Abstract

Context. Periodic comets are known to be the parent bodies of meteoroid streams. The stream of a given comet can split into several filaments. These can be observed in the Earth’s atmosphere as more than just a single meteor shower. One such comet is C/1917 F1 (Mellish), which associates at least two, possibly four, meteor showers that have been recorded in the meteor databases. In a recent study, the dynamical evolution of the C/1917 F1’s theoretical stream was followed by only considering the gravitational perturbations. The properties of individual filaments of this stream, corresponding to the appropriate meteor showers, were not predicted perfectly. Aims. To reach better agreement between theory and observation, we repeatedly model the theoretical stream of C/1917 F1. In the modeling, we also include the Poynting-Robertson drag acting on meteoroids and assume an action of the non-gravitational effects on the parent comet dynamics. If success was achieved, the modeling could become a tool that would enable us to recover the past orbital history of the parent comet. Methods. Considering the nominal orbit, as well as several cloned orbits, of the comet C/1917 F1, we modeled its theoretical streams. The modeling was performed for several past perihelion passages. Each modeled stream consists of 10 000 test particles that are influenced by the Poynting-Robertson drag of various strengths. Results. We achieve a partial improvement in the prediction of the properties of all four meteor showers. The Poynting-Robertson drag helps to improve the match between the theory and observation of three of the four showers. However, when considering the nominal orbit of the parent comet, a perfect match seems to be impossible. A close match in the case of the most problematic shower is achieved using a cloned orbit, but this is not applicable to reality because the simultaneous predictions of the properties of the other three showers fail.

Highlights

  • The meteoroid stream of periodic comet C/1917 F1 (Mellish) was recently investigated in the paper by Neslušan & Hajduková (2014; NH14, hereinafter)

  • To reach better agreement between theory and observation, we repeatedly model the theoretical stream of C/1917 F1

  • We describe our attempt to find the appropriate strength of the P-R drag influencing the dynamical evolution of the C/1917 F1 stream and causing four meteor showers in the Earth’s atmosphere

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Summary

Introduction

The meteoroid stream of periodic comet C/1917 F1 (Mellish) was recently investigated in the paper by Neslušan & Hajduková (2014; NH14, hereinafter). Its relationship to the comet C/1917 F1 has been confirmed, before NH14, by several authors (e.g., McCrosky & Posen 1961; Lindblad 1971; Kresáková 1974; Drummond 1981; Olsson-Steel 1987) Identification of another shower, April ρ-Cygnids (No 348), with the corresponding predicted filament F1, is not very obvious. A similar, non-definitive conclusion about the April ρ-Cygnids, selected from several catalogs, and their relationship to C/1917 F1 was made by Hajduková et al (2015) Of another two predicted showers, one (F2) is a daytime shower, which seems to be present in the SonotaCo video and radio-meteor databases. Our theoretical predictions are evaluated by comparing them to the observed meteors In this comparison, we use the photographic IAU MDC (Neslušan et al 2014), SonotaCo video (SonotaCo 2009), and radio-meteor If our work or other future work of this kind is successful, the meteor databases will become a tool for tracing the past dynamical history (caused by the non-gravitational effects) of those parent bodies that associate more than a single meteor shower

Description of problem
An initial discussion
An influence of different strengths of P-R drag
Streams modeled 5 kyr before the present
Streams modeled 20 kyr before the present
Streams modeled 30 kyr before the present
Streams modeled 50 kyr before the present
Streams modeled 70 kyr before the present
3.10. Question on November Orionids
Cloning the nominal orbit
The cloning procedure
Models for the cloned orbits No 4 and 18 and P-R drag
Models from Clone No 18
The principle and method
Implied convergence
Stream modeling and prediction of filaments
Conclusion
Full Text
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