2017
DOI: 10.3847/1538-3881/aa78f6
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A Simple Depth-of-Search Metric for Exoplanet Imaging Surveys

Abstract: We present a procedure for calculating expected exoplanet imaging yields, which explicitly separates the effects of instrument performance from assumptions of planet distributions. This 'depth of search' approach allows for fast recalculation of yield values for variations in instrument parameters. We also describe a new target star selection metric with no dependence on an assumed planet population that can be used as a proxy for single-visit completeness. This approach allows for the recovery of the total mi… Show more

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Cited by 29 publications
(7 citation statements)
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“…1. Depth-of-search grid: Given a particular system, we obtain its imageable region by computing the depth-ofsearch grids as defined by Garrett et al (2017). For given values of a and R, the corresponding bin represents the conditional probability of detecting a hypothetically existing planet (i.e., completeness Brown (2005)) according to the considered instrument's design and capabilities.…”
Section: Single-planet Systems Prioritizationmentioning
confidence: 99%
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“…1. Depth-of-search grid: Given a particular system, we obtain its imageable region by computing the depth-ofsearch grids as defined by Garrett et al (2017). For given values of a and R, the corresponding bin represents the conditional probability of detecting a hypothetically existing planet (i.e., completeness Brown (2005)) according to the considered instrument's design and capabilities.…”
Section: Single-planet Systems Prioritizationmentioning
confidence: 99%
“…where r has been replaced by a, since the depth-of-search grids are defined assuming that e " 0 (Garrett et al, 2017). Since the width of the imageable region increases with R, the maximum semi-major axis a max is consequently given by the upper bounding solution of the equation F pa | R max q " 0, where again R max is the largest planetary radius considered.…”
Section: Single-planet Systems Prioritizationmentioning
confidence: 99%
See 1 more Smart Citation
“…3,4,7 When completeness is evaluated for each star in a full target list, summed, and scaled by the expected number of planets from that population per star (η), we arrive at the expected number of planets to be detected from that population by that mission. 8 While this technique can be used to quickly evaluate a mission's performance, it abrogates temporal constraints and uncertainties, such as target visibility, variable overhead times, changing local zodiacal light intensity, and unscheduled characterizations of newly detected planets. Solely using completeness to evaluate a mission can therefore only provide an upper bound for expected performance.…”
Section: Introductionmentioning
confidence: 99%
“…Given an mission lifetime and a survey strategy (which include a fraction of the time for follow up observations), the former can be quantified using the methods described in the literature. 6,43,44 Note that the latter is somewhat more qualitative since it depends on how much of the followup/characterization time is dedicated to a given system. Because detection will be carried out in the Optical channel, nearby stars will be observed using the APLC since these sources will not suffer from the relatively large IW A DH and benefit from the robustness to stellar angular size.…”
Section: Impact On Performancementioning
confidence: 99%