Radio Interferometer Explorer
Joachim Köppen DF3GJ ... Kiel, Jan 2024
Some brief explanations
This is a simulation of a basic radio interferometer. It consists of
of two (or more) antennas placed in a row at specifiable distances.
All antennas are parabolic dishes of the same diameter and work at the
specified frequency. There also is the choice of a single
antenna, for comparison.
The instrument's configuration can be chosen from:
single dish. The source passes through the centre of the antenna beam (angle=0).
2-dish adding interferometer. Both antennas point to where the source passes through.
2 dish correlation interferometer. Both antennas point to where the source passes through.
N-baseline correlation interferometer. All antennas point at the source.
The antenna pattern of a single dish is displayed by the green button
antenna. One may choose between sinc(x) = sin(x)/x, tophat, Gaussian
pattern. The Half Power Beam Width is computed from the wavelength and
the antenna diameter. 1-D or 2-D .....
Several simple sky sources are available, with a specifiable angular diameter:
top hat: the surface brightness is constant across the source,
sun: source with limb darkening or brightening,
and various radial brightness profiles: triangle, gaussian, exponential, 1/r etc.
A single 1-D source can be chosen, or a 2-D disc, as well as a pair of two sources,
separated by a specified angle, and with a specified intensity ratio.
The source surface brightness is displayed by the grey button source,
and by a grey curve.
The output button allows to display the numerical data
of the results at the bottom of this page. Simply grab the text with the mouse, copy and
paste it into a text editor window for further use and storage as a simple text file. This
may be imported or read by a program of your choice for further display and analysis.
frequency [GHz]
dish diam.[m]
HPBW -----
Ind.Antenna Pattern:
baseline [m]
resolution = fringe period "---"
baselines up to m
max. resolution "---"
rec.image range "---"
Sky source:
angular diameter [deg] L/R intensity ratio separation in RA [deg] DEC(L)=0°, DEC(R)= [deg]