Software Listing: Cartesian

ECEF2LLA - convert earth-centered earth-fixed (ECEF) cartesian coordinates to latitude, longitude, and altitude. USAGE: [lat,lon,alt] = ecef2lla(x,y,z) lat = geodetic latitude (radians) lon = longitude (radians) alt = height above WGS84 ellipsoid (m) x = ECEF X-coordinate (m) y = ECEF Y-coordinate (m) z = ECEF Z-coordinate (m) Notes: This function assumes the WGS84 model. Latitude is customary geodetic (not geocentric). Michael Kleder, April 2006.

  • Platform: Matlab, Scripts
  • Rt-Plot
  • License: Shareware
  • Price: 50
  • Rating

Rt-Plot is a tool to generate Cartesian X/Y-plots from scientific data. You can enter and calculate tabular data. View the changing graphs, including linear and non linear regression, interpolation, differentiation and integration, during entering. Rt-Plot enables you to create plots fast and easily. The options can be changed interactively. A powerful reporting module generates ready to publish documents..

  • Publisher: Rt-Science
  • Date: 16-05-2003
  • Size: 7442 KB
  • Platform: WinOther

Cartesian coordinates, spherical coordinates und cylindrical coordinates can be transformed into each other. (5 languages, 2 and 3 dimensions).

  • Platform: Win2000, WinOther

A compilation of components for Borland and CodeGear Delphi and C++ compilers for generating Cartesian X/Y-plots from scientific and financial data. It supports a large variety of axis scaling types, series, calculated line legends, movable markers, etc., and thus gives you a tool for generating scientific and financial graphing programs easily, while retaining numerous options for tailoring the end product to the requirements of you and your customers.* Plots as easy as creating arrays* Fully working program within a few minutes see example* From online data acquisition graphing to stock charting applications* Unlimited number of secondary axis* Lines, point symbols, error indicators, arrows, bars, bubbles, OHLC (western plot), candle stick* Linear and non linear regression, interpolation, differential, integral* Auto updating, auto...

  • Publisher: Rt-Science
  • Date: 15-10-2009
  • Size: 14796 KB
  • Platform: Win2000, WinOther
  • PlotPad
  • License: Shareware
  • Price: 90
  • Rating

PlotPad is a .net component that provides a visual control to visualize data in cartesian plots. Developers of WinForms applications can easily create xy-, yt- or scope-plots by simply feeding the component with their data. PlotPad has a lot of powerful functions and allows developers to concentrate on their main task. Built-in dialogs, clipboard support, context menu, toolbar and other features let the user interact with the component. Easy usage, full documentation and online-help enable programmers to utilize PlotPad and implement solutions fast..

  • Platform: Win7 x32, WinOther, WinVista

Displays graphs of algebraic functions in a variety of forms. These include polar and cartesian co-ordinates, parametric and intrinsic functions. A wide range of functions are built-in, from simple trig and hyperbolic functions to things such as the ceil and gamma functions. On-screen HTML help is bulit-in.

Functions can be defined such as
f(x)= 1 + x
These can be of unlimited complexity, and can refer to other functions such as
g(x) = f(x) + 2*x
Other variables can be set up, so we can define for example
f(x) = m*x + c
and then vary m and c and see the change to the graph.

  • Platform: Win2000, WinOther

A JavaScript component that allows an ordinary HTML table to be visually browsed both in the 'X' and 'Y' axis, as a Cartesian Coordinate System. Highlights it's rows, columns and/or single cells and allows the user to mark and unmark them..

  • Platform: Linux, Mac OS X, WinOther

This code takes an expression for a normalized AF in spherical coordinates and creates a 3D plot in cartesian coordinates. Examples are specific to Antenna Theory and Design (2nd Ed) by Stutzman and Thiele..

  • Publisher: Eve Klopf
  • Date: 14-04-2013
  • Size: 10 KB
  • Platform: Matlab, Scripts

This code takes an input of a set of given (x,y) points in the Cartesian coordinates and returns the center and radius of the minimum circle enclosing the points. This code is based on that of Yazan Ahed, and contains no changes in the algorithm but only in the structure. The previous code was written based on the very nice Java applet found here: http://heyoka.cs.uiuc.edu/~thite/mincircle/ Credit are due mainly to author of the applet..

  • Platform: Matlab, Scripts

A variation of Matlab's sph2cart, that transforms a vector of radar coordinates (Range, Azimuth, Elevation) to Cartesian coordinates (East, North, Up). Note the different definition of radar coords vs. spherical coords, which require this different function (see exact definitions within the help comment). input format #1: [...] = rae2xyz(range, azimuth, elevation) input format #2: [...] = rae2xyz(rae) output format #1: [east, north, up] = rae2xyz(...) output format #2: xyz = rae2xyz(...) The input coordinates may be either singular values or a vector of coordinate points. Use the corresponding xyz2rae function for the reverse transformation.

  • Platform: Matlab, Scripts
  • xyz2rae
  • License: Freeware
  • Price: 0.00
  • Rating

A variation of Matlab's cart2sph, that transforms a vector of Cartesian coordinates (East, North, Up) to radar coordinates (Range, Azimuth, Elevation). Note the different definition of radar coords vs. spherical coords, which require this different function (see exact definitions within the help comment). input format #1: [...] = xyz2rae(x,y,z) input format #2: [...] = xyz2rae(xyz) output format #1: [range, azimuth, elevation] = xyz2rae(...) output format #2: rae = xyz2rae(...) The input coordinates may be either singular values or a vector of coordinate points. Use the corresponding rae2xyz function for the reverse transformation.

  • Platform: Matlab, Scripts

Generate a Cartesian coordinates of the cubed-sphere of radius 1 the grid is gnomonic equiangular/equidistance central projection Inspired from this thread http://www.mathworks.com/matlabcentral/new...w_thread/258457.

  • Platform: Matlab, Scripts

tensorRelightingDemo.m demonstrates the use of the Cartesian Tensor basis for facial Apparent BRDF (ABRDF) estimation and subsequent relighting. Given a few images of a face under different point source illuminations, the included code for ABRDF estimation can interpolate and extrapolate them to generate new images. Please cite the following paper if you find this code useful: Ritwik Kumar, Angelos Barmpoutis, Arunava Banerjee, Baba C. Vemuri, 'Non-Lambertian Reflectance Modeling and Shape Recovery of Faces using Tensor Splines', IEEE Transactions on Pattern Analysis and Machine Intelligence (PAMI), 2009.

  • Platform: Matlab, Scripts

plot3AniAnaglyph(S,params) produces an anaglyph (red/cyan 3D) plot3 animation of the of arguments in cartesian coordinates (S = [X,Y,Z]). The animation includes the evolution and rotation of the arguments confined to a 1x1x1 cube centered at (0,0,0)..

  • Platform: Matlab, Scripts

Polar to Complex and vice versa. Cmplx2Polar -> Coverts from Complex to Polar (Cartesian) form. Polar2Cmplx -> Coverts from Polar (Cartesian) to Complex form..

  • Platform: Matlab, Scripts

03 Mar 2012 (Updated 06 Mar 2012) Function to generate a listing of the coordinates for a specified Cartesian space. A = ENUM_COORDS(X) returns the matrix elements of a 2D region, where X contains a 4-element vector, X=[x y width height], representing the bounding box containing the set of 2D coordinates. A = ENUM_COORDS(X,Y) returns the matrix elements of a 3D region, where both X and Y are 4-element vectors representing two bounding boxes, X =[x y width height] and Y =[x z width depth] which overlap to specify a 3D region. With scalar inputs: A = ENUM_COORDS(N,M,P) returns a matrix of size [m*n*p,3] containing the integer coordinate values for the matrix elements of the 3D region.

  • Publisher: DS
  • Date: 25-04-2013
  • Size: 10 KB
  • Platform: Matlab, Scripts

GeographicLib is a small, handy set of C++ classes specially designed to help you convert between geographic, UTM, UPS, MGRS, geocentric, and local cartesian coordinates, for geoid calculations, and for computing geodesic.

The emphasis is on returning accurate results with errors close to round-off (about 5–15 nm). In addition, various properties of the Transverse Mercator Projection are described and an accurate algorithm for Geodesics on the Ellipsoid is given.



.

  • Platform: WinOther

A compilation of components for Visual Studio WinForms framework for generating Cartesian X/Y-plots from scientific and financial data. It supports a large variety of axis scaling types, series, calculated line legends, movable markers, etc., and thus gives you a tool for generating scientific and financial graphing programs easily, while retaining numerous options for tailoring the end product to the requirements of you and your customers. * Plots as easy as creating arrays * Fully working program within a few minutes see example * From online data acquisition graphing to stock charting applications * Unlimited number of secondary axis * Lines, point symbols, error indicators, arrows, bars, bands, bubbles, OHLC (western plot), candle stick, moving average * Linear and non linear regression, interpolation, differential, integral * Auto...

  • Platform: WinOther, WinVista
  • STFMath
  • License: Shareware
  • Price: 24
  • Rating

STFMath, technically enhanced math utility, allows you to: draw Cartesian (standard or parametric) and Polar functions, special functions (Gamma, Beta, Fourier, Blancmange) or Integral (with Average preview) in MDI (Multi Documents Interface) supported Graph Mode (open up to 10 independent graph documents in the same window)..

  • Publisher: Slavko Ilic
  • Date: 25-01-2003
  • Size: 5450 KB
  • Platform: WinOther
  • XYGraph
  • License: Freeware
  • Price: 0.00
  • Rating

XYGraph is a native .NET charting component showing data in a cartesian graph (X,Y). Controls from componentXtra gives royalty free software integration. Both the free and purchased products includes sample code (VB and C#)..

  • Platform: Win2000, Windows Server, WinOther

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