Triangulated: meaning, definitions and examples
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triangulated
[ traɪˈæŋɡjʊˌleɪtɪd ]
mathematics, geometry
Triangulated refers to the process of dividing a shape or area into triangles for analysis or calculation. In geometry, this is a common method used for simplifying complex shapes into manageable forms. By triangulating a shape, mathematicians can efficiently calculate areas, volumes, and other properties. It is also used in computer graphics and finite element analysis to create meshes that approximate surfaces.
Synonyms
broken down, divided, segmented.
Examples of usage
- The engineer triangulated the structure to assess its stability.
- In computer graphics, the image was triangulated for rendering.
- He triangulated the land to determine property boundaries.
Translations
Translations of the word "triangulated" in other languages:
🇵🇹 triangulado
🇮🇳 त्रिकोणीय
🇩🇪 trianguliert
🇮🇩 dijadikan segitiga
🇺🇦 трикутний
🇵🇱 trójkątny
🇯🇵 三角形の
🇫🇷 triangulé
🇪🇸 triangulado
🇹🇷 üçgenleştirilmiş
🇰🇷 삼각형으로 된
🇸🇦 مثلثي
🇨🇿 trojúhelníkový
🇸🇰 trojuholníkový
🇨🇳 三角形的
🇸🇮 trikotni
🇮🇸 þríhyrndur
🇰🇿 үшбұрышты
🇬🇪 სამკუთხა
🇦🇿 üçbucaq
🇲🇽 triangulado
Etymology
The word 'triangulated' originates from the root word 'triangle,' which comes from the Latin 'triangulum,' meaning 'three corners or angles.' The prefix 'tri-' signifies three, while 'angulum' is derived from 'angle.' The use of 'triangulate' in its verb form likely saw its beginnings in mathematics and surveying, whereby the method was employed to accurately measure distances and angles. Over time, the term has found applications in diverse fields such as engineering, computer graphics, and even social sciences, where it can mean to ascertain relationships or data points through triangular relationships or connections. The concept of triangulation as a mathematical process has been integral in the development of cartography and spatial reasoning, enabling more efficient design and understanding in complex scenarios.