Fluence

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In physics, **fluence** is the flux (either particle or radiative flux) integrated over time. For particles, it is defined as the total number of particles that intersect a unit area in a specific time interval of interest, and has units of m<sup>–2</sup> (number of particles per meter squared). Fluence can also be used to describe the energy delivered per unit area, in which case it has units of J/m<sup>2</sup>. It is considered one of the fundamental units in dosimetry.

In light based medicine and dentistry, fluence, which may be more properly referred to as radiant exposure, is a measurement of energy over area. The area is usually the spot size of the light device.

It has two equivalent definitions:

1. Suppose*N* particles pass through an area *A*. The particle fluence for the area A is defined as:

In the limit of infinitesimal area, this is:

2. Imagine an infinitesimal volume d*V* with particles passing through it. The particle fluence can be defined as

where <math>sum </math> is the sum of all the path lengths of the particles that traverse the volume. These definitions are equivalent as can be seen by multiplying the first definition by <math> x/ x</math> where d*x* is the typical path length of a particle in the volume. The numerator (<math>N x</math>) then gives the total path...

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In light based medicine and dentistry, fluence, which may be more properly referred to as radiant exposure, is a measurement of energy over area. The area is usually the spot size of the light device.

It has two equivalent definitions:

1. Suppose

- :<math>Phi = frac</math>.

In the limit of infinitesimal area, this is:

- :<math>Phi = frac</math>.

2. Imagine an infinitesimal volume d

- :<math>Phi = frac</math>,

where <math>sum </math> is the sum of all the path lengths of the particles that traverse the volume. These definitions are equivalent as can be seen by multiplying the first definition by <math> x/ x</math> where d

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