Homework 7-1: Design PID controller for cruise control.

Slides:



Advertisements
Similar presentations
PID Control for Embedded Systems
Advertisements

INDUSTRIAL AUTOMATION (Getting Started week -1). Contents PID Controller. Implementation of PID Controller. Response under actuator Saturation. PID with.
TECHNOLOGICAL INSTITUTE Center for Robot Technology.
Pulse Width Modulation and Motor Control
Lab 07: System Analysis 3 (Wind Tunnel Testing) Advanced Energy Vehicle.
Robotics Intensive: Day 3 Gui Cavalcanti 1/17/2012.
Phy100: More on Energy conservation Mechanical energy (review); Goals: Work done by external forces; Understand conservation law for isolated systems.
FRC LabVIEW Software Overview Joe Hershberger Staff Software Engineer National Instruments.
ECE 4951 Lecture 5: PID Control of Processes. PID Control A closed loop (feedback) control system, generally with Single Input-Single Output (SISO) A.
Cruise Control Karen Lie Engr 315.
Cruise Control Andrew Huisjen. Introduction Invented by Ralph Teetor Invented by Ralph Teetor –Blind Engineer –Didn’t like the way his lawyer drove –Got.
CIS 540 Principles of Embedded Computation Spring Instructor: Rajeev Alur
Control Engineering Lecture #2 15 th March,2008. Introduction to control systems Reference: Phillips and Habor The first applications of feedback control.
DOUBLE ARM JUGGLING SYSTEM Progress Presentation ECSE-4962 Control Systems Design Group Members: John Kua Trinell Ball Linda Rivera.
Adaptive Cruise Control (ACC)
ECE 4115 Control Systems Lab 1 Spring 2005
INTRODUCTION TO CONTROL SYSTEMS
Robot Sensors Kevin Watson and Rich Petras. Overview ➲ Sensors ● Micro Switch ● Gyro ● Encoders ➲ Command Sequencing ➲ PID Control.
BY IRFAN AZHAR Control systems. What Do Mechatronics Engineers Do?
Instructor: Irfan Azhar.  Which one is more accurate?  Less sensitive to disturbance noise and variations in environment  Transient response and steady.
PHYSICS 2.4 Acceleration 1. Do they start at the same point? 2. Who is traveling faster? 3. What happens at t=5s? 4.Describe the velocity of both. 5.What.
IP Other terminal velocities © Oxford University Press 2011 Other terminal velocities.
Chapter 6 Adaptive Cruise Control (ACC)
CLOSED LOOP CONTROL OF DC DRIVES. Controller Requirements  Fast tracking capability  Less steady state error  Robust to load disturbance during steady.
Design Realization lecture 22
PID. The proportional term produces an output value that is proportional to the current error value. Kp, called the proportional gain constant.
CSCI1600: Embedded and Real Time Software Lecture 12: Modeling V: Control Systems and Feedback Steven Reiss, Fall 2015.
HW/SW Codesign Project PWM Control IC 曾任輝 林柏丞. Outline Buck Converter PWM IC A/C Converter PID regulator DPWM Simulation Summary.
1 MATLAB AND CONTROLS PRESENTED BY:- AGILESWARI K. RAMASAMY DR. FARRUKH HAFIZ NAGI.
ME 431 System Dynamics Dept of Mechanical Engineering.
Newton’s 2nd Law: Translational Motion
Implementing PID on a microcontroller
1 Apply Lyaponove function to design the observer Advisor: Ming-Shyan Wang Presenter: Hanh Nguyen Thi.
Lecture 16: Introduction to Control (Part II)
Intelligent Control Grant Agreement No LLP UK-LEONARDO-LMP Project acronym: CLEM Project title: Cloud services for E-Learning in Mechatronics.
EcoDrive: A Mobile Sensing and Control System for Fuel Efficient Driving R 張祐瑞 R 傅學俊 R 林聖晏.
PID Control for Embedded Systems
Salman Bin Abdulaziz University
Chapter 7 The Root Locus Method The root-locus method is a powerful tool for designing and analyzing feedback control systems The Root Locus Concept The.
Control engineering and signal processing
Intelligent Traction Control Smart Robot
CSCI1600: Embedded and Real Time Software
Dynamic Controllers for Wind Turbines
6: Processor-based Control Systems
ME 190 Mechatronic Systems Design
Development of a control system for Vibration Assisted Grinding
Basic Design of PID Controller
INTELLIGENT CRUISE CONTROL WITH FUZZY LOGIC
Darya Popiv, Master Thesis Presentation
Beyond p-only control via root locus
Dynamics Force Problems Day #1.
Find the velocity of a particle with the given position function
HW-03 Problem Kuo-95 (p. 377) Find the steady-state errors for step, ramp and parabolic inputs. Determine the type of the system. ) s ( R Problem.
A car is decelerated to 20 m/s in 6 seconds
Application of Vehicle Controls ME5670
E(s): Laplace transform of the error e(t)
Introduction to Control Systems
Dynamical Systems Basics
3.Closed-Loop Transfer Functions
Example 2-2: Multi-DOF mechanical systems
CONTROL OF MOBILE ROBOT
Generating Block Diagrams
Homework-2.1: 1-DOF quarter car model.
Find the closed-loop transfer function in terms of Gİ.
Intelligent Traction Control Smart Robot
H(s) Transfer Function: f(t): input x(t): response f(t) fz(t)
HOMEWORK-03 Problem Kuo-95 (p. 377)
Energy Harvesting Name: Alex Phipps Goals: Key accomplishments.
Homework 1.1: Cruise control for a car.
Complete Vehicle Systems.
Presentation transcript:

Homework 7-1: Design PID controller for cruise control. Consider the problem in Lecture 1/Example 1.2 with some changes. Design the PID controller for the cases. Simulate the closed-loop system with MatLab/Simulink. m=1000kg B=50Ns/m Ke=45N/deg Ka=2.5deg/V Kf=0.36Vs/m vref=90km/h v is velocity vs is sensor output voltage =0.05 s Fp: Pushing force (from engine) Fd: Distrubance Fd=0 Fd=-mgsin a) For =0° determine Kp, Kd and Ki parameters b) For =5° determine Kp, Kd and Ki parameters Note: Operating voltage of Sensor and Actuator is between 0-24V. The vehicle can reach at most the speed of 240km/h. DEU-MEE 5017 Advanced Automatic Control