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《New Astronomy》2022
Recently, a nitrogen iceberg was proposed as a possible origin for the first interstellar object, 1I/2017 U1, also known as ‘Oumuamua. Here, we show that the mass budget in exo-Pluto planets necessary to explain the detection of ‘Oumuamua as a nitrogen iceberg chipped off from a planetary surface requires a mass of heavy elements exceeding the total quantity locked in stars with 95% confidence, making the scenario untenable because only a small fraction of the mass in stars ends in exo-Plutos. 相似文献
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Bi Yu Chen William H.K. Lam Shih-Lung Shaw Ke Yan 《International journal of geographical information science》2014,28(1):22-38
Large-scale global positioning system (GPS) positioning information of floating cars has been recognised as a major data source for many transportation applications. Mapping large-scale low-frequency floating car data (FCD) onto the road network is very challenging for traditional map-matching (MM) algorithms developed for in-vehicle navigation. In this paper, a multi-criteria dynamic programming map-matching (MDP-MM) algorithm is proposed for online matching FCD. In the proposed MDP-MM algorithm, the MDP technique is used to minimise the number of candidate routes maintained at each GPS point, while guaranteeing to determine the best matching route. In addition, several useful techniques are developed to improve running time of the shortest path calculation in the MM process. Case studies based on real FCD demonstrate the accuracy and computational performance of the MDP-MM algorithm. Results indicated that the MDP-MM algorithm is competitive with existing algorithms in both accuracy and computational performance. 相似文献
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Yizhong Sun Chi Yao Shixiang Zhao Mingzhu Xu 《International journal of geographical information science》2014,28(12):2495-2510
This article presents a method to uniquely identify vector geographic objects based on their spatial position and geometric characteristics. The method comprises three steps. First, a grid-based spatial indexing (Quadtree grid) is automatically generated according to location, shape and size of the geographic objects. This allows for a simple Quadtree grid generation (the level, row and column number) for every geographic object by three grid parameters (origin, start and end size). Second, a set of algorithms have been developed for extracting geometric characteristics (e.g. representative points, outline and orientation) of geographic objects corresponding to the grid. Third, a strategy for the unique identification of geographic objects is proposed in order to integrate the Quadtree grid and the geometric information. The application of the proposed method is presented in a case study conducted in Jiangsu Province, China. The experiment indicates that this method is more efficient than existing methods at positioning, searching and querying. The unique identifier is also shown to be useful as a technical method to support geographic information systems analytical applications, such as the matching, conflating and sharing of spatial objects. 相似文献
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如何对图纸上的区域面积进行计算,尤其是曲边不规则区域的面积计算,是一项基础工作。本文在详细分析了现有区域面积计算法的基础上,提出了一种应用于图纸上不规则区域的面积计算方法。应用本文提出的不规则区域面积的矩形四等分割计算法逐次将目标区域所在的矩形四等分割,直到满足精度阀值要求为止,将区域内所有有效值相加,得出区域总面积。... 相似文献
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We used numerical simulations to model the orbital evolution of interplanetary dust particles (IDPs) evolving inward past Earth’s orbit under the influence of radiation pressure, Poynting–Robertson light drag (PR drag), solar wind drag, and gravitational perturbations from the planets. A series of β values (where β is the ratio of the force from radiation pressure to that of central gravity) were used ranging from 0.0025 up to 0.02. Assuming a composition consistent with astronomical silicate and a particle density of 2.5 g cm−3 these β values correspond to dust particle diameters ranging from 200 μm down to 25 μm. As the dust particle orbits decay past 1 AU between 4% (for β = 0.02, or 25 μm) and 40% (for β = 0.0025, or 200 μm) of the population became trapped in 1:1 co-orbital resonance with Earth. In addition to traditional horseshoe type co-orbitals, we found about a quarter of the co-orbital IDPs became trapped as so-called quasi-satellites. Quasi-satellite IDPs always remain relatively near to Earth (within 0.1–0.3 AU, or 10–30 Hill radii, RH) and undergo two close-encounters with Earth each year. While resonant perturbations from Earth halt the decay in semi-major axis of quasi-satellite IDPs their orbital eccentricities continue to decrease under the influence of PR drag and solar wind drag, forcing the IDPs onto more Earth-like orbits. This has dramatic consequences for the relative velocity and distance of closest approach between Earth and the quasi-satellite IDPs. After 104–105 years in the quasi-satellite resonance dust particles are typically less than 10RH from Earth and consistently coming within about 3RH. In the late stages of evolution, as the dust particles are escaping the 1:1 resonance, quasi-satellite IDPs can have deep close-encounters with Earth significantly below RH. Removing the effects of Earth’s gravitational acceleration reveals that encounter velocities (i.e., velocities “at infinity”) between quasi-satellite IDPs and Earth during these close-encounters are just a few hundred meters per second or slower, well below the average values of 2–4 km s−1 for non-resonant Earth-crossing IDPs with similar initial orbits. These low encounter velocities lead to a factor of 10–100 increase in Earth’s gravitationally enhanced impact cross-section (σgrav) for quasi-satellite IDPs compared to similar non-resonant IDPs. The enhancement in σgrav between quasi-satellite IDPs and cometary Earth-crossing IDPs is even more pronounced, favoring accretion of quasi-satellite dust particles by a factor of 100–3000 over the cometary IDPs. This suggests that quasi-satellite dust particles may dominate the flux of large (25–200 μm) IDPs entering Earth’s atmosphere. Furthermore, because quasi-satellite trapping is known to be directly correlated with the host planet’s orbital eccentricity the accretion of quasi-satellite dust likely ebbs and flows on 105 year time scales synchronized with Earth’s orbital evolution. 相似文献
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在调兵山地区,选择61个已知点作为起算数据,采用移动三角面法和双二次多项式曲面内插法建立该地区的DEM模型。经实验分析发现,移动三角面法建立的DEM内插中误差值要高于双二次多项式曲面内插中误差值,尤其在地势变化比较大的区城内插精度比较高,适合地形起伏变化较大区域的高程内插。双二次多项式曲面法建立的DEM在地势变化比较平缓的地区内插精度要高于移动三角面法,适合地形起伏较小地区的高程内插。 相似文献