be linear and quasilinear evolution equations of parabolic type in a Banach space X respectively. By "parabolic type" we mean that A(t) and A(t,u) are all the infinitesimal generators of analytic linear semigroups on X we do not necessarily assume that the domains of the operators A(t) and A("t,u) are dense subspaces of X, so the semigroups generated by them may not be of class c0 J. The domain...

This paper deals with the design and evaluation of the performance of fuzzy predictive controller in supervisory mode for a solar-concentration-based power plant, with cylindrical-parabolic solar collectors. For the design of the controller, the inner control loops present in this solar platform are included in the model of the plant. That is, a control loop consisting of a PI plus a feed-forwa...

The solar photocatalytic degradation of diuron, which is one the herbicides, has been studied by a pilot plant in heterogeneous photocatalysis with titanium dioxide. was made up compound parabolic collectors specially designed for applications. influence different variables such as, H2O2 initial concentration, TiO2 and diuron concentration their relationship to efficiency were studied. Hydrogen...

In this paper we consider the nonlinear parabolic integro-differential equation with initial and boundary conditions. We develop the method of generalized quasilinearization to generate linear iterates that converge quadratically to the unique solution of the nonlinear parabolic integro-differential equation. For this purpose, we establish comparison results for the parabolic integro-differenti...

Reducing the use of conventional energy in agricultural production and food processing via using renewable is one key points to protect our environment. Solar radiation might be an excellent source for replacing traditional heat sources drying technology. This study aims analyze investigate efficiency different solar collectors apply products drying. Seven have been developed manufactured exper...

We present a spatial domain decomposition (DD) method for the solution of discretized parabolic linear–quadratic optimal control problems. Our DD preconditioners are extensions of Neumann-Neumann DD methods, which have been successfully applied to the solution of single elliptic partial differential equations and of linear–quadratic optimal control problems governed by elliptic equations. We us...