AEN
302
Analytical and Numerical Methods in Biosystems Engineering
Steve
Workman, Ph.D., P.E.
Biosystems
and Agricultural Engineering Rm 105
Email:
sworkman@bae.uky.edu
Phone:
257-3000 ext. 105
Office
hours: Monday 9:00 - 10:00
Course
Description:
An
introduction to engineering problems encountered in biological and
agricultural engineering systems. Introduction to psychrometrics, emphasis is on the solution
of case studies using computer simulation and analysis, statistical methods,
and numerical techniques. Topics
of current relevance used. Prereq.
Junior standing, CS221, and MA214.
LEARNING
OUTCOMES:
Upon
successful completion of AEN302, a student will have:
·
Developed the ability to
formulate an algorithm to solve an engineering problem, program the solution
using a structured programming language, and present the results graphically
and in written form,
· developed an ability to apply math, physics, biology, and the engineering sciences to solve practical problems in biosystems and agricultural engineering,
· developed an understanding of numerical methods to find roots of equations, integrate a function, solve an ordinary differential equation, and optimize a solution.
· and developed an appreciation for the mixture of engineering and biology in biosystems and agricultural engineering, and for the profession’s relevance to issues of food production, modified environments, environmental quality, water resources, and energy usage.
Course
Materials
Class
text
Numerical
Methods for Engineers with programming and software applications, by Chapra and Canale McGraw-Hill
Publishers, 1998.
Principles
of Process Engineering 4th Edition by Henderson, Perry, and Young,
ASAE 1997.
REFERENCE
MATERIALS AND LOCATIONS:
The
computer lab (room 136) in Biosystems and Agricultural Engineering contains a
fairly comprehensive set of reference texts.
They are available for you at your convenience.
Please do not remove them from the room!
If you do so, you inconvenience everyone else (including me!).
Another excellent source for reference and help is your peers, both
classmates and other engineering students.
Use these; and pass along helpful information too.
GRADING:
| Exam 1 | 15% |
| Exam 2 | 15% |
| Quizzes | 5% |
| Final Exam (12-18-03 @1:00) | 20% |
| Homework/Laboratory Assignments | 45% |
| 100% |
EXAMS
Exams
are open book (not open notes). Questions
will be posed to assure me that you can identify/formulate a problem,
determine the appropriate solution procedure, locate appropriate material in
the text, and solve the problem. There
will generally be 5 questions on the exam worth 3 points each.
QUIZZES
Quizzes
are open book (not open notes). Quizzes
will generally occur at the end of class but may occur at the start of class
depending on the material. These
will be graded on a 2-point scale ranging from 2 points for “knowledgeable
of the material” to 0 points for “no clue”.
LABORATORY/HOMEWORK
PROJECTS
Homework
will be assigned periodically for students to do on their own or in groups.
Homework will generally not be collected unless it is a portion of the
laboratory project. There will be
weekly or biweekly projects completed individually, using departmental and
college computer facilities that demonstrate material being discussed in
class. Formal reports are
required for each project. The
reports represent a major amount of engineering work that you have performed. In addition, the projects are “real world” problems that
are similar to those you will encounter as a practicing engineer.
Assume the audience for your report is not just your instructor.
We engineers have a tough job: we must be analytical problem-solvers
and we must be able to communicate our solutions to fellow engineers, to
managerial colleagues (and bosses) who ma not be technically competent in the
details of the analysis, and occasionally to the general public.
As a student your job is more straightforward: you are writing
primarily to another engineer. But
remember, this engineer is not telepathic and sometimes is a bit thick–you
must write thoroughly, yet concisely.
Your
course grade depends substantially on these reports.
One element of your grade will depend on how well you write the report.
Your writing is important. It
can only be improved by practice and by careful revisions.
You should never give me the 1st draft of a report.
The report should certainly have been passed through a spell-checker.
You
will usually find that as you write your reports you may gain new insights
into the problem, and you may even find erroneous reasoning in your earlier
draft conclusions. That’s good!
Good writing requires clear thinking.
Follow this format!
Problem
Statement
Concise
description of the problem, generally one to three paragraphs.
Introduction
Description
of the physical problem, its importance, and a summary of what follows.
Methods
The
methods section gives a description of your approach to solving the problem.
This may include a description of the derivation and development of
your solution, use of mathematical analyses, types of numerical techniques
tried, etc.
Results
and Discussion
Address
the main questions posed in your description of the problem.
What happened when you changed variables?
Was the solution sensitive to a method or parameter?
Use your analysis to support your discussion.
Include difficulties encountered.
Generally, there will be figures and tables summarizing the results.
Pseudocode
and Program
Most
projects will require a computer program to be formulated and written.
The programs can/should be written to solve a general class of problem.
I would like to see both the pseudocode and the final program.
In most cases, I will ask that the program be submitted so I can run it
for my conditions. Generally,
programs will have the form of a section containing the pseudocode followed by
a well-commented source code. All
scripts associated with the program (ie graphics) should also be presented.
Every
program that you write must be designed so that it is relatively transparent.
An outside person (or yourself, many months after you wrote the
program) should be able to understand what your code does.
The approach in this course will be that you will use comments
everywhere to describe what is happening.
Short summary statement of the problem and how the program is used to
solve the problem should always be included at the start of a program.
While every programmer’s style is different, a rule of thumb, which I
use when grading, is that each line of code should create about three
lines of comments. Obviously there are exceptions, but it works very well on
entire source files. So start out
right...use comments in your programs!
Evaluation Criteria
| Writing Style and Implementation | 20% |
| Organization is clear (15%) | |
| Format is appropriate (55%) | |
| Writing style, grammar & spelling (30%) | |
| Understanding of physical problems | 20% |
| Use of problem-solving approach | 20% |
| Mastery of new materials covered | 20% |
| Expressed what you have learned | 20% |
| 100% |
POLICY
ON LATE PROJECTS/MISSED EXAMS
The
projects constitute 45% of the final grade for this course.
There will always be a due date for the project.
Late projects will be scored with the following function:
Grade = Ge-kt
(1)
where
G is the grade your report would have attained, t is the number of calendar
days late, and k is the time constant (0.693 t-1).
It is your responsibility to finish your work on time.
If
you contact me BEFORE an exam with a university approved excuse, a
make-up exam will be prepared for you. A
missed exam for any other reason (dog died, overslept, car was out of gas,
etc.) will be made up by the student with equation 1 applying to the grade.
Class
Topics
|
|
Topic |
Exams |
Reading |
|
Week 1 |
Matlab |
|
Handouts |
|
Week 2 |
Heat transfer |
|
Handouts & Henderson &
Perry |
|
Week 3 |
Psychrometrics |
|
Handouts & Henderson &
Perry |
|
Week 4 |
|
|
|
|
Week 5 |
Roots of Equations |
|
Ch 5-8 |
|
Week 6 |
|
|
|
|
Week 7 |
Linear Algebra |
|
Ch 9-12 |
|
Week 8 |
|
Exam 1 Oct. 15 or 16 |
|
|
Week 9 |
Optimization |
|
Ch 13-16 |
|
Week 10 |
Curve Fitting |
|
|
|
Week 11 |
|
|
|
|
Week 12 |
Differentiation and
Integration |
|
|
|
Week 13 |
Ordinary Diff.
Equ |
|
|
|
Week 14 |
|
|
|
|
Week 15 |
|
Exam 2 Dec 3 or 4 |
|
|
Week 16 |
|
|
|
|
Week 17 |
|
Final Dec. 18 @ 1:00 |
|
Educational
Outcomes for BAE 302 Numerical Methods for Biosystems
|
a)
Ability to apply mathematics, science, and engineering.
1) Graduates apply math, science and engineering knowledge to the solution of problems. |
40% |
|
)
Ability to design and conduct experiments, as well as to analyze
and interpret data.
1) Graduates design and conduct engineering experiments to infer the relationships between independent and dependent variables. 2) Graduates apply appropriate statistical methods for the analysis of experimental data. 3) Graduates present experimental results with appropriate graphic methods. |
15% |
|
(c)
Ability to design a system, component, or process to meet desired
needs. 1) Graduates can define an engineering problem, conceive solutions to solve this problem, and then assess the appropriateness of the design |
|
|
)
Ability to function on multi-disciplinary teams. 1) Graduates work with a multi-disciplinary team to complete a project. |
|
|
Ability to identify, formulate, and solve engineering problems.
1) Graduates can solve engineering problems that are vague or poorly constrained. |
5% |
|
Understanding of professional and ethical responsibility.
1) Graduates demonstrate the recognition and appropriate use of other’s work (e.g. plagiarism, copyrights, and patents). 2) Graduates have experience in determining appropriate courses of action for situations where ethical conflicts arise in engineering. 3) Graduate know the implications and are engaged in the process of becoming Professional Engineers. |
5% |
|
A
Ability to communicate effectively.
1) Graduates demonstrate effective technical writing skills. 2) Graduate demonstrate effective interpersonal and technical communication skills. |
10% |
|
)
Understanding of the impact of engineering solutions in a global
and societal context. 1) Graduates are able to assess the impact of technology on society. |
|
|
i)
Recognition of the need for, and ability to, engage in life-long
learning. 1) Graduate demonstrate independent learning. 2) Graduates are active in professional organizations. |
|
|
Knowledge of contemporary issues. 1) Graduates recognize current, political, regulatory, and economic trends and emerging technologies. 2) Graduates are exposed to research and technical literature and have the ability to interpret key issues or concepts. |
|
|
k)
Ability to use the techniques, skills, and modern engineering tools
for engineering practice.
1) Graduates use engineering tools (e.g. spreadsheets, numerical methods, graphical packages, and equation solvers, etc.) to analyze problems. |
25% |
(