Correlation Interferometer
Signal Chain Walkthrough
A two-element correlation interferometer measures the spatial coherence (visibility) of an incoming wavefront by cross-correlating the signals from two antennas separated by a baseline distance d. The fringe pattern encodes the source direction and structure.
Baseline
The two antennas are separated by baseline d. The angular resolution is θ = λ/d, meaning longer baselines resolve finer angular structure. Very Long Baseline Interferometry (VLBI) uses intercontinental baselines for micro-arcsecond resolution.
Coherent Downconversion
Both channels are mixed with the same LO (or phase-locked LOs for VLBI) to preserve the relative phase between the two antenna signals. Any LO phase difference becomes a systematic error in the measured visibility.
Correlator
The IF signals from both channels are cross-multiplied and time-integrated. The output is the complex visibility V(u,v), whose magnitude gives the fringe contrast and whose phase gives the source position relative to the fringe pattern.
Component Specifications
| Component | Parameter | Typical Value |
|---|---|---|
| Angular Resolution | Formula | θ = λ / d |
| Baseline | Range | 1 m - 10,000 km |
| LO Coherence | Phase Stability | < 1° over integration |
| Correlator | Integration Time | 0.1 - 100 s |
| Bandwidth | Per Channel | 10 MHz - 4 GHz |