Apr 28, 2024  
2017-2018 Graduate Academic Catalog 
    
2017-2018 Graduate Academic Catalog [ARCHIVED CATALOG]

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PE 601 - Analysis of Biological Systems

3 lecture hours 0 lab hours 3 credits
Course Description
The objective of this course is to present the principles and analysis methods of fluid, mass and heat transfer as they apply to equipment used in extra-corporeal perfusion and to understanding the fluid mechanical behavior of the human circulation. Mathematical and computer analysis methods of several specific topics will be presented, including compartmental analysis and models of the heart and circulation. MATLAB is used as the computer software tool to solve many of the problems presented in this course. (prereq: none)
Course Learning Outcomes
Upon successful completion of this course, the student will be able to:
  • Thoroughly understand the concepts of pressure, flow, and fluid resistance such that they can manipulate and predict the behavior of physical fluid circuits
  • Describe the rheology of blood and what variables affect it
  • Be able to solve mass and heat transfer problems involving membrane transport and conduction, respectively
  • Set up lumped parameter mathematical models that involve appropriate numbers of known and unknown variables
  • Describe the physical meanings of the principle variables that describe the time dependent fluid mechanics of the human heart and the circulation
  • Use the ODE Solver in MATLAB to set up and solve mathematical models involving ordinary differential equations

Prerequisites by Topic
  • None 

Course Topics
  • Introduction to biophysical transport topics
  • Review of calculus
  • Pressure and hydrostatics
  • The first law of thermodynamics and mechanical energy balance
  • Modes of heat transfer and heat conduction analysis
  • Passive mass transfer across membranes
  • Transport applications in cardiopulmonary bypass: oxygenation and ultrafiltration
  • Analysis of heat exchangers and gas exchangers
  • Concepts in cardiovascular fluid mechanics
  • Flow through tubes
  • Introduction to mathematical modeling
  • Fluid resistive networks
  • The Windkessel model of the human circulation
  • Compartmental modeling of drug transport

Coordinator
Ronald Gerrits



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