Moebius is a model building system for mathematics and science with which you can easily build and simulate models.
Thereby you need no in-depth programming knowledge. One can formulate the models semantically ( in words and sentences), graphically or also algorithmically and receives immediately an evaluation as table or graphic. The operation is intuitive and very simple.
Furthermore, the models can be simulated as animation. For example, the orbit of satellites can not only be calculated but also displayed in animated form.
Models can range from very simple kinematics models to control processes such as thyroid circulation to solutions of the Schrödinger equation. The program contains a complete teaching concept and many concrete examples for each level of the user group.
In today's world, predictions based on model calculations are becoming increasingly important. Growth processes occur in a similar way in social and natural science subjects. With simple models, one can conclude how a growth process will proceed.
It is therefore important that pupils are familiarised with such models and their limitations at an early age.
The math. methods are simple and can be dealt with in mathematics lessons. In subjects in which mathematics is not to be the main focus, semantic models or graphic illustrations of relationships are used. Apart from formulating the model, an important learning objective is the evaluation and interpretation of the model calculation in graphs and tables.
Modeling systems are tools that allow the user to perform model calculations and to display the results in graphs or tables.
Some models are shown in the screenshots.
Thereby you need no in-depth programming knowledge. One can formulate the models semantically ( in words and sentences), graphically or also algorithmically and receives immediately an evaluation as table or graphic. The operation is intuitive and very simple.
Furthermore, the models can be simulated as animation. For example, the orbit of satellites can not only be calculated but also displayed in animated form.
Models can range from very simple kinematics models to control processes such as thyroid circulation to solutions of the Schrödinger equation. The program contains a complete teaching concept and many concrete examples for each level of the user group.
In today's world, predictions based on model calculations are becoming increasingly important. Growth processes occur in a similar way in social and natural science subjects. With simple models, one can conclude how a growth process will proceed.
It is therefore important that pupils are familiarised with such models and their limitations at an early age.
The math. methods are simple and can be dealt with in mathematics lessons. In subjects in which mathematics is not to be the main focus, semantic models or graphic illustrations of relationships are used. Apart from formulating the model, an important learning objective is the evaluation and interpretation of the model calculation in graphs and tables.
Modeling systems are tools that allow the user to perform model calculations and to display the results in graphs or tables.
Some models are shown in the screenshots.
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