Forgásszimmetriálisnak

Forgásszimmetriálisnak is a Hungarian term that translates to "rotationally symmetric" in English. It describes an object or figure that appears unchanged after a certain degree of rotation around a fixed point or axis. This means that if you rotate the object by a specific angle, it will look exactly the same as it did before the rotation.

The degree of rotational symmetry is determined by the smallest angle of rotation that leaves the object invariant. For example, a square has rotational symmetry of order 4, meaning it looks the same after rotations of 90, 180, and 270 degrees. A circle, on the other hand, has infinite rotational symmetry, as it looks the same after any angle of rotation.

Objects that are forgásszimmetriálisnak are often found in nature, such as the petals of some flowers, snowflakes, and the arrangement of planets around a star. This type of symmetry is also frequently utilized in art, design, and architecture to create visually pleasing and harmonious forms. Understanding rotational symmetry is fundamental in various scientific fields, including geometry, crystallography, and physics, where it helps describe the properties and behaviors of different systems.