Web Course Report 12 -- Root Locus Modeling of PI with FOPDT

Save this page to your disk. 
Open the file with a word processing program.
Add in your answers with the word processing program.
Copy the entire file and paste it into an e-mail document
that you e-mail to jim-henry@utc.edu 


BE CLEAR AND SPECIFIC IN THESE POINTS.

  
a. Describe which system you are working on

--describe the "input" and "output" functions (including units) 
--describe the system's steady-state operating curve (SSOC)
--describe the system's operating range that you have chosen
--identify what you have chosen for the system's Input Baseline
and Output Baseline (include units)
--describe the system's gain (K) in the operating range (include units)
System gain (K) =
(Include units)
--describe the system's time constant (tau) in the operating range (include units)
System time constant (tau) =
(Include units)

-- describe the system's dead time (to) in the operating range (include units)
System dead time (to) =
(Include units)


Describe the system's Bode plot
  
System Order =
  
Ultimate frequency = 
(Include units)
  
(From Bode) Kcu =
(Include units)


Identify the values of the integral time constant (tau-sub-I) 
that you use (Include units)

   b. Report the amount of time you have spent on the assignment.

   c. Describe the successes & problems you've encountered 
       with the system and the concepts.

   d. 
--Describe the graphs you've seen 
and point out any features of the model results.


   e. Describe the results and discuss any interesting observation about the data

  f. Include your table of results in the e-mail


Kc for critical damping =
(Include units)

Kcu=
(Include units)

Kc for quarter decay =
(Include units)



(Do NOT include large spreadsheet files in your e-mail.  
Copy and paste only those sections of a spreadsheet--including graphs--
that you want  to describe.)

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Form updated 19 April 1998