Rotációs

Rotációs is an adjective meaning related to rotation or the turning of an object around an axis. In Hungarian, the noun rotáció denotes rotation, and the suffix -s forms the adjective. The term is used across several disciplines to describe motion, symmetry, or components involved in turning.

In physics, rotational motion concerns angular velocity, angular acceleration, and torque. Rotational dynamics study how forces cause objects to spin and how angular momentum and moment of inertia govern motion. Rotational transformations describe how coordinates change under turning about an axis, with common mathematical representations including rotation matrices and quaternions for three-dimensional space.

In geometry and mathematics, rotations preserve distances and angles. A plane rotation is determined by an angle and an origin, and in three dimensions rotations can be expressed through Euler angles, axis-angle representations, or quaternions. Rotational symmetry characterizes figures that look the same after being rotated by certain angles.

In technology and engineering, rotary systems rely on rotational motion, such as gears, shafts, turbines, and electric motors. In astronomy, the rotation of planets and stars affects day length, climate, and dynamical behavior of celestial bodies. The term Rotációs appears in product descriptions and scientific contexts to indicate rotational capabilities, components, or properties.