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In classical architecture, a metope (μετόπη) (pronounced 'met-a-(,)pee) is a rectangular architectural element that fills the space between two triglyphs in a Doric frieze, which is a decorative band of alternating triglyphs and metopes above the architrave of a building of the Doric order. Metopes often had painted or sculptural decoration; the most famous example are the 92 metopes of the Parthenon, some of which depict the battle between the Centaurs and the Lapiths. The painting on most metopes has been lost, but sufficient traces remain to allow a close idea of their original appearance. In terms of structure, metopes may be carved from a single block with a triglyph (or triglyphs), or they may be cut separately and slide into slots in the triglyph blocks as at the Temple of Aphaea. Sometimes the metopes and friezes were cut from different stone, so as to provide color contrast. Although they tend to be close to square in shape, some metopes are noticeably larger in height or in width. They may also vary in width within a single structure to allow for corner contraction, an adjustment of the column spacing and arrangement of the Doric frieze in a temple to make the design appear more harmonious. The triglyph frieze is part of the Doric order, found in ancient Greece in the 7th century BC and was mainly used in temple architecture. But even later, the Doric order and with it the metopes were used as a structuring and decorative principle of order in Greek architecture. In the early days, the metopes were open and could contain vases or sacrificial skulls. Later, the free spaces were closed with panels made of different materials. These plates could be painted or provided with reliefs. MRSAS PA 14 09 2018 31.jpg|Triglyphs and metopes from the [[Temple C (Selinus)]] at [[Selinus]], {{circa|560 BC}}, in the [[Antonino Salinas Regional Archeological Museum]] ([[Palermo]], [[Italy]]) File:Metope-1.jpg|A metope (L) and triglyph (R) cut from one block from Stratos File:Metope-2.

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Triglyph

Triglyph is an architectural term for the vertically channeled tablets of the Doric frieze in classical architecture, so called because of the angular channels in them. The rectangular recessed spaces between the triglyphs on a Doric frieze are called metopes. The raised spaces between the channels themselves (within a triglyph) are called femur in Latin or meros in Greek. In the strict tradition of classical architecture, a set of guttae, the six triangular "pegs" below, always go with a triglyph above (and vice versa), and the pair of features are only found in entablatures of buildings using the Doric order.

Temple of Aphaea

The Temple of Aphaia (Ναός Αφαίας) or Afea is located within a sanctuary complex dedicated to the goddess Aphaia on the Greek island of Aigina, which lies in the Saronic Gulf. Formerly known as the Temple of Jupiter Panhellenius, the great Doric temple is now recognized as dedicated to the mother-goddess Aphaia. It was a favourite of the Neoclassical and Romantic artists such as J. M. W. Turner. It stands on a c. 160 m peak on the eastern side of the island approximately 13 km east by road from the main port.

Tuscan order

The Tuscan order (Latin Ordo Tuscanicus or Ordo Tuscanus, with the meaning of Etruscan order) is one of the two classical orders developed by the Romans, the other being the composite order. It is influenced by the Doric order, but with un-fluted columns and a simpler entablature with no triglyphs or guttae. While relatively simple columns with round capitals had been part of the vernacular architecture of Italy and much of Europe since at least Etruscan architecture, the Romans did not consider this style to be a distinct architectural order (for example, the Roman architect Vitruvius did not include it alongside his descriptions of the Greek Doric, Ionic, and Corinthian orders).

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