月球小型撞击坑形貌特征及退化规律研究
[Abstract]:The Moon is a model planet recorded by meteorite impacts in the Earth-Moon system and even in the solar system. The impact crater is the most obvious feature of its morphology. It is of great significance to the study of the evolution of the Moon, the history of meteorite impacts in the solar system and the space environment. Since the 1990s, with the aim of exploiting and utilizing the lunar resources, a new international trend has been set off. Lunar exploration is the climax of lunar exploration. The lunar exploration is the first step of space exploration in China. China's Chang'e satellite, especially the Chang'e-2 satellite, has obtained a large number of high-precision image data of the lunar surface for the study of lunar morphology characteristics and impact crater morphology. Sufficient data support is provided.
Based on the scientific research and application of Chang'e project, this paper studies the degradation law of impact craters, the impact age of geological units, and the impact time series law of small impact craters on the moon in Hongwan research area by using a large number of high-precision remote sensing data obtained by Chang'e 2.
Firstly, the morphological and evolutionary characteristics of the small impact craters are systematically introduced. Most of the small impact craters on the moon are bowl-shaped, simple impact craters with a diameter of less than 15-20 km. They are widely distributed, numerous in number, and more obviously affected by degradation. They are the morphological and evolutionary characteristics of impact craters by statistical methods. The ideal object of the study.
Secondly, it is necessary to study the methods of automatic identification of impact craters and automatic extraction of morphological parameters for the analysis of a large number of data. In this paper, the distribution characteristics and correlation of the shape parameters of the impact crater in the study area are analyzed, and the depth of the impact crater is selected as a marker parameter of the degradation characteristics.
The degradation of impact craters is defined as the gradual fading, filling and even disappearance of impact craters under the influence of space environment such as micro meteorite impacts. Evolution can indicate the change of relative age of geological unit, and the morphological characteristics of impact crater, i.e. the degeneration state, can directly indicate the age of formation of impact crater and then reflect the age of formation of geological unit.
In order to solve the problem of calculating the impact age of a small impact crater, a more cautious method is proposed, which considers the deterioration factor of the impact crater, the influence of the secondary impact crater and the calculation accuracy. In this paper, the uncertainty of the calculation model and the influence of the statistical process on the results are analyzed.
Aiming at the study of impact time series, this paper takes the morphological evolution and degeneration as the starting point, and takes the change of crater depth as the degeneration index parameter, simulates the size and frequency distribution characteristics of the impact crater family at different time, and obtains the time series characteristic line based on the size and depth of the impact crater, and then obtains the degeneration model. It can estimate the impact age and degradation process of small impact craters and simulate the distribution of impact craters in different ages.
Based on the study of the morphological characteristics and evolution of small impact craters, a typical lunar sea geological unit is selected as the study area. The morphological characteristics and Degradation Laws of impact craters are systematically studied. A quantitative degradation process model is established. The calculation of impact age and impact time series are discussed. It is of great significance to study the distribution characteristics of meteorite impact and the change of space environment.
【学位授予单位】:武汉大学
【学位级别】:博士
【学位授予年份】:2013
【分类号】:P184
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