Fillers are used to modify the properties
of the photoresins used
in stereolithography (SLA). The resulting composite formulations tend
to have a decreasing cure depth for increasing particle loadings due
to light scattering. However, some composites, such as those loaded
with silica or polymethyl methacrylate particles, show the opposite
effect: the cure depth increases with the particle loading. To unify
these seemingly contradictory observations, we propose a modified
Lambert–Beer equation. Depending on the filler properties,
we differentiate between three scenarios: (i) scattering-dominated,
(ii) weakly scattering, and (iii) nonscattering (refractive index-matched).
In the first case, the cure depth of the resin decreased with an increasing
solid loading, whereas in the other cases, the opposite trend was
observed. These findings have significant implications for the formulation
of composite SLA resins in terms of materials selection and printing
parameter optimization.