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🔬 Euler'S Equations Of Motion - Scientific Definition

📚 What you'll learn:
Euler's equations of motion describe the rotation of a rigid body in a three-dimensional space. They express how the angular velocity of the body changes over time due to the applied torques and its moment of inertia. These equations are foundational in understanding rotational dynamics.

🎯 This video explains the concept of Euler's equations of motion in an easy-to-understand way, perfect for students and science enthusiasts.

📖 Topics covered:
• Definition and explanation
• Real-world examples
• Key concepts and principles

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📐 Formula: I₁ω̇₁ = (I₂ - I₃)ω₂ω₃ + τ₁; I₂ω̇₂ = (I₃ - I₁)ω₃ω₁ + τ₂; I₃ω̇₃ = (I₁ - I₂)ω₁ω₂ + τ₃