May 17, 2024  
2016-2017 Graduate Academic Catalog 
    
2016-2017 Graduate Academic Catalog [ARCHIVED CATALOG]

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ME 871 - Mathematical Modeling of Fluid Power Systems

2 lecture hours 2 lab hours 3 credits
Course Description
This course examines basic circuit theorems and the methods of solution. Emphasis is placed upon the methods of development, useful mathematical models of fluid power components such as valves of all common types, actuators, power sources, interconnecting lines and cavitation phenomena. Use of the computer to solve engineering problems is stressed. (prereq: ME 471 or FP 2701, undergraduate calculus through differential equations, or equivalent)
Course Learning Outcomes
Upon successful completion of this course, the student will be able to:
  • Include the effects of fluid properties in the analysis of fluid power circuits and components
  • Apply first principles to develop mathematical models of fluid power circuits and components
  • Utilize Matlab/Simulink to model fluid power circuits and components
  • Develop mathematical models for pressure and flow control valves and positive displacement pumps and motors
  • Analyze steady state and dynamic response of fluid power circuits and components
  • Validate mathematical models through lab testing
  • Apply the course concepts to reproduce and improve on the analysis of a fluid power component/system based on a paper from published literature

Prerequisites by Topic
  • Basic class in fluid power and differential equations (in a modeling context is preferred)

Course Topics
  • Fluid properties
  • Fluid mechanics in hydraulic systems and components, dynamic continuity equation
  • Hydraulic control valves
  • Hydraulic pumps
  • Valve controlled motors
  • Dynamic analysis of pumps
  • Hydrostatic transmission model hydraulic cylinders
  • Accumulator and line dynamic models

Laboratory Topics
  • Fluid properties, bulk modulus experiment
  • Modeling transient leakage in fixes orifice
  • Steady State proportional valve performance
  • Steady State performance of pressure compensated axial piston pump
  • Valve controlled motor steady state performance
  • Cushion dynamics
  • (9 hours)

Coordinator
Subha Kumpaty



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