'Rad sec' diaporamas de présentation

Antarctica December 2006

625 views • 54 slides

Introduction To Resonant Circuits

Introduction To Resonant Circuits. University of Tennessee, Knoxville ECE Department. wlg. Resonance In Electric Circuits. Any passive electric circuit will resonate if it has an inductor and capacitor. ?. ?. Resonance is characterized by the input voltage and current

842 views • 51 slides

Introduction To Resonant Circuits

Introduction To Resonant Circuits. University of Tennessee, Knoxville ECE Department. wlg. Resonance In Electric Circuits. Any passive electric circuit will resonate if it has an inductor and capacitor. ?. ?. Resonance is characterized by the input voltage and current

628 views • 51 slides

Introduction To Resonant Circuits

Introduction To Resonant Circuits. University of Tennessee, Knoxville ECE Department. wlg. Resonance In Electric Circuits. Any passive electric circuit will resonate if it has an inductor and capacitor. ?. ?. Resonance is characterized by the input voltage and current

611 views • 51 slides

Introduction To Resonant Circuits

Introduction To Resonant Circuits. wlg. Resonance In Electric Circuits. Any passive electric circuit will resonate if it has an inductor and capacitor. ?. ?. Resonance is characterized by the input voltage and current being in phase. The driving point impedance (or admittance)

524 views • 51 slides

Introduction To Resonant Circuits

Introduction To Resonant Circuits. University of Tennessee, Knoxville ECE Department. wlg. Resonance In Electric Circuits. Any passive electric circuit will resonate if it has an inductor and capacitor. ?. ?. Resonance is characterized by the input voltage and current

538 views • 51 slides

Lecture 15 General Theory of Relativity

667 views • 40 slides

Final year project

Final year project. Analysis and simulation of a converter fed dc motor drive by using MATLAB. Introduction Converter-fed dc motor drives are extensively used in special heavy duty application

689 views • 34 slides

Poles and Zeros and Transfer Functions

Poles and Zeros and Transfer Functions. Transfer Function:. A transfer function is defined as the ratio of the Laplace transform of the output to the input with all initial conditions equal to zero. Transfer functions are defined only for linear time invariant systems. Considerations :.

713 views • 32 slides

Graphical Analysis: Positions, Velocity and Acceleration (simple joints)

Graphical Analysis: Positions, Velocity and Acceleration (simple joints). ME 3230 Dr. R. Lindeke. Topics For Review. Positional Analysis, The Starting Point The Velocity Relationship The velocity polygon Velocity Imaging Acceleration Relationships The acceleration polygon

516 views • 30 slides

Controller Design for a Linearly Actuated Suspension System (cdlass)

Controller Design for a Linearly Actuated Suspension System (cdlass). Dan Altman, Tim Reilley & Joseph Sholl Advisors: Prof. Gutschlag & Prof. Anakwa. Presentation Outline . Introduction of Team Members Project Summary Project Description Complete System Block Diagram

462 views • 27 slides

Boiler Xpress 1 Final Presentation April 26, 2001

Boiler Xpress 1 Final Presentation April 26, 2001. Kacie Burton Kevin Dahya Kerem Koray Mellisa Glaser Wael Nour Tanya Tuinstra. Project Objective. Write a MATLAB computer program for dynamic modeling and control system design of fixed wing aircraft

372 views • 25 slides

453 views • 22 slides

Bruce Mayer, PE Licensed Electrical & Mechanical Engineer BMayer@ChabotCollege

Engineering 25. Chp8 Tutorial: Prob 8.28 Solution. Bruce Mayer, PE Licensed Electrical & Mechanical Engineer BMayer@ChabotCollege.edu. Errata. The subsequent numerical analysis is CORRECT, but some of the UNITS are WRONG . The Correct Units y(t) ? meters dy/dt ? meters/second (m/s)

227 views • 18 slides

264 views • 10 slides

Modeling of a Gyroscope

Modeling of a Gyroscope. Background and Motivation. Device to measure or maintain orientation Modeling a mechanical type of gyroscope Based on the principles of angular momentum . Geometry and Connections. All components are assumed rigid.

270 views • 9 slides

Angular to Linear Movements

Angular to Linear Movements. Linear velocity (v) can be determined using angular velocity ( w ) and arclength (s) calculations. There are two methods: Calculate the angular velocity in rad/sec and multiply by the radius OR Calculate the arclength and divide by time. ? q. r.

205 views • 7 slides

Angular to Linear Movements

Angular to Linear Movements. Linear velocity (v) can be determined using angular velocity ( w ) and arclength (s) calculations. There are two methods: Calculate the angular velocity in rad/sec and multiply by the radius OR Calculate the arclength and divide by time. ? q. r.

197 views • 7 slides

Computation of Azimuth and Elevation George H. Born

Computation of Azimuth and Elevation George H. Born.

808 views • 6 slides