Detection Probability of a Low-Mass Planet for Triple Lens Events: Implication of Properties of Binary-Lens Superposition
Yoon-Hyun Ryu, Heon-Young Chang, Myeong-Gu Park

TL;DR
This paper investigates the detection probability of low-mass planets in triple lens microlensing events, showing that binary superposition approximations are effective and that triple systems with a Jovian planet can enhance low-mass planet detection.
Contribution
It demonstrates that the binary superposition approximation is valid for triple lens systems and suggests that triple lens models can improve detection rates of low-mass planets.
Findings
Detection probabilities in triple and binary systems are similar.
Binary superposition approximation remains effective across various parameters.
Triple systems with Jovian planets can increase low-mass planet detection rates.
Abstract
In view of the assumption that any planetary system is likely to be composed of more than one planet, and the multiple planet system with a large mass planet has more chance of detailed follow-up observations, the multiple planet system may be an efficient way to search for sub-Jovian planets. We compare the magnification pattern of the triple lens system with that of a best-fitted binary system composed of a star and a Jovian mass planet, and check the probability in detecting the low-mass secondary planet whose signature will be superposed on that of the primary Jovian mass planet. Detection probabilities of the low-mass planet in the triple lens system are quite similar to the probability in detecting such a low-mass planet in a binary system with a star and only a low-mass planet, which shows that the signature of a low-mass planet can be effectively detected even when it is…
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