Euler's Rotation Theorem

T. Verhoeff

Euler's Rotation Theorem

T. Verhoeff

Research output: Non-textual form › Software › Professional

Abstract

Drag the 3D graphic; then you can use the "drag... twist" control. No matter how an object changes position about its center, it can always be brought back to its original position with a single rotation. This Demonstration reveals the required rotation angle and rotation axis.

Original language	English
Publisher	Wolfram Demonstrations Project
Publication status	Published - 2014

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title = "Euler's Rotation Theorem",

abstract = "Drag the 3D graphic; then you can use the {"}drag... twist{"} control. No matter how an object changes position about its center, it can always be brought back to its original position with a single rotation. This Demonstration reveals the required rotation angle and rotation axis.",

author = "T. Verhoeff",

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language = "English",

publisher = "Wolfram Demonstrations Project",

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PY - 2014

Y1 - 2014

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AB - Drag the 3D graphic; then you can use the "drag... twist" control. No matter how an object changes position about its center, it can always be brought back to its original position with a single rotation. This Demonstration reveals the required rotation angle and rotation axis.

UR - http://demonstrations.wolfram.com/EulersRotationTheorem/

M3 - Software

PB - Wolfram Demonstrations Project

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Euler's Rotation Theorem

Abstract

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