Average Gas Velocity & Reynolds Number Calculation in Mass

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School

University of California, Los Angeles *

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Course

101C

Subject

Chemistry

Date

Jun 12, 2024

Type

jpeg

Pages

1

Uploaded by GrandGoldfish4047

» HW and HW Solutions ¢ o0 0| 0c 00 HW 5 Solutions CHE 101C Mass Transfer Spring 2024.pdf HW 6 CHE 101C Mass Transfer Spring 2024.pdf HW 6 Solutions CHE 101C Mass Transfer Spring 2024 .pdf HW 7 CHE 101C Mass Transfer Spring 2024.pdf HW 7 Solutions CHE 101C Mass Transfer Spring 2024.pdf HW 8 CHE 101C Mass Transfer Spring 2024.pdf HW 8 Solutions CHE 101C Mass Transfer Spring 2024 (1).pdf HW 9 CHE 101C Mass Transfer Spring 2024 .pdf a2 Review Problems Week 1 Review Problems CHE 101C Mass Transfer.pdf (v Dashboard a) Calculate the average linear velocity of the gas after passing into the reactor. What about the Reynolds number? Write the velocity profile. b) Start from the pertinent mass transfer equation to arrive at the relationship between convection and diffusion. Also, write the related boundary conditions as TMG gradually reacts with the susceptor. Note here thaty = 0 is defined at the center-line of the reactor. c) Simplify the convective diffusion equation with using the following nondimensional variables. ca iy . _XDap W Tl TR The similarity variable is given as Wl 1 -6 (g7 n=Q0-2y) 35 a) Solve for the concentration profile. b) Write the local flux of reactant at the reactive surface. Solution: (1) First calculate the average linear velocity of the gas via the flow rate, and we assume ideal gas here, (10 * 1280) cm? , 600 73 _ 733" S = s i (5% 10)cm? Page 1 of 8 CHE 101C: Mass Transfer Spring 2024 Based on the Reynolds number equation, the Re could be calculated as, < Previous Next » =0 To Do @ Notifications glnbox
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