Noun Phrase
/əˈbliːk ˈkɔːrdɪnɪts/
"Oblique coordinates" refer to a coordinate system where the coordinate axes are not perpendicular to each other. This system is often used in various branches of mathematics, physics, and engineering, particularly in contexts where traditional Cartesian coordinates are not convenient or applicable. The usage of oblique coordinates may appear in more specialized or advanced texts and discussions rather than in everyday oral speech. They are often encountered in scenarios involving transformations, rotations, or when dealing with non-orthogonal geometries.
This term is relatively specialized, appearing more frequently in written academic and technical contexts than in everyday conversation.
En física, el uso de coordenadas oblicuas puede simplificar el análisis de ciertos problemas relacionados con los vectores de fuerza.
The mathematician explained how to convert from Cartesian coordinates to oblique coordinates in the classroom.
El matemático explicó cómo convertir de coordenadas cartesianas a coordenadas oblicuas en el aula.
Engineers often utilize oblique coordinates in designing structures that do not conform to standard angles.
While "oblique coordinates" is not commonly found in idiomatic expressions, it is helpful to highlight related mathematical or geometrical terms to illustrate how different contexts may incorporate the concept of "oblique."
Traducir entre coordenadas oblicuas y medidas angulares estándar puede ser una tarea complicada para muchos estudiantes.
The architecture firm decided to take an oblique approach to the design, emphasizing uniqueness over conventional symmetry.
La firma de arquitectura decidió adoptar un enfoque oblicuo para el diseño, enfatizando la singularidad sobre la simetría convencional.
In the realm of theoretical physics, navigating between different frameworks can often feel like dealing with oblique coordinates.
The term "oblique" derives from the Latin "obliquus," meaning "slanting" or "indirect." The word "coordinates" comes from Latin "coordinare," which means "to arrange" or "to organize together." The combination of these two terms captures the essence of systems where the axes are not arranged in a standard, direct manner.
This detailed structure outlines the term "oblique coordinates," offering insights into its meaning, usage, and related aspects.