2020
DOI: 10.1007/s10569-020-09959-3
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Use of the semilinear method to predict the impact corridor on ground

Abstract: We propose an adaptation of the semilinear algorithm for the prediction of the impact corridor on ground of an Earthimpacting asteroid. The proposed algorithm provides an efficient tool, able to reliably predict the impact regions at fixed altitudes above ground with 5 orders of magnitudes less computations than Monte Carlo approaches. Efficiency is crucial when dealing with imminent impactors, which are characterized by high impact probabilities and impact times very close to the times of discovery. The case … Show more

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Cited by 5 publications
(11 citation statements)
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“…If a return containing impacting orbits is suitably densified, at least locally in a neighbourhood of the VI, the determination of the VI representative could be improved in such a way that the selected orbit is as close as possible to the VI centre. This turns out to be important when the VI representative is used as a starting point for further predictions, as it happens for the semilinear method presented in Dimare et al (2020) to compute the impact corridor of an Earth-impacting asteroid. More general algorithms for a local and possibly adaptive densification of the LOV sampling will be subject of future research.…”
Section: Discussionmentioning
confidence: 99%
“…If a return containing impacting orbits is suitably densified, at least locally in a neighbourhood of the VI, the determination of the VI representative could be improved in such a way that the selected orbit is as close as possible to the VI centre. This turns out to be important when the VI representative is used as a starting point for further predictions, as it happens for the semilinear method presented in Dimare et al (2020) to compute the impact corridor of an Earth-impacting asteroid. More general algorithms for a local and possibly adaptive densification of the LOV sampling will be subject of future research.…”
Section: Discussionmentioning
confidence: 99%
“…A part of this activity is the prediction of the impact location of a potential impactor, especially when the associated impact probability is high. A method to predict the impact corridor of an asteroid has been developed in Dimare et al (2020), by which the impact region is given by semilinear boundaries on the impact surface at a given altitude above the Earth and corresponding to different confidence levels. The algorithm is conceived to be a continuation of the impact monitoring algorithm at the basis of the clomon-2 system, since the semilinear method requires a nominal orbit obtained by full differential corrections and an impacting orbit, 5 as provided by the LOV method (Milani et al 2005a).…”
Section: Introductionmentioning
confidence: 99%
“…Section 4 contains the results of our method applied to the impacted asteroids 2008 TC 3 , 2014 AA, 2018 LA, and 2019 MO. When possible, we also compare the impact regions with those computed with the semilinear method (Dimare et al 2020) and with a Monte Carlo simulation. Lastly, Sect.…”
Section: Introductionmentioning
confidence: 99%
“…• 2019MO: discovered by the Asteroid Terrestrial-impact Last Alert System (ATLAS) Mauna Loa observatory on 22 June 2019 at 9:49 (less than 12 h before impact) this object was a small (4-6 metres in diameter) Apollo-type Near-Earth Asteroid. It was at first registered in the NEOCP with four observations and pointed out as an imminent impactor by NEOScan, but the low score assigned prevented prompt follow-up, so that three additional observations from the Pan-STARRS2 images were recovered only after the impact [21], a procedure known as "precovery". In Figure 3 we show the output of Tool 1 for the first tracklet of four observations and for the seven observations "precovered" tracklet.…”
mentioning
confidence: 99%
“…The kernel of the software is the program resret3tp, that takes as input the output files of cateph2 and performs a complete Target Plane (TP) analysis (see Farnocchia et al [2] for details) for each orbit, computing stretching and width w (i.e., the semimajor and semiminor axes in the ellipsoid approximation, as defined in Dimare et al [21]) of the Confidence Region. Close approaches are then divided into showers (i.e., sorted by date), and for each VA, lists of consecutive indexes (known as "returns") are produced.…”
mentioning
confidence: 99%