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3D Rotations and Quaternions vs ParametricArt Usage & Stats

3D Rotations and Quaternions is an interactive tool for users who work with 3D orientation math in graphics, roboticsor simulation. It provides precise computations, clean visualizations, and fast conversions between the standard rotation representations. Features include: • Conversion between Euler angles, axis–angle, quaternions, and rotation matrices • Interactive 3D visualization and rotation animation • Quaternion interpolation (LERP and SLERP) • Rotation of user-defined points by user-defined quaternions • Determination of a quaternion that rotates vector v into vector w • Composition of up to 10 sequential quaternion rotations • Quaternion generation from constant angular velocity and time • Reflection of a point across a plane Feedback and suggestions: graphmath@aol.com
  • Apple App Store
  • Free
  • Education

Store Rank

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ParametricArt: Where Math Meets Mesmerizing Art ParametricArt is your portal to a captivating world where math transforms into stunning visuals! This project delves into generative art, specifically algorithmic art, using the power of parametric equations. Your journey begins with a clear and engaging explanation of parametric equations, equipping you with the foundational knowledge. Then, step into an interactive art gallery! Here, four unique, animated curves, each generated by a different equation, come alive before your eyes. Witness firsthand the magic of math translated into mesmerizing animations. But ParametricArt is more than just a gallery. Through interactive exploration, it ignites your curiosity in mathematics and its potential to create captivating visuals. As you engage with the art, you'll discover the possibilities that lie at the intersection of math and creativity. Ready to unleash your inner artist and mathematician? Let ParametricArt be your guide on this journey of discovery!
  • Apple App Store
  • Free
  • Education

Store Rank

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3D Rotations and Quaternions vs. ParametricArt ranking comparison

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3D Rotations and Quaternions VS.
ParametricArt

January 18, 2026