System Zoo 1 Simulation Models: Elementary Systems, Physics, Engineering
About the book: Mathematical modeling and computer simulation make it possible to understand and control the dynamic processes taking place in complex systems. Simulation provides insights into the often surprising diversity of possible behaviors, and allows identifying possibilities for intervention and options for alternative development. About one hundred simulation models from all areas of life are fully documented in the three volumes of the 'System Zoo'. They can be quickly implemented and easily operated using freely available system dynamics software. Volume 1 of the System Zoo contains simulation models of elementary processes, and of complex systems from physics and engineering, among them: exponential and logistic growth, oscillations, delays, and storage; phenomena of infection, transition, and overload; complex systems with limit cycles, multiple equilibrium points and chaotic attractors; and applications from control engineering, flight dynamics, fluid flow and heat conduction. The System Zoo collection of simulation models is particularly well-suited for teaching, training, and research projects at all levels from high school to university, and for individual study. Volume 2 of the System Zoo contains simulation models related to climate, vegetation, ecosystems and resources. Volume 3 deals with systems and processes found in economy and society, and with long-term global development. About the author: Hartmut Bossel is Professor Emeritus of environmental systems analysis. He taught for many years at the University of California in Santa Barbara and the University of Kassel, Germany, where he was director of the Center for Environmental Systems Research until his retirement. He holds an engineering degree from the Technical University of Darmstadt, and a Ph.D. degree from the University of California at Berkeley. With a background in engineering, systems science, and mathematical modeling, he has led many research projects and future studies in different countries, developing computer simulation models and decision support systems in the areas of energy supply policy, global dynamics, orientation of behavior, agricultural policy, and forest dynamics and management. He has written numerous books on modeling and simulation of dynamic systems, social change and future paths, and has published widely in the scientific literature in several fields.
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1/Second amount Figure amount/Day amount/Month amount/Second amount/Year angle angular velocity birth rate Bistable oscillator Bossel boundary layer buffer level capacity computation corresponding COUPLING FACTOR COUPLING PARAMETER death rate decay default parameter setting determined differential equations double integration dynamic systems eigenvalues equilibrium points equilibrium value exponential delay exponential growth flight dynamics flow FREQUENCY func HARVEST RATE heat conduction heating increase infected initial conditions initial values input function INTEG INTEG change INTEG rate Integration and Exponential limit cycle linear systems Liter/Minute logistic growth LWHU MAX GROWTH RATE Michaelis-Menten kinetics model equations motion negative feedback nonlinear OUTFLOW RATE output overflow Parameters and initial parameters INITIAL population PULSE SEQUENCE PULSE TRAIN RAMP FUNCTION RATE INITIAL rate of change saturation Second SELFCOUPLING FACTOR Simulation diagram simulation model Simulation results simulation software Simulation task Simulation time parameters SINE FUNCTION stable STEP FUNCTION System Zoo thermal time-dependent tion trajectories transition variables VWDWH