The artificial neural network technique was applied to heat transfer throug
h a series of problems of increasing complexity, For the simplest problem o
f one-dimensional heat conduction with linear activation function, it is po
ssible to give physical meaning to the synaptic weights of the network. A n
etwork with sigmoid activation function was used for non-linear representat
ion of convection problems where identification of the weights with physica
l variables was not possible. Two cases of convective heat transfer with on
e and two heat transfer coefficients and artificially, generated data were
examined. Finally, the method was applied to the analysis of data obtained
in the laboratory, for a single-row, fin-tube heat exchanger. It is shown t
hat a better prediction with smaller scatter is obtained in comparison to a
conventional power-law correlation for the heat transfer coefficients.