# Physics Study Guide/Fields

# Fields

A field is one of the more difficult concepts to grasp in physics. A
field is an area or region in which an influence or force is effective
regardless of the presence or absence of a material medium. Simply put,
a **field** is a collection of vectors often representing the force an
object *would* feel if it were placed at any particular point in space.
With gravity, the field is measured in newtons, as it depends solely on
the mass of an object, but with electricity, it is measured in newtons
per coulomb, as the force on an electrical charge depends on the amount
of that charge. Typically these fields are calculated based on canceling
out the effect of a body in the point in space that the field is
desired. As a result, a field is a vector, and as such, it can (and
should) be added when calculating the field created by TWO objects at
one point in space.

Fields are typically illustrated through the use of what are called
**field lines** or **lines of force**. Given a source that exerts a
force on points around it, sample lines are drawn representing the
direction of the field at points in space around the force-exerting
source.

There are three major categories of fields:

1.  **Uniform fields** are fields that have the same value at any point
    in space. As a result, the lines of force are parallel.
2.  **Spherical fields** are fields that have an origin at a particular
    point in space and vary at varying distances from that point.
3.  **Complex fields** are fields that are difficult to work with
    mathematically (except under simple cases, such as fields created by
    two point object), but field lines can still typically be drawn.
    **Dipoles** are a specific kind of complex field.

Magnetism also has a field, measured in Tesla, and it also has **field
lines**, but its use is more complicated than simple \"force\" fields.
Secondly, it also only appears in a two-pole form, and as such, is
difficult to calculate easily.

The particles that form these magnetic fields and lines of force are
called electrons and not magnetons. A magneton is a quantity in
magnetism.

## Definition of terms

+----------------------------------------------------------------------+
| **Field:** A collection of vectors that often represents the force   |
| that an object *would* feel if it were placed in any point in        |
| space.\                                                              |
| \                                                                    |
| **Field Lines:** A method of diagramming fields by drawing several   |
| sample lines showing direction of the field through several points   |
| in space.\                                                           |
| \                                                                    |
+----------------------------------------------------------------------+

