Relation With Wright Omega Function
In the simplest geometry, when the rays of the absorbing light are parallel, the intensity can be described with the Bouguer law,
where is coordinate in the direction of propagation. Substitution of (1) into (2) gives the equation
With the dimensionless variables, equation (3) can be rewritten as
The solution can be expressed in terms of the Wright Omega function :
Read more about this topic: Saturable Absorption
Famous quotes containing the words relation, wright and/or function:
“Among the most valuable but least appreciated experiences parenthood can provide are the opportunities it offers for exploring, reliving, and resolving ones own childhood problems in the context of ones relation to ones child.”
—Bruno Bettelheim (20th century)
“If we bring not the good courage of minds covetous of truth, and truth only, prepared to hear all things, and decide upon all things, according to evidence, we should do more wisely to sit down contented in ignorance, than to bestir ourselves only to reap disappointment.”
—Frances Wright (17951852)
“... the function of art is to do more than tell it like it isits to imagine what is possible.”
—bell hooks (b. c. 1955)