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Algunos vínculos de Internet relacionados


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Algunos vínculos de Internet relacionados:


  • Conceptual model of diffusion, Transport processes in the Environment Course, MIT: http://ocw.mit.edu/OcwWeb/Civil-and-Environmental-Engineering/1-061Transport-Processes-in-the-EnvironmentFall2001/LectureNotes/detail/diffusion.htm

  • Steady-state diffusion, diffusion in solids, Rensselaer Polytechnic Institute, Troy: http://www.rpi.edu/locker/40/001240/diff_mods/1

  • Steady-state diffusion, Kasetsart University, Tailandia. http://www.eng.ku.ac.th/~mat/MatDB/MatDB/source/Proc/kinetics/steady/steady.htm

  • Diffusion, Ohio State University: http://er6s1.eng.ohio-state.edu/mse/mse205/lectures/chapter5/index_chap5.htm

  • Diffusion in Materials Science, University of Newcastle: http://www.staff.ncl.ac.uk/s.j.bull/mmm211/DRIVE/tsld016.htm

  • Fick’s First law, University of Manitoba, Canadá: http://www.umanitoba.ca/chemistry/bookmarks/wallace/material/transport/Ficks_first_law.PDF

  • Steady-state diffusion, Glossary of Materials Science, University of Liverpool: http://www.matter.org.uk/glossary/detail.asp?dbid=396



TEMA:

Modelos de transferencia de masa
En este capítulo, aprenderemos a generar un modelo de transferencia de masa por difusión en estado estacionario, utilizando la primera ley de Fick y la ecuación de conservación de materia. El modelo será aplicado a diversos casos.
CONCEPTOS:
Ecuaciones diferencial e integral para la transferencia de masa (“Equations of change” en el BIRD) y sus formas especiales

FCondiciones de frontera

Difusión sin reacción química

Difusión con reacción química

Transferencia simultánea de momento, calor y masa (película descendiente en el BIRD)
Lectura previa a la clase (ya sabe que puede haber quiz de la lectura)



Lectura recomendada


  • Transport phenomena, R. Byron Bird. John Wiley & Sons. 2002. Capítulos 18 y 19.


Algunos vínculos de Internet relacionados:


  • Conceptual model of diffusion, Transport processes in the Environment Course, MIT: http://ocw.mit.edu/OcwWeb/Civil-and-Environmental-Engineering/1-061Transport-Processes-in-the-EnvironmentFall2001/LectureNotes/detail/diffusion.htm

  • Steady-state diffusion, diffusion in solids, Rensselaer Polytechnic Institute, Troy: http://www.rpi.edu/locker/40/001240/diff_mods/1

  • Steady-state diffusion, Kasetsart University, Tailandia. http://www.eng.ku.ac.th/~mat/MatDB/MatDB/source/Proc/kinetics/steady/steady.htm

  • Diffusion, Ohio State University: http://er6s1.eng.ohio-state.edu/mse/mse205/lectures/chapter5/index_chap5.htm

  • Diffusion in Materials Science, University of Newcastle: http://www.staff.ncl.ac.uk/s.j.bull/mmm211/DRIVE/tsld016.htm

  • Fick’s First law, University of Manitoba, Canadá: http://www.umanitoba.ca/chemistry/bookmarks/wallace/material/transport/Ficks_first_law.PDF

  • Steady-state diffusion, Glossary of Materials Science, University of Liverpool: http://www.matter.org.uk/glossary/detail.asp?dbid=396

TEMA:
Difusión en estado no estacionario


En este capítulo, aprenderemos a generar un modelo de transferencia de masa por difusión en estado no estacionario, utilizando de nuevo la primera ley de Fick y la ecuación de conservación de materia. Para ello, es necesaria la aplicación de métodos de solución de ecuaciones diferenciales parciales. El modelo será aplicado a diversos casos.
Lectura previa a la clase (ya sabe que puede haber quiz de la lectura)


  • Transport phenomena, R. Byron Bird. John Wiley & Sons. 2002. Capítulo 18.

  • Fundamentals of Momentum, Heat and Mass Transfer, Second Edition, James R. Welty, John Wiley & Sons, 1969. Capítulo 27.




  • Cualquier libro donde se encuentre la aplicación de la Transformada de Laplace para la solución de ecuaciones diferenciales parciales


Algunos vínculos de Internet relacionados:


  • Diffusion of an Instantaneous, Point Release. Transport processes in the Environment Course, MIT: http://ocw.mit.edu/NR/rdonlyres/A179DEC8-8379-4AB2-B67F-13544D512C31/0/SLUGDIFF.pdf

  • Unsteady State Diffusion, University of Rhode Island: http://www.egr.uri.edu/che/course/che332/P29.doc

  • Unsteady State Diffusion, Oklahoma State University: http://foutch.okstate.edu/4333%20lect%20ch27.pdf

  • Unsteady-state, Process Simulation course, Lund University: http://www.kat.lth.se/edu/kat061/PSmtrl/DMdynL6.pdf

TRANSFERENCIA DE MASA POR CONVECCION



  • Convective Mass Transfer, Oklahoma State University: http://foutch.okstate.edu/3333%20lect%20ch28a.pdf

  • Convective Mass Transfer, Sri Venkateswara College of Engineering, India: http://www.svce.ac.in/~msubbu/LectureNotes/MassTransfer/MT-2.htm

  • Mass transfer coefficients, units conversion http://pages.cthome.net/dkelms/massxfer.htm

  • Mass transfer coefficient prediction for water droplets evaporation: http://rpaulsingh.com/problems/Ex10_4.htm

  • EnviroSim, design of diffused air systems: http://www.envirosim.com/products/bw32/techref/correlationformasstransfercoefficient.php

TRANSFERENCIA DE MASA EN ESTADO ESTACIONARIO



  • Diffusion of an Instantaneous, Point Release. Transport processes in the Environment Course, MIT: http://ocw.mit.edu/NR/rdonlyres/A179DEC8-8379-4AB2-B67F-13544D512C31/0/SLUGDIFF.pdf

  • Unsteady State Diffusion, University of Rhode Island: http://www.egr.uri.edu/che/course/che332/P29.doc

  • Unsteady State Diffusion, Oklahoma State University: http://foutch.okstate.edu/4333%20lect%20ch27.pdf

  • Unsteady-state, Process Simulation course, Lund University: http://www.kat.lth.se/edu/kat061/PSmtrl/DMdynL6.pdf


Algunos vínculos de Internet relacionados:


  • Convective Mass Transfer, Oklahoma State University: http://foutch.okstate.edu/3333%20lect%20ch28a.pdf

  • Convective Mass Transfer, Sri Venkateswara College of Engineering, India: http://www.svce.ac.in/~msubbu/LectureNotes/MassTransfer/MT-2.htm

  • Mass transfer coefficients, units conversion http://pages.cthome.net/dkelms/massxfer.htm

  • Mass transfer coefficient prediction for water droplets evaporation: http://rpaulsingh.com/problems/Ex10_4.htm

  • EnviroSim, design of diffused air systems: http://www.envirosim.com/products/bw32/techref/correlationformasstransfercoefficient.php



  • Convective Mass Transfer, Sri Venkateswara College of Engineering, India: c

  • http://www.svce.ac.in/~msubbu/LectureNotes/MassTransfer/MT-2.htmv

  • Mass transfer coefficients, units conversion http://pages.cthome.net/dkelms/massxfer.htm

  • Mass transfer coefficient prediction for water droplets evaporation: http://rpaulsingh.com/problems/Ex10_4.htm

  • EnviroSim, design of diffused air systems: http://www.envirosim.com/products/bw32/techref/correlationformasstransfercoefficient.php

  • Conceptual model of diffusion, Transport processes in the Environment Course, MIT: http://ocw.mit.edu/OcwWeb/Civil-and-Environmental-Engineering/1-061Transport-Processes-in-the-EnvironmentFall2001/LectureNotes/detail/diffusion.htm

  • Steady-state diffusion, Kasetsart University, Tailandia. http://www.eng.ku.ac.th/~mat/MatDB/MatDB/source/Proc/kinetics/steady/steady.htm

  • Diffusion, Ohio State University: http://er6s1.eng.ohio-state.edu/mse/mse205/lectures/chapter5/index_chap5.htm

  • Diffusion in Materials Science, University of Newcastle: http://www.staff.ncl.ac.uk/s.j.bull/mmm211/DRIVE/tsld016.htm

  • Fick’s First law, University of Manitoba, Canadá: http://www.umanitoba.ca/chemistry/bookmarks/wallace/material/transport/Ficks_first_law.PDF

  • Steady-state diffusion, Glossary of Materials Science, University of Liverpool: http://www.matter.org.uk/glossary/detail.asp?dbid=396









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