TPF-I SWG Report - Exoplanet Exploration Program - NASA
TPF-I SWG Report - Exoplanet Exploration Program - NASA
TPF-I SWG Report - Exoplanet Exploration Program - NASA
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D ESIGN AND A R C H I T E C T U R E T RADE S TUDIES<br />
4.8.3 Post-Nulling Calibration<br />
As previously explained, instability noise can wash out any planet signal unless the various electric fields<br />
are matched in all particulars at the level of ~0.1%. The difficulty of attaining such levels of control (e.g.,<br />
~1 nm path control) has motivated some research into ways to measure and remove nulling leakage after<br />
beam combination (Guyon 2005; Lane, Muterspaugh and Shao 2006).<br />
One such approach, dubbed “coherent calibration”, is outlined in Figure 4-20. In this approach, one takes<br />
advantage of the fact that light leaking through the null is coherent with light from the star, but not with<br />
light from the planet. Hence it is possible to use the bright output from the nuller (which would otherwise<br />
simply be discarded) as a “reference beam” to be mixed with part of the nulled output from the<br />
interferometer. This mixing process will yield an interferometric fringe, the amplitude of which is a<br />
direct measure of the amount of starlight leaking through the nuller.<br />
Simulations of coherent calibration shown in Fig. 4-21 indicate that it is possible relax the required levels<br />
of field matching, possibly by factors of 10 or more. However, further work is required to demonstrate the<br />
approach in the laboratory, and to understand the ultimate limits to the level of calibration precision that<br />
can be attained before other limitations become manifest.<br />
Figure 4-20. Schematic outline of coherent calibration. Part of the science beam (I d ) is mixed with a<br />
reference beam (I b ) taken from discarded starlight; the resulting fringes are measured at I C1 and I C2 and<br />
used to infer the amount of starlight leaking through the null and contaminating the science<br />
measurement. Although only a single-Bracewell nuller is shown, the concept can be applied to more<br />
complicated nulling architectures (e.g., the X array) in a straightforward manner.<br />
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