Software Listing: Lambert Conformal Conic

The Eye4Software Coordinate Calculator is an easy to use tool to perform map or GPS coordinate conversions. The software can be used to transform a single coordinate or a batch of coordinates read from a comma separated, database or ESRI shapefiles. The software is shipped with a MS Access database file, containing more then 3500 ellipsoid, map datum and map grid definitions around the world, which are identified by their EPSG code. It is possible to modify the definitions of all datums and map grids stored in the database. You can also create user defined map grids and map datums, so you can extend the database with newly introduced map datums.

  • Platform: Win2000, Win7 x32, Win7 x64, WinVista, WinVista x64, WinXP

Since 1995 Fugawi, is the preferred navigation utility for outdoors enthusiasts requiring an easy to use product but plenty of professional features. Fugawi Global Navigator is the ideal PC software tool for route planning, GPS programming, and real-time GPS navigation on land, sea and in the air. With Fugawi Global Navigator you can navigate in real time using the widest variety of digital maps, such as NOAA RNC, topographic maps, Garmin IMG format maps, Fugawi Street Maps, or with your own scanned paper maps! Fugawi Global Navigator also brings you the convenience of planning routes, waypoints and tracks on your maps.

  • Platform: WinOther

The Eye4Software Coordinate Calculator is an easy to use desktop software tool, to perform gps coordinate conversions from one coordinate system to another. It can also be used to convert coordinates between different map datums. The software can be used to convert a single coordinate, or to convert a batch of, for example, gps coordinates read from a comma separated file. The software is shipped with a MS Access database containing almost any reference ellipsoid, map datum and coordinate system around. It is possible to modify the coordinate systems, reference ellipsoids and geodetic datum definitions stored in the database.

  • Platform: WinOther

Toolkit to add GPS and coordinate conversion functionality to your software and scripts (GPS API). All NMEA0183 protocol versions are supported and can be filtered by NMEA sentence type and talker ID. Garmin USB PVT support. Information on GPS status can also be retrieved: GPS fix quality, satellites used in fix, satellites in view, satellite azimuth, elevation and signal strengths. The toolkit also offers functionality to perform map grid and datum transformations: latitude and longitude can be converted to various map grids, like Transverse Mercator (TM), Oblique Mercator, Mercator, Oblique Stereographic, Polar Stereographic, Cassini, Albers Equal Area Conal, Gauss Kruger or Lambert Conformal Conic projection, Lambert Azimuthal Equal Area and Krovak, for instance, to convert the GPS position to UTM or NAD27 / NAD83 State Plane.

  • Platform: Win2000, Win7 x32, Win7 x64, Windows Server, WinOther, WinVista, WinVista x64

CartoVista allows you to display high quality interactive thematic maps on your mobile device. Choose a thematic from the map to explore interesting demographic information and facts. You can tap on features in the map to get more information or search for areas of interest.

Features
- Choose one of a 10 maps in just a few taps
- View maps that include detailed layers with polygon, line and point features
- Within each map, choose from a list of optional thematic information
- Maps include:
- Vector and raster rendering of standard and customized data optimized for quick rendering
- High quality, visually appealing cartography that supports the data being displayed
- Advanced map labeling
- Choropleth thematic maps with optimized color palettes
- Integrated legend
- Graduated symbol and pie chart...

  • Platform: Android 2.x, Android 3.x, Android 4.4, Android 4.x

This powerful app allows you to convert coordinates between many of the world's coordinate systems. It uses the PROJ4 library and a lookup file containing projection and datum parameters to support over 1700 coordinate systems. Lat/lon, UTM, US State Plane, and many, many others are supported. You can also create your own coordinate systems if you know the parameters, including local grid systems.

The app either takes manual coordinate input or uses your current GPS location. The computed location can be displayed in Google Maps via your web browser with a single button press.

Supported projections:
* Albers Equal Area
* Azimuthal Equidistant
* Cassini
* Equal Area Cylindrical
* Eckert IV
* Eckert VI
* Equidistant Cylindrical
* Equidistant Conic
* Gall
* Lambert Conformal Conic
* Mercator
*...

  • Platform: Android 2.x, Android 3.x, Android 4.4, Android 4.x

A set of functions to calculate coordinate transformations between different reference ellipsoids and different projections, including tools on: - transformation from cartesian to geographic coordinates and back - transformation from geographic coordinates to transverse mercator mapping or lambert conformal conical mapping and back - transformation from geographic tu UTM and back which can handle irregular zones and pole mapping - 3D/2D/1D similarity transformation (Helmert transformation) - determination of the parameters of a 3D/2D/1D-Helmert transformation - applying residual corrections after performing a helmert transformation - reading and using NTv2 transformation parameters - 3D transformation between ITRS and ETRS frames - 3D/2D affine transformation and its parameter determination - 3D/2D to 2D projective transformation and...

  • Platform: Matlab, Scripts

A Lambert-orbital boundary value problem can be stated as "Find the orbit/trajectory of a spacecraft that flies from position [r1] to [r2], taking a time [tf] and making [m] complete orbits before arriving at [r2]. " The solution to each Lambert-problem is NOT unique; one can travel to [r2] via the long way or the short way, and for [m > 0] there are almost always two ellipses that satisfy the boundary conditions, so that [m > 0] has four distinct solutions. This function solves any Lambert problem *robustly*. It can handle short-way solutions (the default), long way solutions (by passing negative [tf]), or left-branch (default) or right-branch (by passing negative [m]) solutions in case [m > 0].

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

Displays the real and imaginary parts of complex functions, or conformal transformations. Bulit-in functions include sine cosine tan sinh cosh exp and Log, and these can be combined to produce a wide range of expressions such as tan(z-2*i) - sin(z*z). These expressions can be displayed in terms of their real and imaginary parts, or used to tranform shapes from the z to the w plane.

Functions can be plotted along 'slices' so that the value of the real or imaginary parts of a function along any line in the z plane can be displayed.

Where appropriate the integral of a function along a path can be calculated numerically and displayed .

  • Platform: Win2000, WinOther

Conic Planet is a CGI application which renders a photo-realistic real-time image of the Earth and other planets. It has support for Azimuthal, Mercator, Mollweide, Orthographic, and Rectangular projections. It also shows the current cloud covering..

  • Publisher: mukund.org
  • Date: 05-08-2012
  • Size: 75 KB
  • Platform: Linux, Mac OS X, Unix

(1) Use the mouse to click and drag the red data points within the dotted gray box, and observe the changes in the conic section in real time. (2) This function requires the symbolic math toolbox and is tested using Matlab version 7.1 (R14) service pack 3. (3) This function illustrates some techniques in GUI manipulation, computation of a conic-sections using the general determinant expression, and the "ezplot" function. Nevertheless, the code is developmental and hasn't been polished or heavily commented. (4) "ezplot" is a really handy function, but it was not designed for speed. Using it repeatedly for animation slows things down enough for older machines to exhibit some lag in the animation.

  • Platform: Matlab, Scripts

Stay in touch and connected to Adam Lambert. You can keep up with Adam Lambert through this artist's actual Facebook! This app also automatically finds the latest music videos, songs from similar artists, and dynamic playlists to keep you current with the music. A great app for Adam Lambert fans! Find more artists by JustAFan in the marketplace. Trial mode supports full functionality with ads for seven days, purchasing the app will remove advertisements and seven day time restriction..

  • Platform: Windows Phone, WinMobile

Educomp Smartclass Videos:Conic Sections
See how the parabola, circle, ellipse and hyperbola are formed when a double napped cone is intersected by a plane. See how to derive the equations of these conic sections..

  • Platform: Android 2.x, Android 3.x, Android 4.4, Android 4.x
  • GeoVisu
  • License: Freeware
  • Price: -
  • Rating

A program that displays georeferenced data (images, graphics) and downloads data from a GPS GeoVisu is an application that displays georeferenced data (images, graphics) and downloads data from a GPS.GeoVisu has a "Moving map" navigation function, which can be used with any NMEA 0183 compatible or Garmin USB GPS.Here are some key features of "GeoVisu":Display georeferenced data: Displays georeferenced image formats : GeoTiff, ECW and ECWP, MrSIDDisplays graphic data in formats SHP , MIF, KML and KMZ (Google Earth), WinAPRS, ascii OVL and geonames.org XMLDisplays GPS files in formats GPX, log NMEA, GPS TrackMaker GTM211 and GTM212, Lowrance USR, OziExplorer, Mapsend, Magellan log, Garmin PCX5, Garmin XML (History, Logbook), Mapshow (AlanMap, Holux)Displays geolocalized Jpeg images (Exif)Reads directly compressed...

  • Platform: Win2000, WinOther, WinServer
  • GPLconx
  • License: Freeware
  • Price: 0.00
  • Rating

GPLconx is an educational visualization tool that allows exploration of lines and conic sections in three models of 2-D hyperbolic geometry..

  • Platform: Linux, Unix
  • Karto
  • License: Freeware
  • Price: 0.00
  • Rating

Karto allows to calibrate a scanned map with some known geo-points (Lambert, UTM, ...). After that, you can add any points (GPS points) in the map to build your own map. You can also add a transparent GIF image in the map after calibration (cave, min.

  • Platform: Linux, Unix, WinOther
  • Tafel
  • License: Freeware
  • Price: 0.00
  • Rating

Linux console program for drawing conic sections on the cartesian coordinate system. For studying purposes..

  • Platform: Linux

A Lambert-orbital boundary value problem can be stated as "Find the orbit/trajectory of a spacecraft that flies from position [r1] to [r2], taking a time [tf] and making [m] complete orbits before arriving at [r2]. " The solution to each Lambert-problem is NOT unique; one can travel to [r2] via the long way or the short way, and for [m > 0] there are almost always two ellipses that satisfy the boundary conditions, so that [m > 0] has four distinct solutions. This function solves any Lambert problem *robustly*. It can handle short-way solutions (the default), long way solutions (by passing negative [tf]), or left-branch (default) or right-branch (by passing negative [m]) solutions in case [m > 0].

  • Platform: Matlab, Scripts

This is my second submission. This gui plots up to 3 implicit functions F(x,y). The left-hand side generates random integers for A,B, and C then the user is expected to determine the type of the conic. The program checks the answer and displays true or false. Additionally the user may want to type in his/her own coefficients, that is allowed as well. Degenerate cases: There is a m-file attached which should be run before using this GUI, because it doesn't calculate degenerate cases. The reason was simply logistical, no place was left on the panel for other coefficients. Please contact me if you are interested in using this in your classroom, I may be interested in an educational research on its effectiveness.

  • Publisher: creek
  • Date: 27-06-2013
  • Size: 20 KB
  • Platform: Matlab, Scripts

Find the projection of point P in R^n on the ellipsoid E = { x = x0 + U*(z.*radii) : |z| = 1 }, where U is orthogonal matrix of the orientation of E, radii are the axis lengths, and x0 is the center. Or on generalized conic E = { x : x'*A*x + b'*x + c = 0 }. The projection is the minimization problem: min | x - P | (or max | x - P|) for x in E. Method: solve the Euler Lagrange equation with respect to the Lagrange multiplier, which can be written as polynomial equation (from an idea by Roger Stafford).

  • Platform: Matlab, Scripts

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