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单词 Penrose tiling
释义
Penrose tiling

Mathematics
  • In the 1970s, Roger Penrose discovered various aperiodic tilings of the plane. The most famous of these uses two different rhombi for tiles. A tiling is aperiodic if there are no non-trivial translations that are symmetries of the tiling and if there are not arbitrarily large periodic sections of the tiling.


Statistics
  • See tessellation.


Chemistry
  • A method of tiling a two-dimensional plane using tiles with fivefold symmetry. Since this type of symmetry is not allowed in crystallography, two types of tile are needed, which are called ‘fat’ and ‘skinny’. Adjacent tiles have to obey certain matching rules. Penrose tiling, named after the British mathematician and physicist Sir Roger Penrose (1931– ), who put forward this idea in 1974, is the two-dimensional analogue of a quasicrystal.


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