Dryer modelling is considered in this paper. A dryer scale approach is
implemented in order to write the classical differential equations th
rough parameters such as the heat transfer coefficient or drying kinet
ics. The behaviour of the dryers is described by a non-linear system w
hich integrates these equations in a transfer network using the finite
difference method. The finite difference method is easy to implement,
but appears to be too slow for dryer designing. So, in the second par
t of the study, neural networks are used to model drying process in st
eady state. When applying neural networks method to the design of drye
rs, one of the main problems is to find necessary and sufficient input
s so that the neural networks can learn transfers laws. To reduce the
problem, each output is defined by a single neural network and non-dim
ensional numbers are used. The following step deals with the determina
tion of the number of neurones and the minimization of output error fo
r each efficiency (change of training points). Then, neural networks a
re used to simulate different configurations of dryers. Results are co
mpared with the finite difference method and an industrial application
is studied in the last chapter.