Used Zhu3D for openSUSE (32-bit) for Linux?


Zhu3D for openSUSE (32-bit) Analysis

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Zhu3D for openSUSE (32-bit) is a free animation software designed for Linux systems. It allows users to create 3D animations with a user-friendly interface and a variety of tools. The program supports multiple features such as modeling, rendering, and animation, catering to both beginners and experienced animators. Users can take advantage of its extensive library of textures and models to enhance their projects.

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This software is specifically tailored for the openSUSE distribution in a 32-bit version, making it accessible for users with compatible systems. Zhu3D facilitates the creation of animated graphics through its intuitive design and robust functionality. Its open-source nature invites contributions from the community, promoting continuous improvement and updates.


Used Zhu3D for openSUSE (32-bit) for Linux?


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Full Specifications

GENERAL
Release
Latest update
Version
4.2.6
OPERATING SYSTEMS
Platform
Linux
Operating System
openSUSE
Additional Requirements
openSUSE 12.3
POPULARITY
Total Downloads
20
Downloads Last Week
0

Report Software

Last Updated


Developer’s Description

Visualize explicit functions, parametric systems, and surfaces with a mathematical function viewer.
Zhu3D for openSUSE (32-bit) is an interactive OpenGL-based mathematical function viewer. You can visualize explicit functions, parametric systems, and ISO surfaces. The viewer supports zooming, scaling, and rotating as well as filed lighting or surface properties. Special effects are animations, transparency, textures, fog, and motion blur. Equation systems can be solved with a fast adaptive search. Zhu3D for openSUSE (32-bit) provides you with up to eight background settings, lights, wire-modes, or illumination models. For picture rendering and textures all common formats are recognized. User-defined functions can have any amount of parameters, can be nested or recursive. For special purposes if-clauses and Boolean operators are supported. ISO surfaces can use different volume-based algorithms.

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