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Lami's theorem states that if three forces are in static equilibrium, then the magnitude of each force is proportional to the sine of the angle between the other two forces.

Since the forces are in static equilibrium, they sum to zero. This means that if the force vectors are put end-to-end, they form a triangle.

The "law of sines" applies to any triangle, and states that the length of each side is proportional to the sine of the opposite angle.

Interpreting the sides as force vectors, we get a statement of Lami's theorem.

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11y ago
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8y ago

That there are three coplanar forces that are concurrent and non-collinear which keep an object in static equilibrium.

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7y ago

It permits calculations about three forces acting concurrently when they are in equilibrium.

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7y ago

It can be used to calculate some missing information, such as magnitude or direction of forces, when three concurrent coplanar forces are in equilibrium.

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6y ago

State conditions of lami's theorem

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Q: What are the conditions of lami's theorem?
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