| Mapping Toolbox™ | ![]() |
struc = readfk5(filename)
struc = readfk5(filename,struc)
struc = readfk5(filename) reads the FK5 file and returns the contents in a structure. Each star is an element in the structure, with the different data items stored in appropriately named fields.
struc = readfk5(filename,struc) appends the data in the file to the existing structure struc.
The Fifth Fundamental Catalog of Stars (FK5), Parts I and II, is a compilation of data on more than 4500 stars. The catalog contains positions, errors in positions, proper motions, and characteristics such as magnitudes, spectral types, parallaxes, and radial velocities. There are also cross-references to the identities of stars in other catalogs. It was compiled by researchers at the Astronomisches Rechen-Institut in Heidelberg.
Positions are given in terms of right ascension and declination. Using Map Projections and Coordinate Systems in the Mapping Toolbox™ documentation shows how to convert these to latitude and longitude for display by the toolbox.
The Fifth Fundamental Catalog of Stars (FK5), Parts I and II data and documentation are available over the Internet by anonymous ftp.
Note For details on locating map data for download over the Internet, see the following documentation at the MathWorks Web site: http://www.mathworks.com/support/tech-notes/2100/2101.html. |
FK5 = readfk5('FK5.dat');
FK5e = readfk5('FK5_ext.dat');
whos
Name Size Bytes Class
FK5 1x1535 5042752 struct array
FK5e 1x3117 10226424 struct array
FK5e(1)
ans =
FK5: 2003
RAh: 0
RAm: 5
RAs: 1.1940
pmRA: 0.6230
DEd: 27
DEm: 40
DEs: 29.0100
pmDE: -1.1100
RAh1950: 0
RAm1950: 2
RAs1950: 26.5900
pmRA1950: 0.6210
DEd1950: 27
DEm1950: 23
DEs1950: 47.4400
pmDE1950: -1.1100
EpRA1900: 51.7200
e_RAs: 2
e_pmRA: 9
EpDE1900: 46.8200
e_DEs: 3.4000
e_pmDE: 14
Vmag: 6.4700
n_Vmag: ''
SpType: 'G5'
plx: []
RV: 12
AGK3R: '38'
SRS: ''
HD: '225292'
DM: 'BD+26 4744'
GC: '48'See references [5] and [6] in the Bibliography located at the end of this chapter.
![]() | readfields | readmtx | ![]() |
| © 1984-2008- The MathWorks, Inc. - Site Help - Patents - Trademarks - Privacy Policy - Preventing Piracy - RSS |