A Viscosity Equation of State for R123 in the Form of a Multilayer Feedforward Neural Network

A multilayer feedforward neural network (MLFN) technique is adopted for developing a viscosity equation g=g(T, r) for R123.The results obtained are very promising, with an average absolute deviation (AAD) of 1.02% for the currently available 169 primary data points, and are a significant improvement over those of a corresponding conventional equation in the literature.The method requires a high-accuracy equation of state for the fluid to be known to convert the experimental P, T into the independent variables r, T, but such equation may not be available for the target fluid.With a view to overcoming this difficulty, a viscosity implicit equation of state in the form of T=T(P, g), avoiding the density variable, is obtained using the MLFN technique, starting from the same data sets as before.The prediction accuracy achieved is comparable with that of the former equation, g=g(T, r).