Noun
/ɡaʊs kənˈfɔr.məl prəˈdʒɛk.ʃən/
The Gauss conformal projection is a type of map projection employed in cartography primarily designed for visualizing geographic areas while preserving angles, making it a conformal projection. It is particularly useful for small regions and is often used in topographic mapping. This projection is notable for its ability to maintain the shapes of small areas to a high degree of accuracy but distorts areas and distances when viewed on a larger scale.
The term is relatively specialized, primarily found in written context, particularly in geographic, cartographic, and scientific literature. While it might not be used frequently in everyday conversation, it is common in academic and professional discussions related to geography.
The Gauss conformal projection is essential for accurately depicting topographic features.
Проекция Гаусса-Конформальная имеет первостепенное значение для точного отображения топографических особенностей.
Many cartographers prefer the Gauss conformal projection for mapping purposes due to its angle-preserving properties.
Многие картографы предпочитают проекцию Гаусса-Конформальную для картографических целей благодаря её свойствам по сохранению углов.
When creating a map of a small region, the Gauss conformal projection is often the preferred choice.
При создании карты маленького региона проекция Гаусса-Конформальная часто является предпочтительным выбором.
While the phrase "Gauss conformal projection" does not have commonly recognized idiomatic expressions associated with it, it is part of a broader vocabulary within the field of cartography.
"To make a map is to draw the world into our categories, much like with a Gauss conformal projection."
"Создать карту — это нарисовать мир в наших категориях, подобно проекции Гаусса."
"Geographers often lean towards the Gauss conformal projection when detailing their findings."
"Географы часто наклоняются к проекции Гаусса при детальном описании своих находок."
"The Gauss conformal projection helps to navigate the complexities of cartographic representation."
"Проекция Гаусса-Конформальная помогает ориентироваться в сложностях картографического представления."
The term is named after Carl Friedrich Gauss, a German mathematician and physicist, who made significant contributions in various areas, including statistics and geometry. The term "conformal" derives from the Latin word "conformis," meaning "having the same shape," which reflects the projection’s ability to maintain angles.
This information provides a comprehensive overview of the Gauss conformal projection, its applications, significance in cartography, and associated linguistic elements.