12 Figure 8: Example of a non-linear function (saturation).13 Figure 9: Mass-Spring-Damper system with Coulomb friction.13 Figure 10: Output of mass-spring-damper system with coulomb friction. 8 Figure 5: Advanced Linear Systems.8 Figure 6: A mass-spring-damper system an example of a 2nd order dynamic system.11 Figure 7: Non-linearities. 7 Figure 4: Continuous and Discrete Systems. LIST OF FIGURES Figure 1: Simulink Library.5 Figure 2: Connecting blocks.6 Figure 3: Sources and Sinks. 28 CONCEPT OF HARDWARE IN THE LOOP.29 TIPS AND TRICKS.30 RESOURCES.31 15 MATHEMATICAL OPERATIONS.17 SIGNALS & DATA TRANSFER.18 OPTIMIZING VISUAL APPEAL. 8 NON-LINEAR OPERATORS.12 USING FUNCTIONS (WRITTEN AS M, C, ETC.). 3 INTRODUCTION: CONCEPT OF DYNAMIC SYSTEM SIMULATION. TABLE OF CONTENTS TABLE OF CONTENTS.2 LIST OF FIGURES. ![]() Prepared by Arun Rajagopalan and Gregory Washington Spring 2002. ![]() The Intelligent Structures and Systems Laboratory Department of Mechanical Engineering The Ohio-State University Columbus OH 43210.
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