Mathematical Model of Chemical Reactor Plant and Heat Exchanger Dynamics with Control Design Techniques

Abstract

Mathematical Models are sets of equations that describe a process or System. All engineering
programs need Mathematical model before real time implementation of any system, to
determine how the process reacts to numerous inputs. Although the bodily gadget is available
for experimentation the process usually may be very high priced. Mathematical modeling of a
chemical reactor is acquired via the material balance equations and using differential
equations, Laplace transforms, Linearizing the Non-Liner equations via Taylor series,
obtainingthe transfer function models and finally the design of controller by Internal model
principle.Robustness of the control design is verified through model mismatch. Modelling of
heat exchanger dynamics is acquired by using the measured statistics and manipulate layout
by using Feedforward+remarks control.