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There are three reactors connected by pipes as shown in the figure below. As indicated, the rate of chemical delivery through each pipe is equal to the flow rate (Q,m^3/s) multiplied by the concentration in the reactor at which the flow occurs (c,mg/m^3). If the system is at steady state, the transfers to each reactor are balanced. Establish a mass conservation equation for the reactor and find c1,c2,c3 using the jacobi method. 200 mg/s 221²₂ 21291 Q1341 2 Q230₂ 3 Q333 500 mg/s 233= 120 213 = 40 12 = 90 223 = 60 221 = 30

There are three reactors connected by pipes as shown in the figure below. As indicated, the rate of chemical delivery through each pipe is equal to the flow rate (Q,m^3/s) multiplied by the concentration in the reactor at which the flow occurs (c,mg/m^3). If the system is at steady state, the transfers to each reactor are balanced. Establish a mass conservation equation for the reactor and find c1,c2,c3 using the jacobi method. 200 mg/s 221²₂ 21291 Q1341 2 Q230₂ 3 Q333 500 mg/s 233= 120 213 = 40 12 = 90 223 = 60 221 = 30

Applications and Investigations in Earth Science (9th Edition)
Applications and Investigations in Earth Science (9th Edition)
9th Edition
ISBN:9780134746241
Author:Edward J. Tarbuck, Frederick K. Lutgens, Dennis G. Tasa
Publisher:Edward J. Tarbuck, Frederick K. Lutgens, Dennis G. Tasa
Chapter1: The Study Of Minerals
Section: Chapter Questions
Problem 1LR
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There are three reactors connected by pipes as shown in the figure below. As indicated, the rate of chemical delivery through each pipe is equal to the flow rate (Q,m^3/s) multiplied by the concentration in the reactor at which the flow occurs (c,mg/m^3). If the system is at steady state, the transfers to each reactor are balanced. Establish a mass conservation equation for the reactor and find c1,c2,c3 using the jacobi method. 200 mg/s 221²₂ 21291 Q1341 2 Q23C2 3 Q333 500 mg/s Q33 213 = 40 212 = 90 223 = 60 221 = 30 - 120
Transcribed Image Text:There are three reactors connected by pipes as shown in the figure below. As indicated, the rate of chemical delivery through each pipe is equal to the flow rate (Q,m^3/s) multiplied by the concentration in the reactor at which the flow occurs (c,mg/m^3). If the system is at steady state, the transfers to each reactor are balanced. Establish a mass conservation equation for the reactor and find c1,c2,c3 using the jacobi method. 200 mg/s 221²₂ 21291 Q1341 2 Q23C2 3 Q333 500 mg/s Q33 213 = 40 212 = 90 223 = 60 221 = 30 - 120
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