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A non-isothermal batch reactor can be described by the following equations: dC e(-10/(T+273)) .C dt == = dT = 1000 e(-10/(T+273)) .C-10(T-20) dt Where C is the concentration of the reactant and T is the temperature of the reactor. Initially the reactor is at 15°C and has a concentration of reactant C of 1.0 gmol/L. Find the concentration and temperature of the reactor as a function of time. Apply Runge-kutta 4th order Method for two steps with time step size of 0.0625 sec.

A non-isothermal batch reactor can be described by the following equations: dC e(-10/(T+273)) .C dt == = dT = 1000 e(-10/(T+273)) .C-10(T-20) dt Where C is the concentration of the reactant and T is the temperature of the reactor. Initially the reactor is at 15°C and has a concentration of reactant C of 1.0 gmol/L. Find the concentration and temperature of the reactor as a function of time. Apply Runge-kutta 4th order Method for two steps with time step size of 0.0625 sec.

Introduction to Chemical Engineering Thermodynamics
Introduction to Chemical Engineering Thermodynamics
8th Edition
ISBN:9781259696527
Author:J.M. Smith Termodinamica en ingenieria quimica, Hendrick C Van Ness, Michael Abbott, Mark Swihart
Publisher:J.M. Smith Termodinamica en ingenieria quimica, Hendrick C Van Ness, Michael Abbott, Mark Swihart
Chapter1: Introduction
Section: Chapter Questions
Problem 1.1P
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A non-isothermal batch reactor can be described by the following equations: dC -=-e(-10/(T+273)) .C dt dT dt = 1000 e(-10/(T+273)) .C-10(T-20) Where is the concentration of the reactant and I is the temperature of the reactor. Initially the reactor is at 15°C and has a concentration of reactant C of 1.0 gmol/L. Find the concentration and temperature of the reactor as a function of time. Apply Runge-kutta 4th order Method for two steps with time step size of 0.0625 sec.
Transcribed Image Text:A non-isothermal batch reactor can be described by the following equations: dC -=-e(-10/(T+273)) .C dt dT dt = 1000 e(-10/(T+273)) .C-10(T-20) Where is the concentration of the reactant and I is the temperature of the reactor. Initially the reactor is at 15°C and has a concentration of reactant C of 1.0 gmol/L. Find the concentration and temperature of the reactor as a function of time. Apply Runge-kutta 4th order Method for two steps with time step size of 0.0625 sec.
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