Studying ChE with Felder book (self-study, online, programming)

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SUMMARY

The discussion centers on studying chemical engineering using the Felder textbook, particularly in an online course at BYU. Key advice includes focusing on balance equations and unit consistency while solving problems, as these are critical for success. Participants emphasize the importance of practice, recommending that students work through all textbook examples to build problem-solving skills. Additionally, they highlight the utility of Excel, MATLAB, and MathCAD for programming assignments, suggesting that familiarity with Excel's Solver add-in is essential for tackling complex equations.

PREREQUISITES
  • Understanding of chemical engineering principles, particularly mass and energy balances.
  • Familiarity with the Felder textbook, "Elementary Principles of Chemical Processes."
  • Basic programming skills in Excel, MATLAB, and MathCAD.
  • Knowledge of units and conversions relevant to chemical engineering problems.
NEXT STEPS
  • Study the "Elementary Principles of Chemical Processes" by Richard M. Felder for foundational concepts.
  • Learn to use Excel's Solver add-in for solving simultaneous equations.
  • Explore MATLAB programming tutorials focused on chemical engineering applications.
  • Review MathCAD resources for solving engineering problems and documentation of solutions.
USEFUL FOR

Chemical engineering students, self-learners in engineering disciplines, and anyone looking to enhance their problem-solving skills in chemical processes using programming tools.

rbn818
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I'm taking a second-year chemical engineering course online with BYU (link: http://is.byu.edu/site/courses/description.cfm?title=CHEN-273-200#). It uses the Felder textbook (link: https://www.amazon.com/dp/047168757X/?tag=pfamazon01-20), which I reckon is popular for most ChE programs. What should I pay attention to in order to succeed in this class? What have your experience been like taking similar classes?

Also, the class syllabus requires solving some problems using programming (Excel, MATLAB, MathCAD). I have all those programs but little experience programming with them. The only programming I took was a beginner C++ class (we covered up til Arrays). Which material/book should I read to catch up with the programming requirement to solve exercises for this class?

Thank you.
 
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I took a similar class a few years ago at my university, using the exact same textbook. All in all, it is a very logical topic to study and requires only a few basic principles to solve complex problems. My biggest bits of advice would be to just be careful when solving the problems to ensure that you don't make a mistake with any of the balance equations (also take care in which units you use for energies, mass flowrates, volumes etc., because if I recall correctly, this textbook will throw all kinds of units at you), and PRACTICE AS MUCH AS YOU CAN! It will be much easier when it comes to an exam if you have a systematic way of tackling these problems, which you will gain by doing as many of the textbook questions as you can.
 
Lucky you :wink:. I had a similar class in school that used that book, and honestly it was the hardest class I had in all my years of school (we had a really challenging teacher though). Honestly the concepts are almost painfully simple, but the actual problems can be extremely complex, particularly when you have to work them by hand. My best advice would be to solve all the examples in the textbook and check how the problems are worked out in there if you get stuck.

Using Excel you can solve any of the problems from that book (or, I should say, any of the ones we had to do in my class). Basically all you need to know how to do is input a formula in Excel (use "=formula" in a cell), and use the Solver add-in (if you go to file/options, it should have a tab called "add-ins", you can install it through there). It takes a little creativity but you can solve simultaneous equations like a pro with that feature, it's great when you have a mass balance with like 15 equations and 15 unknowns.
 

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