The Transfer Function of Linear Systems

Slides:



Advertisements
Similar presentations
Closed-Loop Transfer Functions
Advertisements

System Simulation made easy by. Efficient Simulator Technology - Several analysis types / initialization options - Coupled analogue and digital simulators.
System Simulation made easy by. Multi-Physics System Simulator Electrical Electronics, power electronics, rotating machines, spice semiconductors… Mechanics.
System Simulation made easy by Electric Circuits Electronics, Power Electronics, Machines, Semiconductors... Thermal Networks Conduction, Convection,
In The Name of Allah The Most Beneficent The Most Merciful 1.
Give qualifications of instructors: DAP
2.7 Signal-Flow Graph models (信号流图模型) Why SFG? Block Diagrams are adequate for representation, but cumbersome. SFG provides the relation between system.
Electrical ENgg. Department Simulation of elevator using Simulink
Dr. Syed Saad Azhar Ali Control Systems Dr. Syed Saad Azhar Ali.
Illustrations We use quantitative mathematical models of physical systems to design and analyze control systems. The dynamic behavior is generally described.
In the preceding chapter we used the Laplace transform to obtain transfer function models representing linear, time-invariant physical systems described.
Dynamic Behavior and Stability of Closed-Loop Control Systems
SIMULINK Dr. Samir Al-Amer. SIMULINK SIMULINK is a power simulation program that comes with MATLAB Used to simulate wide range of dynamical systems To.
Illustrations The Transfer Function of Linear Systems.
The conclusion must be the ‘answer’ to the aim of the experiment.
Lecture 9: Structure for Discrete-Time System XILIANG LUO 2014/11 1.
Sequential Circuits. Combinational Circuits + Storage element output depends both on previous state and input Fig. 5-1.
Ch6 The Root Locus Method. 6.3 Generalized root locus §Parameter root locus §Zero-degree root locus Equivalent unity feedback transform An example (refer.
Chapter 3 mathematical Modeling of Dynamic Systems
Control Engineering Lecture #2 Lecture #2 9 th Sep, th Sep,2009.
Rate of Change and Slope. Warm Up Solve each proportion for x.
CLOSED LOOP CONTROL OF DC DRIVES. Controller Requirements  Fast tracking capability  Less steady state error  Robust to load disturbance during steady.
Ch2 Mathematical models of systems
SIMULINK-Tutorial 1 Class ECES-304 Presented by : Shubham Bhat.
Lecture 5: Transfer Functions and Block Diagrams
SE201: Introduction to Systems Engineering Mathematical Modeling.
Lecture 6: Time Response 1.Time response determination Review of differential equation approach Introduce transfer function approach 2.MATLAB commands.
M3 1.5 Systems of Linear Inequalities M3 1.5 Systems of Linear Inequalities Essential Questions: How can we write and graph a system of linear inequalities.
Chapter 11 Digital Control Systems
Lecture 6: Thermal and Fluid System. Heat Flow.
1 Teaching Innovation - Entrepreneurial - Global The Centre for Technology Enabled Teaching & Learning, MGI, India DTEL DTEL (Department for Technology.
The Laplace Transform.
Three basic forms G1G1 G2G2 G2G2 G1G1 G1G1 G2G2 G1G1 G2G2 G1G1 G2G2 G1G1 G1G1 G2G2 1+ cascade parallelfeedback.
ECE 8443 – Pattern Recognition EE 3512 – Signals: Continuous and Discrete Objectives: Difference Equations Transfer Functions Block Diagrams Resources:
Introduction Control Engineering Kim, Do Wan HANBAT NATIONAL UNIVERSITY.
Modern Control System EKT 308 Transfer Function Poles and Zeros.
6/12/20161 SOEN 385 Control Systems and Applications Instructor: T. D. Bui Office: EV Office hours:
Objectives: Graph (and write) inequalities on a number line.
Automatic Transmissions and Transaxles
Integration of OCP and SIMULINK
Chapter 1: Overview of Control
1.1 Tables and Graphs of Linear Equations
Linear Inequalities in Two Variables
Mathematical Models of Systems Objectives
VSI FED INDUCTION MOTOR DRIVE
LECTURE 33: DIFFERENCE EQUATIONS
Introduction to Control Systems Objectives
Graphs of Equations In Two Variables; Intercepts; Symmetry
BJT transistors.
IC6501 CONTROL SYSTEMS Class : III EEE / V SEMESTER
Dynamic Behavior and Stability of Closed-Loop Control Systems
Mathematical Models of Systems
Elec467 Power Machines & Transformers
SIGNAL FLOW GRAPHS SUBMITTED BY: Mrs. RAMANDEEP KAUR
Warm Up Graph y = 4x and 16, $10’s and 7 $20’s.
Before: November 28, 2017 Solve each system by graphing. 1. y = 2x – 1
SIGNAL FLOW GRAPHS SUBMITTED BY: Mrs. SANDEEP KAUR ASST. PROFESSOR-EEE.
SIGNAL FLOW GRAPH.
Overview of Control System
Recall that a proportional relationship is a relationship between two quantities in which the ratio of one quantity to the.
Section 2-5 What Are Graphs?
ELEG 3124 Signals and Systems
2. 2 sedr42021_0308.jpg Figure 3.8 The diode i–v relationship with some scales expanded and others compressed in order to reveal details.
Warm Up Graph y = 4x and 16, $10’s and 7 $20’s.
Supplement material: Signal-Flow Graphs (SFGs)
Graph Review Skills Needed Identify the relationship in the graph
DOUBLE NUMBER LINE DIAGRAMS For example: 10 meters in 4 seconds
Proportional or Non-proportional?
Zai Li Ye Yuan JiHong Tang John Nguyen ELG 4112
Line Graphs.
Presentation transcript:

The Transfer Function of Linear Systems

The Transfer Function of Linear Systems Example 2.2

The Transfer Function of Linear Systems

The Transfer Function of Linear Systems

The Transfer Function of Linear Systems

The Transfer Function of Linear Systems

The Transfer Function of Linear Systems

The Transfer Function of Linear Systems

The Transfer Function of Linear Systems

The Transfer Function of Linear Systems

The Transfer Function of Linear Systems

The Transfer Function of Linear Systems

The Transfer Function of Linear Systems

The Transfer Function of Linear Systems

The Transfer Function of Linear Systems

The Transfer Function of Linear Systems

The Transfer Function of Linear Systems

The Transfer Function of Linear Systems

The Transfer Function of Linear Systems

The Transfer Function of Linear Systems

Block Diagram Models

Block Diagram Models

Block Diagram Models Original Diagram Equivalent Diagram

Block Diagram Models Original Diagram Equivalent Diagram

Block Diagram Models Original Diagram Equivalent Diagram

Block Diagram Models

Block Diagram Models Example 2.7

Example 2.7 Block Diagram Models

Signal-Flow Graph Models For complex systems, the block diagram method can become difficult to complete. By using the signal-flow graph model, the reduction procedure (used in the block diagram method) is not necessary to determine the relationship between system variables.

Signal-Flow Graph Models

Signal-Flow Graph Models

Signal-Flow Graph Models Example 2.8

Signal-Flow Graph Models Example 2.10

Signal-Flow Graph Models

Design Examples

Design Examples Speed control of an electric traction motor.

Design Examples

Design Examples

Design Examples

Design Examples

The Simulation of Systems Using MATLAB

The Simulation of Systems Using MATLAB

The Simulation of Systems Using MATLAB

The Simulation of Systems Using MATLAB

The Simulation of Systems Using MATLAB

The Simulation of Systems Using MATLAB

The Simulation of Systems Using MATLAB

The Simulation of Systems Using MATLAB

The Simulation of Systems Using MATLAB

The Simulation of Systems Using MATLAB

The Simulation of Systems Using MATLAB

The Simulation of Systems Using MATLAB

The Simulation of Systems Using MATLAB

The Simulation of Systems Using MATLAB

The Simulation of Systems Using MATLAB

The Simulation of Systems Using MATLAB

The Simulation of Systems Using MATLAB error Sys1 = sysh2 / sysg4

The Simulation of Systems Using MATLAB

The Simulation of Systems Using MATLAB error Num4=[0.1];

The Simulation of Systems Using MATLAB

The Simulation of Systems Using MATLAB

Sequential Design Example: Disk Drive Read System

Sequential Design Example: Disk Drive Read System

Sequential Design Example: Disk Drive Read System =

P2.11

P2.11 +Vd Vq Id Tm K1 K2 Km Vc -Vb K3 Ic

http://www.jhu.edu/%7Esignals/sensitivity/index.htm

http://www.jhu.edu/%7Esignals/