About the book
| about the book - table of contents | multimedia | about the author | download | 
| about the book - table of contents | multimedia | about the author | download | 
 The book was developed for a first-year course in the new curriculum ‘Creative Technology’ 
at the University of Twente. There are minimal prerequisites with respect to mathematics or physics.  
The book gives a concise description 
of the physical properties of electrical, mechanical and hydraulic systems. Emphasis is placed 
on modelling the dynamical properties of these systems. By using a system's approach it is 
shown that a limited number of mathematical formulas suffices to describe the basic 
properties of all of these systems. Mathematical functions such as integration and 
differentiation are introduced and directly related to physical phenomena. A more abstract 
description helps to systematically analyse these systems and supports the modelling process.
The book was developed for a first-year course in the new curriculum ‘Creative Technology’ 
at the University of Twente. There are minimal prerequisites with respect to mathematics or physics.  
The book gives a concise description 
of the physical properties of electrical, mechanical and hydraulic systems. Emphasis is placed 
on modelling the dynamical properties of these systems. By using a system's approach it is 
shown that a limited number of mathematical formulas suffices to describe the basic 
properties of all of these systems. Mathematical functions such as integration and 
differentiation are introduced and directly related to physical phenomena. A more abstract 
description helps to systematically analyse these systems and supports the modelling process.
The book helps to  understand  the behaviour of technical and non-technical systems in 
general. Emphasis is on making realistic models of physical systems, which can be applied in 
animations or games. In terms of a dynamical model there is little difference between the 
suspension system of a car and the motions of a flower in the wind.
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It is shown that all these systems share the same basic properties, which allows the use of analogon models. A more abstract domain-independent description helps to better understand the dynamic behaviour and allows for modifications of the system in the domain that is most easily accessible.
The last chapters give an introduction to the role of feedback in dynamical systems. Examples are shown by applying these concepts to electronic simulation models with operational amplifiers. Feedback control systems are briefly introduced as a means to change the dynamical properties of a system by means of appropriate software. For more info, see the table of contents.
Extensive use is made of the modelling and simulation programme 20-sim for the simulation of 
dynamical systems with iconic diagrams, bond graphs, block diagrams or equations. Exercises stimulate 
exploration of the programme and experimenting with the models. The exercises are intended 
to raise questions rather than being classroom problems with a straightforward solution.  The 
book is also a good background for 20-sim users who want to understand more of the 
underlying principles of 20-sim.