Problems sheet No. 4 1- The gas phase reaction A-38 is zero order, the initial calculation of A is 2 moldm' and the system contains 40 % inert. The reaction rate constant is 0.1 mol/dm3.min. Calculate the time needed achieve 80 % conversion, when the reaction is carried out in a batch гсаctor. 2- A reaction A+BC which is first order with respect to each of the reactants with a reaction rate constant of 9.92 x 10' m'kmol.s at 25 °C. volume changes on reaction may be neglected. The reaction is carried out in a well-stirred isothermal batch reactor. Determine the reaction time necessary to achieve 95 % conversion of B using initial concentrations of 0,1 and 0.08 kmol/m' for A and B respectively. 3- A gas phase decomposition A→R+S is carried out in a batch reactor with initial conditions of To= 300 K, P, (total pressure) = 5 atm and Va = 0.5 m. The rate constant is k = 10"exp(-10000/T) h. The heat of reaction is -1500 kcal/kmol and the heat capacity of A, R and S are 30, 25 and 20 kcal/kmol.K respectively. Compute the conversion-time profile for isothermal conditions. Also determine the heat exchange rate required to maintain isothermal conditions (Choose only X = 0.8). 4- The reaction is first-order, ireversible, liquid-phase, and exothermic. An incrt coolant i added to the reaction mixture to control the temperature. The temperature is kept constant by varying the flow rate of the coolant (see Figure 1). A-B Coolant C Mixture of A, B, and C Figure I. Semi-batch reactor with inert coolant stream. Calculate the flow rate of the coolant 2 h after the start of the reaction. Additional information: Temperature of reaction: 100 "F Value of k at 100 F: 1.2x10s Temperature of coolant: 80 F Heat capacity of all components: 0.5 Btu/lb. F Density of all components: 50 Ib/ft AHRy: - 25,000 Btu/lb-mol Initially: Vessel contains only A (no B or C present) CAD: 0.5 Ib-mol/t3 Initial volume: 50 ft
Problems sheet No. 4 1- The gas phase reaction A-38 is zero order, the initial calculation of A is 2 moldm' and the system contains 40 % inert. The reaction rate constant is 0.1 mol/dm3.min. Calculate the time needed achieve 80 % conversion, when the reaction is carried out in a batch гсаctor. 2- A reaction A+BC which is first order with respect to each of the reactants with a reaction rate constant of 9.92 x 10' m'kmol.s at 25 °C. volume changes on reaction may be neglected. The reaction is carried out in a well-stirred isothermal batch reactor. Determine the reaction time necessary to achieve 95 % conversion of B using initial concentrations of 0,1 and 0.08 kmol/m' for A and B respectively. 3- A gas phase decomposition A→R+S is carried out in a batch reactor with initial conditions of To= 300 K, P, (total pressure) = 5 atm and Va = 0.5 m. The rate constant is k = 10"exp(-10000/T) h. The heat of reaction is -1500 kcal/kmol and the heat capacity of A, R and S are 30, 25 and 20 kcal/kmol.K respectively. Compute the conversion-time profile for isothermal conditions. Also determine the heat exchange rate required to maintain isothermal conditions (Choose only X = 0.8). 4- The reaction is first-order, ireversible, liquid-phase, and exothermic. An incrt coolant i added to the reaction mixture to control the temperature. The temperature is kept constant by varying the flow rate of the coolant (see Figure 1). A-B Coolant C Mixture of A, B, and C Figure I. Semi-batch reactor with inert coolant stream. Calculate the flow rate of the coolant 2 h after the start of the reaction. Additional information: Temperature of reaction: 100 "F Value of k at 100 F: 1.2x10s Temperature of coolant: 80 F Heat capacity of all components: 0.5 Btu/lb. F Density of all components: 50 Ib/ft AHRy: - 25,000 Btu/lb-mol Initially: Vessel contains only A (no B or C present) CAD: 0.5 Ib-mol/t3 Initial volume: 50 ft
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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