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Chapter 4: Transfer Function Analysis

Chapter 4: Transfer Function Analysis

Chapter 4: Transfer Function Analysis. 4.1 Introduction. Previously we have only considered modelling of a single time series Y t , i.e., Y t is linearly related to its past values.

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729 views • 49 slides
Control of Multiple-Input, Multiple-Output (MIMO) Processes

Control of Multiple-Input, Multiple-Output (MIMO) Processes

Control of Multiple-Input, Multiple-Output (MIMO) Processes. 18.1 Process Interactions and Control Loop Interactions 18.2 Pairing of Controlled and Manipulated Variables 18.3 Singular Value Analysis 18.4 Tuning of Multiloop PID Control Systems

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962 views • 38 slides
Control of Multiple-Input, Multiple-Output Processes

Control of Multiple-Input, Multiple-Output Processes

Control of Multiple-Input, Multiple-Output Processes. Multiloop controllers Modeling the interactions Relative Gain Array (RGA) Singular Value Analysis (SVA) Decoupling strategies. Chapter 18. Control of multivariable processes

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397 views • 38 slides
Control of Multiple-Input, Multiple-Output (MIMO) Processes

Control of Multiple-Input, Multiple-Output (MIMO) Processes

Control of Multiple-Input, Multiple-Output (MIMO) Processes. 18.1 Process Interactions and Control Loop Interactions 18.2 Pairing of Controlled and Manipulated Variables 18.3 Singular Value Analysis 18.4 Tuning of Multiloop PID Control Systems

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441 views • 38 slides
ECE 4115 Control Systems Lab 1 Spring 2005

ECE 4115 Control Systems Lab 1 Spring 2005

ECE 4115 Control Systems Lab 1 Spring 2005. Chapter 1 System models. Control System Toolbox. 4 basic types of LTI models Transfer Function (TF) Zero-pole-gain model (ZPK) State-Space models (SS) Frequency response data model (FRD) Conversion between models Model dynamics. Matlab.

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567 views • 33 slides
Two tank system example

Two tank system example

Two tank system example. In eq pt: all flow=same. 1. 3. 2. 4. Op Amp circuit example. Note: i p1 =0, ?v p1 =v o =v A & v B =v p2 =0 Let v C1 & v C2 be s.v., v o output. KCL at A:. v o is not s.v. nor input, use v o =v C2. KCL at B:. 0. v o1 not s.v. nor input,

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344 views • 17 slides
Lec 3. System Modeling

Lec 3. System Modeling

Lec 3. System Modeling. Transfer Function Model Model of Mechanical Systems Model of Electrical Systems Model of Electromechanical Systems. TexPoint fonts used in EMF. Read the TexPoint manual before you delete this box.: A A A. Transfer Functions of LTI Systems.

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174 views • 16 slides
Transfer function model. Y(t) = ? + ? u a(t-u) X(u) + ? (t)

Transfer function model. Y(t) = ? + ? u a(t-u) X(u) + ? (t)

Transfer function model. Y(t) = ? + ? u a(t-u) X(u) + ? (t) dZ Y ( ? ) = A( ? ) dZ X ( ? ) + dZ ? ( ? ) Y(t) = ? exp{it ?} dZ Y ( ? ) Gas furnace data - Box & Jenkins Sampling interval 9 sec., observations for 296 pairs of data points

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167 views • 7 slides

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