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Mizar to run in Linux online download for Linux

Free download Mizar to run in Linux online Linux app to run online in Ubuntu online, Fedora online or Debian online

This is the Linux app named Mizar to run in Linux online whose latest release can be downloaded as mizar-0.90.444.tar.bz2. It can be run online in the free hosting provider OnWorks for workstations.

Download and run online this app named Mizar to run in Linux online with OnWorks for free.

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- 1. Downloaded this application in your PC.

- 2. Enter in our file manager https://www.onworks.net/myfiles.php?username=XXXXX with the username that you want.

- 3. Upload this application in such filemanager.

- 4. Start the OnWorks Linux online or Windows online emulator or MACOS online emulator from this website.

- 5. From the OnWorks Linux OS you have just started, goto our file manager https://www.onworks.net/myfiles.php?username=XXXXX with the username that you want.

- 6. Download the application, install it and run it.

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Mizar to run in Linux online


DESCRIPTION

Mizar is an N-body gravitational simulator. Given a starting setup consisting of the masses, positions, and velocities of any number of objects (conceptually, planets and stars), Mizar calculates and draws how they subsequently move according to their velocities and the influence of each other's gravity.

Requirements:
* KDE 4.4.5
* Qt 4.6.2

Requirements to build:
* KDE 4.4.5 dev files (e.g., provided by kdelibs5-dev in Ubuntu 10.04)
* Qt 4.6.2 dev files (e.g., libqt4-dev on Ubuntu 10.04)
* libgsl (e.g., libgsl0-dev on Ubuntu 10.04)
* cmake
* gcc, g++ 4.4.3
* python 2.6

Features

  • Any number of bodies.
  • Any number of display windows, showing the orbits from different angles and with different magnifications.
  • Define orbits using position and velocity (absolute or relative) or orbital elements (semi-major axis, eccentricity, etc.).
  • Multi-level undo/redo.
  • Adjust the speed of the animation (up to the limits of your computer's ability).
  • Specify the accuracy of the calculations (up to the limit of double-precision floating-point arithmetic).
  • (Limitation) All bodies are considered to be featureless spheres.
  • (Limitation) Newtonian gravity only, no general relativistic corrections.


Audience

End Users/Desktop


User interface

KDE, Qt, X Window System (X11)


Programming Language

C++



This is an application that can also be fetched from https://sourceforge.net/projects/mizar/. It has been hosted in OnWorks in order to be run online in an easiest way from one of our free Operative Systems.


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