konaç dizgesi

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(Matematik) coordinate system
A reference system used to measure horizontal and vertical distances on a planimetric map A coordinate system is usually defined by a map projection, a spheroid of reference, a datum, one or more standard parallels, a central meridian, and possible shifts in the x- and y- directions to locate x, y positions of point, line, and area feature
A system, based on mathematical rules, used to measure horizontal and vertical distance on a surface, in order to identify the location of points by means of unique sets of numerical or angular values
A recognised reference system for the unique location of a point in space The Cartesian coordinate system and the system of latitude and longitude of the earth are examples of coordinate systems based upon Euclidean geometry A coordinate system is usually defined by a map projection, a spheroid of reference, a datum, one or more standard parallels, a central meridian, and possible shifts in the X and Y directions to locate X,Y positions of point, line, and area features A more complete explanation is available in the Standards Section
A coordinate system is defined, in a particular reference frame (RF), by a choice of origin and orientation of coordinate axes, assumed orthogonal and Cartesian (rectangular) An observer attached to that CS measures distances from that origin and directions relative to those axes
A fixed reference framework superimposed onto the surface of an area to designate the position of a point within it by using x and y coordinates The State Plane Coordinate System and the system of latitude and longitude used on the Earth's surface are common examples
(n ) The particular mathematical system of axes in which points and lines can be plotted by their distance from the origin, or placed at various steps in the viewing pipeline Locations where the x and y (2-D) or the x, y, and z (3-D) coordinates cross are called coordinate points
A method of locating points or positions by assigning numbers to them A three dimensional coordinate system has 3 axes and is used to locate a point or object in space
The system used to measure horizontal and vertical distances on a planimetric map A common coordinate system is used to spatially register geographic data for the same area
A system used to identify locations on a graph or grid Latitude and longitude are an example of a coordinate system
A system to locate a position in two or three dimensional space
A method of representing points in a space of given dimensions by coordinates. Arrangement of reference lines or curves used to identify the location of points in space. In two dimensions, the most common system is the Cartesian (after René Descartes) system. Points are designated by their distance along a horizontal (x) and vertical (y) axis from a reference point, the origin, designated (0, 0). Cartesian coordinates also can be used for three (or more) dimensions. A polar coordinate system locates a point by its direction relative to a reference direction and its distance from a given point, also the origin. Such a system is used in radar or sonar tracking and is the basis of bearing-and-range navigation systems. In three dimensions, it leads to cylindrical and spherical coordinates
a method for expressing location In two-dimensional coordinate systems, locations are expressed by a column and row, also called x and y
Any system of assigning planar or spatial positions to objects Compare Cartesian coordinate system, polar coordinate system, spherical coordinate system
Coordinate systems are reference frames that represent relative locations on Earth
Geometric relation used to denote the location of a point in 3D space The most common is the Cartesian or rectangular coordinate system, whereby points are located by traversing the x-, y-, and z-axes of 3D space Normally the origin of the coordinate system is defined as 0,0,0 Other coordinate systems can more easily express the coordinates of specific geometric shapes For example, you can use a spherical coordinate system to locate points on the surface of a sphere and a cylindrical coordinate system to locate points on the face of a cylinder
The system used to measure horizontal and vertical distances on a planimetric map In a GIS, it is the system whose units and characteristics are defined by a map projection A common coordinate system is used to spatially register geographic data for the same area See map projection
A reference system for defining points on the earth's surface A coordinate system can be planar (flat) or nonplanar (spherical) The Cartesian system (x,y) is an example of a planar coordinate system Latitude and longitude (expressed as angles) is an example of a nonplanar coordinate system A common coordinate system is used to spatially register geographic data for the same area
– the system for assigning the numbers needed to define the location of a point in a reference frame
A rule of correspondence by which two or more quantities locate points unambiguously and which satisfies the further property that points unambiguously determine the quantities; for example, the usual Cartesian coordinates x, y in the plane
A PMAC coordinate system is a logical aggregate of PMAC motors It is used to allow a synchronized movement of the motors The PMAC allows up to 8 coordinate system definitions A coordinate system may have 1 to 8 motor assignments Only one motion program is allowed to run in a coordinate system
konaç dizgesi
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