No exact match translations found for 'curvature' in bodo.
Word 'curvature' in Other Languages
- curvature in Assamese অসমীয়া
- curvature in Bengali বাংলা
- curvature in Bodo बड़ो
- curvature in Dogri डोगरी
- curvature in English
- curvature in Gujarati ગુજરાતી
- curvature in Hindi हिन्दी
- curvature in Kannada ಕನ್ನಡ
- curvature in Kashmiri कॉशुर
- curvature in Konkani कोंकणी
- curvature in Maithili মৈথিলী
- curvature in Malayalam മലയാളം
- curvature in Manipuri মৈতৈলোন্
- curvature in Marathi मराठी
- curvature in Nepali नेपाली
- curvature in Oriya ଓଡ଼ିଆ
- curvature in Punjabi ਪੰਜਾਬੀ
- curvature in Sanskrit संस्कृतम्
- curvature in Santali
- curvature in Sindhi سنڌي
- curvature in Tamil தமிழ்
- curvature in Telugu తెలుగు
- curvature in Urdu اُردُو
Curvature
Part of Speech
Noun
Pronunciation
/ˈkɜːvətʃər/ (KUR-vuh-cher)
Definitions
- Noun: The state or quality of being curved, especially the amount by which something curves. In mathematics, it refers to the degree of bending of a curve or surface.
- Noun (geometry): The property of a curve or surface that measures how much it deviates from being straight or flat, typically defined as the rate of change of the tangent.
- Noun (architecture): The curvature in architectural design refers to the rounded forms or edges in structures like arches, domes, and other elements.
Usage Examples
- "The curvature of the road made driving more difficult in the rain."
- "In geometry, the curvature of a circle is constant and defined by its radius."
- "The building's curved glass walls added a modern touch with an emphasis on curvature."
Etymology
The word "curvature" comes from the Latin "curvatura," which means "a bending" or "a curvature," from "curvare," meaning "to bend." The suffix "-ure" indicates the state or quality of being curved. The word began to be used in English in the 14th century to describe physical bending and has expanded in scope to include both mathematical and architectural contexts.
Synonyms
- Bend
- Arc
- Curve
- Flexion
- Turn
Antonyms
- Straightness
- Flatness
- Levelness
- Straight
- Unbending
Translations
Language | Translation | Pronunciation |
---|---|---|
Spanish | Curvatura | koor-va-TOO-rah |
French | Courbure | koor-BYOOR |
German | Krümmung | KROO-mung |
Hindi | वक्रता (Vakrata) | VAK-rah-tah |
Chinese (Mandarin) | 曲率 (Qūlǜ) | CHEW-loo |
Japanese | 湾曲 (Wankyoku) | wahn-KYOH-koo |
Russian | Изгиб (Izgib) | iz-GEEB |
Regional Pronunciation Variations
In English, the pronunciation of "curvature" remains largely consistent across regions, with slight variations in stress. In British English, the stress is generally placed more equally across the syllables, while in American English, the primary stress is on the first syllable, "KUR-vuh-cher."
Historical Usage
The concept of curvature has been known since ancient times, particularly in the study of geometry. In classical Greek and Roman architecture, the curvature of arches was a defining feature of their engineering prowess. Over the centuries, the study of curvature expanded into mathematics, with prominent figures like Archimedes and later, Isaac Newton, contributing to its theoretical understanding. Today, the study of curvature plays a critical role in fields ranging from architecture to physics and computer science.
Cultural Nuances
The concept of curvature has different cultural meanings. In Western cultures, curved lines are often associated with elegance, fluidity, and grace. In architecture, curves are frequently used in designs to evoke a sense of grandeur and modernity, as seen in the work of architects like Frank Gehry. In contrast, in Eastern cultures, especially in Japanese art and design, curves often represent harmony with nature and are used to complement natural landscapes, like in traditional Japanese gardens or tea ceremony utensils.
More Information
Curvature is a fundamental concept that spans many disciplines, including mathematics, engineering, and the arts. In mathematics, curvature is used to describe the bending of curves, surfaces, and shapes, and is crucial in understanding concepts like differential geometry and the shape of the universe. In architecture, curvatures help shape iconic structures like arches, domes, and modern skyscrapers, while in art, they have been used for centuries to depict beauty and movement. The importance of curvature continues to grow as technology advances and new areas of study, like computer graphics and virtual reality, utilize these concepts in groundbreaking ways.