Difference between revisions of "Multiple reactions - 2013"

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| vimeoID1 = 61228970
| vimeoID1 = 61228970
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| course_notes_alt = Course notes
| course_notes_alt = Course notes
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| video_download_link2_MP4 = http://learnche.mcmaster.ca/media/3K4-2013-Class-08C.mp4
| video_download_link2_MP4 = http://learnche.mcmaster.ca/media/3K4-2013-Class-08C.mp4
| video_download_link2_MP4_size = M
| video_download_link2_MP4_size = 367 M
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| video_download_link3_MP4 = http://learnche.mcmaster.ca/media/3K4-2013-Class-09A.mp4
| video_download_link3_MP4 = http://learnche.mcmaster.ca/media/3K4-2013-Class-09A.mp4

Revision as of 14:54, 8 March 2013

Class date(s): 06 March
Download video: Link (plays in Google Chrome) [142 M]

Download video: Link (plays in Google Chrome) [367 M]

Textbook references

  • F2011: Chapter 8
  • F2006: Chapter 6

Suggested problems

Will be posted soon

Class materials

06 March 2013 (08B-2)

07 March 2013

Polymath code for example in class:

# ODEs
d(CA) / d(t) = -k1*CA 
d(CB) / d(t) = k1*CA - k2*CB
d(CC) / d(t) = k2*CB

# Initial conditions
CA(0) = 2 # mol/L
CB(0) = 0 # mol/L
CC(0) = 0 # mol/L

# Algebraic equations
k1 = 0.5 # 1/hr
k2 = 0.2 # 1/hr
S_DU = (k1*CA - k2*CB) / (k2*CB+1E-15)
Overall_SDU = CB/(CC+1E-15)
Yield = CB/(2 - CA+1E-15)

# Independent variable details
t(0) = 0
t(f) = 3.1  # hours