towards magnetic field, and thumb points to force direction.

Example:

When designing an electric motor, engineers use Right-Hand Rule #2 to predict the direction of the force that will spin the rotor.

T

Tangent

Criticality: 1

The direction of the magnetic field vector at any point is always tangent to the magnetic field line passing through that point.

Example:

A tiny compass placed near a current-carrying wire will always point in a direction tangent to the circular magnetic field line at its location.

Teslas (T)

Criticality: 2

The SI unit for magnetic field strength, named after Nikola Tesla.

Example:

A typical refrigerator magnet has a magnetic field strength of about 0.01 Teslas, while an MRI machine can generate several Teslas.

V

Vector Addition

Criticality: 3

The process of combining two or more vector quantities (which have both magnitude and direction) to find a single resultant vector.

Example:

To find the total magnetic field at a point due to two nearby wires, you must use vector addition to combine their individual magnetic fields.