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##### CHEM 549 - Ill. Chicago Study Resources
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###### Ttest

School: Ill. Chicago

Course: Chemical Kinetics And Dynamics

• 2 Pages
###### Ps1

School: Ill. Chicago

Course: Chemical Kinetics And Dynamics

Chemistry 549 Spring 2004 Problem Set 1 Due Monday, Feb. 2 Read Chapter 1. Do Problems 1.4, 1.8, and 1.9 in the textbook. Also do the following problems: 1. Consider the following network of first order reactions, with the indicated rate constants: x z, k

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###### PS2 Problem 4

School: Ill. Chicago

Course: Chemical Kinetics And Dynamics

Problem 4.

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###### PS2 Solutions A

School: Ill. Chicago

Course: Chemical Kinetics And Dynamics

problem1.nb 1 I n[138]:= H* Problems 1 and 2 k1 = 5 k2 = 3 *L "Problems 1 and 2" NDSolve@8x '@tD - k1 x@tD, x@0D 1, y'@tD k1 x@tD - k2 y@tD, y@0D 0, z'@tD k2 y@tD, z@0D 0, z11'@tD -x@tD - k1 z11@tD, z11@0D 0, z21'@tD x@tD + k1 z11@tD - k2 z21@tD, z21@0D 0

• 8 Pages
###### PS3 Solutions A

School: Ill. Chicago

Course: Chemical Kinetics And Dynamics

problem2.nb 1 I n[625]:= matrix = - 88- k1m X0 - k2 Y0, k2m Y0<, 8k2 Y0, -k2m Y0 - k3< Print@"Eigenvalues are"D lambda = Eigenvalues@ matrixD pp = First@lambdaD Last@lambdaD Simplify@%D "First data set" k1 = 0.0002; k2 = 0.0001; k3 = 0.01; k1m = 0; k2m =

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###### PS3 Solutions B

School: Ill. Chicago

Course: Chemical Kinetics And Dynamics

problem4.nb 1 I n[282]:= DD = 10; t = 5; Plot@ NIntegrate@1 Sqrt@4 Pi DD tD Exp@-x ^2 H4 DD tLD, 8x, - x0, x0<D , p 8x0, 0, 50<, PlotRange -> All, AxesLabel 8"X0", "pHx0L"<D Hx0 L 1 0.8 0.6 0.4 0.2 10 Out[283]= Graphics 20 30 40 50 X0

• 3 Pages
###### Ps3

School: Ill. Chicago

Course: Chemical Kinetics And Dynamics

Chemistry 545 Spring 2004 Problem Set 3 Due Wednesday, February 25 Reading assignment: Finish reading through Section 8.1 1. Do problem 5.2 Note that in part (b) there is a typographical error: The left hand side of each of the equations is a time derivat

• 2 Pages
###### Ps4

School: Ill. Chicago

Course: Chemical Kinetics And Dynamics

Chemistry 549 Spring, 2004 Problem Set 4 Due Monday, April 12 Read Chapter 10 and Appendices 1 and 2. 1) Problem 10.6 in the text, 2) Write a Mathematica program to calculate the rate constant for a general collinear reaction of the form A + BC products Y

• 16 Pages
###### Ps5 Solutions

School: Ill. Chicago

Course: Chemical Kinetics And Dynamics

• 2 Pages
###### Ps5

School: Ill. Chicago

Course: Chemical Kinetics And Dynamics

Chemistry 549 Spring, 2004 Problem Set 5 Due Friday, April 30 These proble ms are based on the material in Chapters 8, 9, and 11 plus the supplementary material handed out in class. 1. Problem 11.1 2. Problem 11.2 3. Use the RRKM program to calculate the

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###### Solution Kinetics

School: Ill. Chicago

Course: Chemical Kinetics And Dynamics

There was some confusion between number and number density. Let N be the number of molecules in volume V. Then the number density is n=N/V. In the book, N is written as n, n is written as c, and nB is written as [B]. The flux of molecule i is given by i

• 9 Pages
###### PS1 Solutions

School: Ill. Chicago

Course: Chemical Kinetics And Dynamics

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