Exercise 2-1 For the level controlled process, h2 is selected as its controlled variable, and Qin is the main input of the process. Suppose the sectional.

Slides:



Advertisements
Similar presentations
Dynamic Behavior of Closed-Loop Control Systems
Advertisements

Closed-Loop Transfer Functions
Tuning PID Controller Institute of Industrial Control,
Process dynamic and control Tutorial 2 MO, Shengyong 02/10/2007.
A second order ordinary differential equation has the general form
Development of Dynamic Models Illustrative Example: A Blending Process
Solution Sets of Linear Systems (9/21/05)
Chapter 11 1 Closed-Loop Responses of Simple Control Systems In this section we consider the dynamic behavior of several elementary control problems for.
Control System Instrumentation
THEORETICAL MODELS OF CHEMICAL PROCESSES
Pump is Blue part (right) - timer is black (left side) New Electrical Outlet This Photo shows where the Re-Cir pump is installed on the Output line on.
Section 2.3 Graphs of Linear Equations in Two Variables.
Process Characteristics (过程动态特性分析)
Lecture 4.  1.5 The terminated lossless transmission line What is a voltage reflection coefficient? Assume an incident wave ( ) generated from a source.
Math 3120 Differential Equations with Boundary Value Problems
1 Dynamic Behavior Chapter 5 In analyzing process dynamic and process control systems, it is important to know how the process responds to changes in the.
© 2014 Carl Lund, all rights reserved A First Course on Kinetics and Reaction Engineering Class 23.
The oven given in the figure is heated with a heat source having the heat flow rate Q. The total heat capacity of all objects in the oven is C and the.
Section 4-1: Introduction to Linear Systems. To understand and solve linear systems.
Ch 2.2: Separable Equations In this section we examine a subclass of linear and nonlinear first order equations. Consider the first order equation We can.
MAT 1236 Calculus III Section 10.1 Curves Defined by Parametric equations
DYNAMIC BEHAVIOR OF PROCESSES :
Chapter 4 Dynamic Systems: Higher Order Processes Prof. Shi-Shang Jang National Tsing-Hua University Chemical Engineering Dept. Hsin Chu, Taiwan April,
Interacting vs. Noninteracting Systems
DYNAMIC BEHAVIOR OF PROCESSES :
Chapter 2 Modeling Approaches  Physical/chemical (fundamental, global) Model structure by theoretical analysis  Material/energy balances  Heat, mass,
Chapter 6 Analysis of Feedback Control Systems Prof. Shi-Shang Jang Chemical Engineering Department National Tsing-Hua University Hsin Chu, Taiwan June,
President UniversityErwin SitompulSMI 3/1 Dr.-Ing. Erwin Sitompul President University Lecture 3 System Modeling and Identification
Section 12.5 Functions of Three Variables. Consider temperature at a point in space –It takes 3 coordinates to determine a point in space, (x, y, z),
Chapter 4: Systems of Equations and Inequalities Section 4.3: Solving Linear Systems Using Graphs.
Chapter 4: Systems of Equations and Inequalities Section 4.7: Solving Linear Systems of Inequalities.
CHAPTER VI BLOCK DIAGRAMS AND LINEARIZATION
Differential Equations
SOLUTIONS ERT 321 Process Control & Dynamics Anis Atikah binti Ahmad EXERCISE 3.
Lecture 3.
President UniversityErwin SitompulSMI 1/1 Dr.-Ing. Erwin Sitompul President University Lecture 1 System Modeling and Identification
Chapter 8 Systems of Linear Equations in Two Variables Section 8.3.
Lecture 2: Mathematical Modeling Copyright © Thomas Marlin 2013 The copyright holder provides a royalty-free license for use of this material at non-profit.
Chapter 1: Real Numbers and Equations Section 1.3: Variables and Expressions.
Cascade Control Systems (串级控制系统)
Graphing Linear Equations
Chapter 3: Linear Systems and Matrices
6) x + 2y = 2 x – 4y = 14.
Solution to Homework 2 Chapter 2
Control System Instrumentation
Single Tank System FV Desired liquid level: 5 cm (0.05 m)
SLOPE FIELDS & EULER’S METHOD
Dynamic Behavior Chapter 5
Section 6.4 Graphs of Polar Equations
Solve Linear Systems by Graphing
CHAPTER VI BLOCK DIAGRAMS AND LINEARIZATION
A second order ordinary differential equation has the general form
Lesson 18: Integral Process Characteristics
Temperature: Comparing degrees Celsius (C) and degrees Fahrenheit (F)
Electrical Circuits Dynamic Electricity.
Dynamic Behavior Chapter 5
Control System Instrumentation
Differential Equations Separation of Variables
Dynamic Behavior Chapter 5
Brackets, Factors and Equations
Getting Started With Simulink
Graphing Nonlinear Functions Pages 694 – 697
Modeling Approaches Chapter 2 Physical/chemical (fundamental, global)
Example of POG modeling and Model Reduction
Interacting vs. Noninteracting Systems
Section 3.1 Functions.
Tables, Graphs, and Connections
Dynamic Behavior Chapter 5
Introduction Worksheet
Exercise 1.1 For the level control system, if the following relations are satisfied: where A represents the sectional area of the tank, KV2 and fV represent.
Presentation transcript:

Exercise 2-1 For the level controlled process, h2 is selected as its controlled variable, and Qin is the main input of the process. Suppose the sectional area of two tanks are A1 and A2. The rates of outlet flow are assumed to satisfy the following equations: Please obtain the process characteristics by dynamic equations, and build the corresponding SimuLink model.

Homework 2-2 For a heater with electricity, the step response data of outlet temperature can be shown as follows. Please determine its characteristic parameters K, T,τ if the span of temperature transmitter is 0 to 50 ℃. t, min 3 6 9 12 15 18 21 24 27 U, % 60 40 T, ℃ 38.7 38.3 38.8 39.0 38.4 37.0 35.3 33.6 30 33 36 39 42 45 48 51 54 57 32.2 31.0 30.2 29.5 29.0 28.6 28.3 28.0 27.9 27.8