Angular Momentum: Explained | A Guide for Beginners

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Momentum, often referred to as linear momentum, is defined as the product of an object's mass and its velocity, represented mathematically as p=mv. Angular momentum, denoted by "L," pertains to rotating objects and is calculated using the mass of the object, the radius of its circular path, and its angular velocity. Both types of momentum are conserved in closed systems, meaning the total momentum remains constant during interactions like collisions. Understanding these concepts is crucial for grasping dynamics in physics. Overall, momentum plays a key role in analyzing motion and interactions in various physical scenarios.
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What is angular momentum? And what is momentum in general? This term appears all the time on this board and I dare not try the search engine to find an explanation. I have tried, but I understand none.
Please, if there are any foreign words in your explanations, explain them too.
 
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There are two things to know about - linear momentum and angular momentum.

Linear momentum is usually just called momentum. Mathematically, it is the product of an object's mass and velocity. It is usually represented by the letter "p", as in p=mv. Qualitatively, it is hard to describe. It is a capacity to keep going I suppose, but that is not very satisfying.

Angular momentum, usually represented by "L" is a bit more complicated. It relates mostly to spinning things. Consider a kid whiling a rock around on the end of a string in a big circle. The angular momentum would be a product of the mass of the rock, the length of the string and the angular velocity (degrees per second) of the whirling. The angular momentum of more comlicated objects is determined by assuming that they are made up of an infinite number of infinitesmal whirling bits.

Momentum is interesting, because, in a closed system it is conserved. When 2 things collide, they may change speeds, but the total momentum of the system will stay the same.

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