Support

Support Options

Submit a Support Ticket

 
You are here: Home » Groups » Project: Performance Based Design and Real-Time … » Resources » Computational Models » Phenomenological Bouc-Wen Model for 200 kN … » About

Phenomenological Bouc-Wen Model for 200 kN Large-Scale Magneto-Rheological Fluid (MR) Damper

Tags
  1. 200 kN
  2. Bouc Wen
  3. downloadable
  4. graduate
  5. Magneto-Rheological Fluid Damper
  6. MR Damper
  7. Phenomenological Bouc Wen
  8. Real-Time Hybrid Simulation

This is a Phenomological Bouc Wen model for 200 KN large-scale magneto-rheological fluid damper (a model of the PWM Servo-Amplifier used to drive the damper is also included) developed at the Purdue University. The physical counterpart of this …

Additional materials available (1)

Category Computational Models
Abstract

This is a Phenomological Bouc Wen model for 200 KN large-scale magneto-rheological fluid damper (a model of the PWM Servo-Amplifier used to drive the damper is also included) developed at the Purdue University.

The physical counterpart of this model is the 200 kN large-scale MR dampers that are manufactured by the Lord Corporation. The damper is 1.47 m (58 inches) in length, weighs approximately 2.734 kN (615 lbs), and has an available stroke of 584 mm (23 inches). The damper's accumulator can accommodate a temperature change in the fluid of 80oF (27oC). The damper can provide control forces of over 200 kN (45 kip). The MR damper is controlled with a low voltage, current driven command signal. The coil resistance is approximately 4.8 ohms, with an associated inductance measured to be approximately 5 henrys (H) at 1 ampere (A) and 3 H at 2 A.

An Advanced Motion Controls PWM Servo-Amplifier (30A8) powered by an 80 volts (V) DC, 5 A unregulated linear power supply is used to provide the command signal that controls the electromagnetic field for each damper. The PWM Servo-Amplifier is controlled by a 0 - 5 V DC signal and utilizes pulse-width modulation for current control. The input control signal can be switched at a rate up to 1 kHz, although the rise time of the current signal is limited by the inductance of the MR damper. Each damper has been fitted with a 1.5KE75A transient voltage suppressor to protect the MR damper electromagnetic coils from unintended and damaging voltage peaks, limiting the peak voltage to 75 V. A PWM amplifier model which is described as a second order transfer function with a constant delay is also included.

This model is representative of the MR dampers owned by Prof. Richard Christenson at the University of Connecticut.  Currently (2012), these dampers are hosted at two real-time hybrid simulation test facilities: the Smart Structures Technology Laboratory at the University of Illinois at Urbana Champaign and the RTMD Facility at NEES@Lehigh Lab facility.  This model may need to be slightly adjusted for a specific damper, as it has been noted that there may be variance in performance for dampers of the same model.

credits
Anthony Friedman
- Ph.D Candidate / Graduate Research Assistant
- Purdue University - Civil Engineering
Brian Phillips
- Ph.D. Candidate / Graduate Research Assistant
- University of Illinois - Urbana/Champaign - Civil Engineering
Dr. Shirley Dyke
- Professor
- Dept. of Mechanical/Civil Engineering - Purdue University
Dr. Richard Christenson
- Associate Professor
- Dept. of Civil/Environmental Engineering - University of Connecticut

publications
Friedman, A., and Dyke, S.J. (2012), “Integrating Device Dynamics and Control Design for MR Dampers," Journal of Structural Control and Health Monitoring, Submitted
Spencer Jr., B.F., Dyke, S.J., Sain, M.K., Carlson, J.D., (1997) "Phenomological Model for Magnetorheological Dampers" J. Eng. Mech 123, 230 (1997); doi:10.1061
Cite this work

Researchers should cite this work as follows:

  • Anthony Friedman; Zhaoshuo Jiang (2012), "Phenomenological Bouc-Wen Model for 200 kN Large-Scale Magneto-Rheological Fluid (MR) Damper," http://nees.org/resources/4122.

Tags
  1. 200 kN
  2. Bouc Wen
  3. Magneto-Rheological Fluid Damper
  4. MR Damper
  5. Phenomenological Bouc Wen
  6. Real-Time Hybrid Simulation