Adjectives for Coordinates

Adjectives For Coordinates

Discover the most popular adjectives for describing coordinates, complete with example sentences to guide your usage.

Updated on March 16, 2024

Navigating the intricate world of geometry, the term coordinates often comes accompanied by a set of descriptive adjectives, each unravelling a unique aspect of its representation. From the precise angles in cartesian and rectangular systems to the more complex dimensions in polar, spherical, and cylindrical frameworks, these adjectives do more than just define; they elucidate the spatial relationships within various geometrical spaces. Understanding these nuances not just broadens our mathematical lexicon but deepens our spatial awareness, paving the way for advanced geometrical insights. Explore the rich tapestry of adjectives that give color and context to coordinates, illuminating its multifaceted nature.
cartesianThe point (3, 4) is plotted on the cartesian coordinates
rectangularThe rectangular coordinates of the point are (x, y)
polarThe position of the point on the plane can be represented by polar coordinates
sphericalThe three-dimensional coordinates of a point in spherical coordinates are the distance from the origin, the angle from the positive z-axis, and the angle from the positive x-axis.
cylindricalThe cylindrical coordinates of the point are (r, θ, z).
spatialThe robot's movements were determined by its spatial coordinates
generalizedThe positions of the particles in a mechanical system can be described by a set of generalized coordinates
normalQuantum mechanical models employ normal coordinates instead of classical generalized coordinates.
localThe local coordinates were used to determine the position of the object.
curvilinearThe problem can also be formulated in curvilinear coordinates
homogeneousHomogeneous coordinates are a system of coordinates used in projective geometry.
internalThe internal coordinates of a molecule are the bond lengths, bond angles, and dihedral angles.
relativeThe position of the object is described by relative coordinates regarding to the origin of robot's Cartesian coordinate frame.
atomicThe atomic coordinates of the crystal structure were determined by X-ray diffraction.
geographicIts location is defined by the geographic coordinates 49.9975° N, 9.9372° E.
dimensionalThe spaceship jumped to dimensional coordinates 4, 7, and -2.
geographicalI found the geographical coordinates of the hidden treasure.
orthogonalThe orthogonal coordinates were calculated using the dot product.
logarithmicThe graph is plotted using logarithmic coordinates
absoluteThe cursor position is (10, 20) in absolute coordinates
globalThe location of the object can be identified by its global coordinates
independent
horizontal
angularThe angular coordinates of the star are right ascension 12h 34m 56.7s and declination -11° 12′ 34.5″.
correspondingThe data points had corresponding coordinates in the two-dimensional space.
exactThe exact coordinates of the treasure are marked on the map.
nuclear
jointThe joint coordinates were updated after the IK solver moved the robot arm.
initialThe initial coordinates were not clear.
verticalThe location was denoted by vertical coordinates
principalWe used principal coordinates to visualize the relationships between the samples.
timeThe time coordinates are 12:00 PM UTC.
barycentricThe three axes of a coordinate system can be characterized by their barycentric coordinates
fixedThe meeting was held at fixed coordinates
geodeticThe geodetic coordinates of the point are latitude 38.898556 and longitude -77.037852.
normalizedThe image's dimensions have been converted to normalized coordinates
celestial
canonicalAstronomers often use a set of 'canonical coordinates' to describe the orbital motion of extra-solar planets.
preciseThe treasure map led us to the excavation site with precise coordinates
linearThe linear coordinates of the point were (3,-5).
collectiveThe collective coordinates of the system are the positions and momenta of the particles.
lagrangianThe lagrangian coordinates are defined as the coordinates of the particles in the reference configuration.
galacticThe astronomers observed the object at galactic coordinates of 17 hours, 45 minutes, and 27 seconds in right ascension and -28 degrees, 53 minutes, and 27 seconds in declination.
geocentricAstronomers formerly used geocentric coordinates to describe celestial bodies' positions.
equatorialThe telescope was set to equatorial coordinates allowing it to track celestial objects as they moved across the night sky.
modalThe modal coordinates of the system were determined using the finite element method.
dimensionlessThe dimensionless coordinates of the object are (0.5, 0.5).
projectiveProjective coordinates are widely used in computer graphics and geometry.
thermodynamicThe thermodynamic coordinates of a system are its temperature, pressure, and volume.
logicalThe logical coordinates do not reference where the boat actually is.
triangularThe triangular coordinates of a point in a plane are the distances from the point to the three sides of a triangle.
temporalThe temporal coordinates of the event are 1985 and 2011.
positionalThe GPS device indicated the pirate treasure's positional coordinates
inertialInertial coordinates are frames of reference that are not accelerating.
spaceThe spacecraft's position was updated with new space coordinates
electronicThe electronic coordinates were used to locate the submarine.
nodalThe nodal coordinates of the system (x_1, x_2, ..., x_n) are uniquely determined by the initial conditions.
ellipticThe elliptic coordinates are a three-dimensional orthogonal coordinate system that is used to describe the location of a point in space.
spheroidalThe researchers found that the gravitational field near a black hole has the same spheroidal coordinates as the field near a star.
fractionalThe fractional coordinates of the atom are 0.25, 0.25, and 0.25.
parallelThe parallel coordinates are plotted in a two-dimensional space.
parabolicThe parabolic coordinates are a two-dimensional orthogonal coordinate system that is used to solve Laplace's equation in two dimensions.
rectilinearThe position of the point is given by the rectilinear coordinates (3, 5).
generalisedThe Lagrangian formulation of classical mechanics uses generalised coordinates to describe the system's configuration.
semilogarithmicThe data is plotted on semilogarithmic coordinates with the x-axis representing the independent variable and the y-axis representing the dependent variable.
isentropicisentropic coordinates are a type of vertical coordinate that is defined by surfaces of constant potential temperature.
eulerianThe eulerian coordinates of the fluid flow are given by the velocity field.
arbitraryThe spacecraft was directed to move to arbitrary coordinates in deep space.
intrinsicThe surface of a cylindrical shell can be described using intrinsic coordinates
ellipsoidalThe ellipsoidal coordinates are defined by three parameters: \(\lambda\), \(\mu\), and \(\nu\).

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