Illustration about dynamical system

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In summary, the conversation is about creating illustrations using different software programs. The attached picture was made using Inkscape and the conversation mentions other options like Mathematica and open source programs such as LatexDraw and Ipe. The conversation also mentions a possible issue with Ipe and suggests using Inkscape if text is not needed.
  • #1
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HI to all.

I want to draw many illustrations like the attach file.

can you tell me some? and use what software?

Thanks!
 

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  • #2
The attached picture looks like it was made by an artist. You could do this with the program inkscape:

http://www.inkscape.org/

If you are looking for something more like computer programming then I suggest Mathematica.

http://www.wolfram.com/

I do not know any free software to make those diagrams by programming, so I too will watch this thread for that kind of solution.
 
  • #3
Thanks
it can be drawn by Mathematica. there is not exact function or equation. just a sketch map. i will try the inkscape
 
  • #4
You might want to try LatexDraw, Ipe among many open source drawing programs. Ipe is having a problem with Miktex 2.7 So everybody is waiting for the new version. If you are happy without text then go for Ipe.
 

1. What is a dynamical system?

A dynamical system is a mathematical model that describes how a system changes over time. It is composed of a set of variables and equations that govern the behavior of the system.

2. How is illustration used in dynamical systems?

Illustration is used in dynamical systems to visually represent the behavior and patterns of the system. It can help to better understand complex equations and make predictions about the future behavior of the system.

3. What are the different types of illustrations used in dynamical systems?

There are various types of illustrations used in dynamical systems, including phase portraits, bifurcation diagrams, and time series plots. Each type of illustration provides a different perspective on the behavior of the system.

4. How are dynamical systems useful in science?

Dynamical systems are useful in science as they allow scientists to model and predict the behavior of complex systems, such as weather patterns, population dynamics, and chemical reactions. They also help to understand the underlying mechanisms that drive these systems.

5. What are some real-world applications of dynamical systems?

Dynamical systems have a wide range of real-world applications, including in physics, biology, economics, and engineering. They are used to study and predict the behavior of natural and man-made systems, such as climate change, disease spread, financial markets, and traffic flow.

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