A model to account for the distribution of particulate matter in a lak
e is presented. This model represents the coupling of a stratified lak
e mixing model with a particle settling, coagulation, and diffusion mo
del. Using parameterizations of the fundamental mixing processes, the
lake model simulates the response of the stratified water column to ex
ternal forcing. At the same time, the particle model simulates the set
tling, aggregation, and diffusion of a given distribution of particles
within this changing water column. Three different situations have be
en chosen in order to test the model. In the first, an input of minera
l particles for different size classes has been attributed to an inflo
w. In the second, the evolution of a distribution of particles initial
ly set up in the epilimnion of a strongly stratified lake has been des
cribed and in the third, the same initial distribution of particles ha
s been set up for a weakly stratified lake. These cases show the impor
tance of the different mechanisms (settling, aggregation and diffusion
) affecting the dynamics of the particles in natural waters.