polyhedral

/'pɔli'hedrəl/ Cách viết khác : (polyhedric) /'pɔli'hedrik/
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polyhedral

A child builds a polyhedral shape with colorful magnetic tiles.

Definition
  1. Adjective:
    • Relating to or having the form of a polyhedron: Describes something that is of, pertaining to, or resembling a polyhedron—a solid geometric figure with many (typically more than six) plane faces.
Usage and Examples
  • Adjective:
    • The geodesic dome is a classic example of a polyhedral structure.
    • In geometry class, we studied the properties of various polyhedral shapes like dodecahedrons and icosahedrons.
    • The artist created a stunning sculpture with a complex polyhedral form.
Advanced Usage
  • "Polyhedral model": A three-dimensional representation or structure composed of interconnected polygonal faces.
    • The architect used a polyhedral model to visualize the building's unique facade.
  • "Polyhedral symmetry": Refers to the symmetrical properties exhibited by polyhedra.
    • The virus capsid exhibits a high degree of polyhedral symmetry.
Variants and Related Words
  • Polyhedron (n): The three-dimensional solid figure itself.
    • A cube is the most common example of a regular polyhedron.
  • Polyhedric (adj): An alternative, less common adjective form with the same meaning as 'polyhedral'.
  • Polyhedra (n, plural): The plural form of polyhedron.
Synonyms
  • Multifaceted: Having many faces or aspects. (Note: While often used figuratively, it can describe literal geometric forms.)
  • Geometric solid: A general term for three-dimensional figures bounded by planes.
Related Terms and Concepts
  • Face: One of the flat surfaces of a polyhedron.
  • Edge: The line segment where two faces of a polyhedron meet.
  • Vertex (pl. Vertices): A corner point where edges of a polyhedron meet.
  • Platonic Solid: A special type of regular, convex polyhedron where all faces are congruent regular polygons.
polyhedral

A child builds a polyhedral shape with colorful magnetic tiles.

Adjective
  1. of or relating to or resembling a polyhedron