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CourseWare
Download learning modules from here
Each courseware module consists of a documentation plus a program:
Depending on your system you may need some additional software to actually run the courseware available from this site. Due to copyright reasons access to this software is restricted to members of ETH Zurich only. The needed additional software is available from here (Find more hints and details on this topic here).
"Worldmodel 2" lets you experience the sometimes surprising
responses of a dynamic, complex system. You can influence the fate of
humanity
by various measures such as boosting or damping the economy, birth
control,
or reducing pollution. While attempting to steer humanity towards a
sustainable
future, this hands-on-experience lets you gain new insights into the
principles
of modelling, analysis, and simulation of complex systems.
"Worldmodel 2" attempts to describe the behavior of the human
population on Earth by modeling certain processes such as industrial
growth,
consumption of non-renewable resources, agriculture and environmental
pollution.
Starting with the year 1900, it rebuilds first the conditions in the
past
until the present, and then projects among many other variables the
future
human population, the world economy, remaining non-renewable resources,
agriculture, and the environmental conditions until the end of the 21st
century. Besides, "Worldmodel 3", a slightly refined successor,
served as the basis for the well known report "Limits to Growth"
written for the "Club of Rome" (Meadows et al., 1972).
Download a copy of "Worldmodel 2" together with a full documentation:
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Small variant of Worldmodel 2 which runs even on a Mac 512K:
Download a copy of the small "World Model 2" application together
with a full documentation:
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"Drosophila" simulates the growth of a population of Drosophila
melanogaster. A laboratory is simulated where you can quickly breed
drosophilas in great numbers. You are then asked to build a mathematical
model solely on the basis of the provided raw data (number of flies per
day), as if you would have performed the growing experiment yourself.
What
law governs the population growth?
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The term "Stability" ("Stabilität" in German) represents a fundamental concept in ecology and many other disciplines, but is often not clearly understood. Many 'living' systems are capable of regulating themselves, but how? You learn about the difference between equilibrium and stability and how to analyze stability properties of non-linear ecological systems. Courseware "Stability" introduces also three classical predator-prey-models.
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English and German Versions |
Deutsche Version |
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English version Deutsche Version |
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"Euler-Animation" demonstrates the principle of numerical integration
of differential equations based on the integration algorithm by Euler.
"Euler-Animation" lets you analyze characteristic problems related
to numerical integration, such as the effect of local errors on the
global
error and demonstrates that a discretization which may produce results
with an acceptable precision for one equation may no longer do so when
applied to another set of differential equations. You may experiment by
changing the size of the integration step and by choosing the equations
to be solved.
Download a copy of "Euler-Animation":
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| Macintosh Classic Version (German): | Macintosh Classic Version (English): |
| Macintosh OS X Version: | |
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English and German |
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This "MatLab" is a public domain (freeware) variant of the popular tool
for matrix computations. See the "read me" for further
information.
Download a copy of "MatLab":
Similar to MatLab and a free scientific software package.
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