Express angular momentum in vector from
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If we have a system of N particles, each with position vector from the origin given by →ri r → i and each having momentum →pi, p → i , then the total angular momentum of the system of particles about the origin is the vector sum of the individual angular momenta about the origin. That is, →L=→l1+→l2+⋯+→lN.
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Explanation:
- If we have a system of N particles, each with position vector from the origin given by →ri r → i and each having momentum →pi, p → i , then the total angular momentum of the system of particles about the origin is the vector sum of the individual angular momenta about the origin. That is, →L=→l1+→l2+⋯+→lN.
- Angular velocity and angular momentum are vector quantities and have both magnitude and direction. The direction of angular velocity and angular momentum are perpendicular to the plane of rotation.
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