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Software Name: SEVENPAR
: 10.00

Category: Miscellaneous    

Date Listed/Updated: 2020-01-04 09:41:02

File size: 2846 KB

OS: Win2000,WinXP,Win7 x32,Win7 x64,Windows 8,Windows 10,WinServer,WinOther,Windows2000,Windows2003,Windows Server 2000,Windows Server 2003,Windows Server 2008,Windows Server 2008r2,Windows Server 2012,Windows Tablet PC Edition 2005,Windows Media Center Edition 2005,WinVista,Windows Vista Starter,Windows Vista Home Basic,Windows Vista Home Premium,Windows Vista Business,Windows Vista Enterprise,Windows Vista Ultimate,WinVista x64,Windows Vista Home Basic x64,Windows Vista Home Premium x64,Windows Vi  License: Other  Price($): 145

Author/Publisher name: Fred Killet


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Description: SEVENPAR is a tool for the calculation of highly exact transformation parameters for the Spatial Helmert and Molodensky Transformation, which make possible precise coordinate transformations from one reference system into another. The determined transformation parameters can be entered directly into suitable transformation software, e.g. TRANSDAT Coordinate Transformations, or into the calculation software of GPS receivers to do exact coordinate transformations. The seven or three transformation parameters are computed with a set of individual identical points. Those are points with known coordinates in both reference systems (geodetic datum). Cartesian coordinates, geographical coordinates or UTM coordinates with or wihtout ellipsoidal height using the ellipsoid dimensions are suitable. Identical measuring points of higher order can be usually inquired or referred by the official institutions for measurement. The necessary ellipsoid half-axes and flattenings are available in the program for the selection from lists. The coordinates of the identical points are tested intensively on outliers and deviations by different statistic procedures. The quality of the computed parameters is documented by a residual matrix and by the computation of the middle, maximum and root mean square (RMS) deviations. The seven parameters of the Spatial Helmert Transformation are calculated in the three most usual standards Coordinate Frame Rotation, Position Vector Transformation and European Standard ISO 19111. The three parameters for Molodenky parameter sets are calculated using the Standard Molodensky Transformation. The program has user-selectable interfaces in English, Spanish, French, Portugeese and German language and comes with extensive bi-language online help. It can be run on most common networks and it is possible to use Terminal Services on WINDOWS Servers. The client installations are done automatically.





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Tags: spatial  helmert  molodensky  molodenski  transformation  seven  three  parameter  parameters  coordinate  coo 

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Press release from the publisher:

GeoDLL includes the calculation of Helmert and Molodenski Transformation Parameter Sets in own program developments. Killet Software Ing.-GbR Besides the common Geographic Information Systems (GIS) and other geodetic applications, own program developments are often used for the collection, processing and presentation of spatial data. The current version 14.33 of the Dynamic Link Library GeoDLL, developed by the Geosoftware Company KilletSoft in Germany, generates Helmert and Molodenski Parameter Sets from up to 30.000 identical points. Software developers thus have a further opportunity to embed geodetic functionality into their own programs. The Transformation Parameter Sets determined by GeoDLL can be directly used in Geographic Information Systems, in transformation software like TRANSDAT Coordinate Transformation from the same manufacturer, or in GPS receivers. The Seven Parameters of the Spatial Helmert Transformation are calculated in the three standards Coordinate Frame Rotation , Position Vector Transformation and European Standard ISO 19111 . However, the main feature of the GeoDLL is the precise 2D and 3D Coordinate Transformation between the Coordinate Reference Systems (CRS) around the world. The complete manual of GeoDLL with all function descriptions is available on the Internet at https: h_geodll_e handbuch_e.htm.

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