Lab Presentation 12/10/2010. Safer Human Robot Interaction through Compliance in Design Compliance via pneumatic actuators – Inertia reduction – Inertia.

Slides:



Advertisements
Similar presentations
FINAL FOCUS: COMBINATION OF PRE ISOLATOR AND ACTIVE STABILISATION K. Artoos, C. Collette, R. Leuxe, C.Eymin, P. Fernandez, S. Janssens * The research leading.
Advertisements

Abstract Since dawn of time humans have aspired to fly like birds. However, human carrying ornithopter that can hover by flapping wings doesn’t exist despite.
AP Physics SHM Lab PART 1: Periods of oscillating system. A. The mass/spring system. 1. Obtain a spring with a known spring constant k, a ring stand, and.
Constrained Near-Optimal Control Using a Numerical Kinetic Solver Alan L. Jennings & Ra úl Ordóñez, ajennings1,
Momentum Impulse, Linear Momentum, Collisions Linear Momentum Product of mass and linear velocity Symbol is p; units are kgm/s p = mv Vector whose direction.
SimMechanics Example.
DCMM Design and analysis of a flexure based 3-DOF micro positioner MSc presentation · R.H.S. BruinenSupervisor · Prof. ir. R. H. Munnig Schmidt Daily supervisor.
EE 4315 / EE 5325 Robotics Lecture 11 February 25, 2015 Spring 2015 Indika Wijayasinghe & Dan Popa 1.
Self-Induction Transducers ~ AC Supply v ref Inductance Measuring Circuit x (Measurand) Ferromagnetic Target Object Coil is activated by the supply and.
P H Y S I C S Chapter 7: Waves and Vibrations Section 7B: SHM of a Pendulum.
Chapter 13 Oscillatory Motion.
1.To recognise that a loaded spring is an application of SHM 2.To review Hooke’s law 3.To establish the period of an oscillating loaded spring 4.To review.
An Active Orthosis For Cerebral Palsy Children
PING))) Ultrasonic Distance Sensor living with the lab ultrasonic pressure waves from PING))) speaker The PING))) sensor emits short bursts of sound and.
Fiber-Optic Accelerometer Using Wavefront-Splitting Interferometry Hsien-Chi Yeh & Shulian Zhang July 14, 2006.
Dynamics.  relationship between the joint actuator torques and the motion of the structure  Derivation of dynamic model of a manipulator  Simulation.
1 Final Conference, 19th – 23rd January 2015 Geneva, Switzerland RP 15 Force estimation based on proprioceptive sensors for teleoperation in radioactive.
1 Haptic Systems Mohsen Mahvash Lecture 2 9/1/06.
Controls. Given a set of desired Tool frame positions and orientations (that trace out a path over time, t ), there will be a corresponding required set.
Spatiotemporal Information Processing No.4 3 components of Virtual Reality-3 Display System Kazuhiko HAMAMOTO Dept. of Information Media Technology, School.
Masses Go To and Fro Oscillating Systems. Periodic Motion OSCILLATION – a periodic variation from one state to another SIMPLE HARMONIC OSCILLATOR– an.
Control of Robot Manipulators
Chaparral Physics Research
Info on forces and strains required and produced.
Chapter 15 Oscillations. Periodic motion Periodic (harmonic) motion – self-repeating motion Oscillation – periodic motion in certain direction Period.
Simple Harmonic Motion Oscillatory Motion. Definition Repetitive back-and-forth movement through a central, or equilibrium, position in which the maximum.
Simple Harmonic Motion: SHM
Introduction to Biped Walking
An illustration of the experimental setup to be used to characterize the sensor output of thevertical P(VDF-TrFE) fiber array for tactile sensing.
Oscillations. Period of Vibration Time for one oscillation depends on the stiffness of the spring Does not depend on the A SHM can be thought of similar.
Hard or Soft ? C. Collette, K. Artoos, S. Janssens, P. Fernandez-Carmona, A. Kuzmin, M. Guinchard, A. Slaathaug, C. Hauviller The research leading to these.
Projectiles Motion in Two Dimensions Chapter 7. Projectile An object launched into the air by a force Trajectory The path followed by a projectile.
Robotics/Machine Vision Robert Love, Venkat Jayaraman July 17, 2008 SSTP Seminar – Lecture 7.
Two Layers SAS: Damping of Torsion Mode Feb. 5th, 2011 F2F Meeting Takanori Sekiguchi, Riccardo DeSalvo, Ryutaro Takahashi 1/8.
Chapter 12 Vibrations and Waves. Periodic Motion Any repeated motion Examples?
 Scaling a car crash. STEM ACTIVITY #1  Objective: You will use a motion sensor to gather data to investigate the relationship between stopping force.
Optical Spring Experiments With The Glasgow 10m Prototype Interferometer Matt Edgar.
External forces from heat links in cryogenic suspensions D1, ICRR, Univ. Tokyo Takanori Sekiguchi.
Design of a Compliant and Force Sensing Hand for a Humanoid Robot Aaron Edsinger-Gonzales MIT Computer Science and Artificial Intelligence Laboratory.
Jeffrey Gould Robot Mobility in Harsh Environments Using Hydraulically Actuated Articulated Limbs.
Oscillations. Definitions Frequency If an object vibrates or oscillates back and forth over the same path, each cycle taking the same amount of time,
Physics Section 11.2 Apply properties of pendulums and springs A pendulum exhibits harmonic motion. A complete cycle is called an oscillation. The maximum.
AP Phys B Test Review Momentum and Energy 4/28/2008.
For Official NASA Use Only
Measuring Simple Harmonic Motion
Panagiotis (Panos) Artemiadis, PhD Arizona State University
Estimation of Fundamental Natural Frequency, Damping Ratio and Equivalent Mass 421L/521L (Lab 8)
Period of Simple Harmonic Motion
Impedance Control.
Speed Formula - Waves.
Review topics What is Biomechanics? Organization of Mechanic
Mechanical Design of a Finger Exoskeleton for Haptic Applications
Date of download: 1/1/2018 Copyright © ASME. All rights reserved.
Lal Surajkumar Shrikant
Domo: Manipulation for Partner Robots Aaron Edsinger MIT Computer Science and Artificial Intelligence Laboratory Humanoid Robotics Group
Oscillatory Motion.
A new biped: CornellX MkIII
Chapter 12 Vibrations and Waves.
Measuring Simple Harmonic Motion
Section 1: Simple Harmonic Motion and the Natural Sine Wave
Soft Haptics Lab, School of Materials Science, JAIST 3/26/ :05 AM Mechatronic Course -Duong, Van Lac Project: Design and control.
Motion Control.
Domo: Manipulation for Partner Robots Aaron Edsinger MIT Computer Science and Artificial Intelligence Laboratory Humanoid Robotics Group
Measurement of Motion.
Force and Motion (H) Newton's second law. Inertia. Weight.
Project Progress: The Floating Dutchmen
Simple Harmonic Motion:
Presentation transcript:

Lab Presentation 12/10/2010

Safer Human Robot Interaction through Compliance in Design Compliance via pneumatic actuators – Inertia reduction – Inertia decoupling Compliance via soft covering – Peak force reduction – Capacitative sensing skin Research Goal – Investigate these effects on impact forces ->injury

Robot arm Target

System Equations of Motion VariableDefinition k int Interface stiffness kmkm Muscle stiffness f(pressure) kpkp Controller stiffness Ɵ1Ɵ1 Arm angle Ɵ2Ɵ2 Head mass angle L2L2 Pendulum length M head Target mass L link Length of arm link M arm Arm mass

Effect of Stiffness Source Stiffness sourceLow FreqMedium FreqHigh Freq Motor PAMS Springs (expected) 6 Hz30 Hz Test Conclusions Mini does not increase peak forces significantly while vastly improving performance Pressure has little effect on peak forces

Limitations Fragile One of kind Limited travel Limited end tip velocity (0.5 m/s)

Goals Does joint stiffness effect collision? Can skin sensor pick detect collision?

Distal link Torque spring JR3 sensor Piece of tape

Cushion layer shield Sensor strip

Preliminary Results 2 m/s, k = N mm/deg2 m/s, k = N mm/deg

JR3 Data 2 m/s, k = N mm/deg2 m/s, k = N mm/deg

To do: Find optimal frequency division – Noise vs response Improve experimental setup – Ensure configuration – Stiffen target – Find optimal skin thickness