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celestial mechanics 天體力學。

In fact , professor yi zhaohua of the nanjing university , while discussing the gravitational field of solar system in his book “ basis of celestial mechanics “ , has pointed out that it was not a surprise to have planets beyond pluto 事實上,我國南京大學著名天體力學家易照華教授在他的著作天體力學基礎中論述太陽系引力場范圍時,已經指出在冥王星以外出現行星是很自然的事。

A body subjected to gravitational attraction by the earth and orbiting the latter according to the law of celestial mechanics must be termed a “ celestial body “ 一個受到地球引力吸引,并按照天體力學定律環繞地球運轉的物體必須叫做“天體” 。

A body subjected to gravitational attraction by the earth and orbiting the latter according to the law of celestial mechanics must be termed a “celestial body“ . 一個受到地球引力吸引,并按照天體力學定律環繞地球運轉的物體必須叫做“天體”。

In fact , professor yi zhaohua of the nanjing university , while discussing the gravitational field of solar system in his book “ basis of celestial mechanics “ , has pointed out that it was not a surprise to have planets beyond pluto 事實上,我國南京大學著名天體力學家易照華教授在他的著作天體力學基礎中論述太陽系引力場范圍時,已經指出在冥王星以外出現行星是很自然的事。

A body subjected to gravitational attraction by the earth and orbiting the latter according to the law of celestial mechanics must be termed a “ celestial body “ 一個受到地球引力吸引,并按照天體力學定律環繞地球運轉的物體必須叫做“天體” 。

A body subjected to gravitational attraction by the earth and orbiting the latter according to the law of celestial mechanics must be termed a “celestial body“ . 一個受到地球引力吸引,并按照天體力學定律環繞地球運轉的物體必須叫做“天體”。

celestine

The algorithm of strapdown inertial navigation system is also discussed and then use the flight - track generator to give a simulation , since a closed loop feedback integrated navigation system is designed in this paper , and the output of the filter must feed back to the strapdown inertial navigation system , the analysis of the algorithm in strapdown inertial navigation system is important . the scheme to design the trajectory of gps and the simulation of gps constellation are then studied , the simulation of gps constellation is given from the calculation of vernal equinox base on the principle of celestial mechanics , this method of different from other methods given by other paper and is useful to the research of satellite navigation system . a new method to abstract noise modal in integrated navigation system is proved to be useful in practice , this method , which is given by use the principles of stochastic processes , statistics , time series analysis , and system identification , is suitable for the kalman filter in integrated navigation system 如航跡產生器的設計,該航跡產生器是研究組合導航問題的前提,從國外一些研究組合導航系統的文獻中可以看出,設計這樣一個航跡產生器是非常必要的,所以本文自行設計了這樣一個系統;還討論了捷聯慣性導航系統中捷聯解算的方法,并進行了仿真研究,由于在本文設計的閉環反饋式組合導航系統中,對捷聯慣導系統的平臺誤差進行閉環控制,需要將濾波器輸出的校正量反饋到捷聯解算內部,所以必須對捷聯解算進行深入的研究和分析,更何況捷聯解算問題本身也是導航界的一個熱門研究課題;另外,本文還介紹了gps軌道及其星座仿真的設計思想和方案,與以往gps軌道和星座仿真不同的是本文從天體力學中計算春分點開始,逐步進行gps軌道及其星座仿真,這樣的設計方法對從事衛星導航的研究工作是有價值的;還對組合導航中誤差建模方法進行了研究,綜合運用隨機過程、概率統計、時序分析及系統辯識等方面的理論提出了一套適合組合導航卡爾曼濾波的誤差建模方法,并運用實際研究工作中的測量數據對該方法進行了驗證。

The asteroids are the most important small bodies in the solarsystem , and they mainly lies in the two locations - a main belt between the mars ' s orbit and the jupiter ' s and the near - earth space . the most feature of the orbits of near - earth asteroids ( neas ) is that the semi - major axes of the orbits are nearly equal to that of the earth or the perihelia distances are approximate to or even less than the mean distance between the sun and the earth , thus they could move into inside of the earth ' s orbit , so that they might close approach or even colliside with the earth ( or other planets , such as the venus , the mars , etc . ) . the characteristic brings about some difficulties in the numerical research during their orbital evolution , which leads to the failure of the normalization technique in the general removal impact singularities of celestial mechanics methods and the symplectic algorithm which is successfully applied to the investigation in quality . by comparing the computation effects of several common numerical methods ( including symplectic algorithm ) , and considering the nature of the movement of the small bodies , the corresponding treatments are provided here to improve the reliability of the computation 小行星是太陽系最重要的一類小天體,主要分布在兩個區域;火星和木星軌道之間的一條主帶和近地空間.近地小行星軌道的最大特點是其軌道半長徑與地球軌道半長徑相近,或近日距離接近甚至小于日地平均距離,其運動可深入到地球軌道的內部,這將導致該類小行星與地球(還有金星、火星等)十分靠近甚至發生碰撞.這一特征給其軌道演化數值研究帶來一些困難,包括天體力學方法中一般消除碰撞奇點的正規化處理以及對定性研究十分成功的辛算法都將在不同程度上失效.通過對幾種常用數值方法(包括辛算法)計算效果的比較,根據小天體運動自身的特性,給出了相應處理措施,從而可提高計算結果的可靠性

The characteristic brings about some difficulties in the numerical research during their orbital evolution , which leads to the failure of the normalization technique in the general removal impact singularities of celestial mechanics methods and the symplectic algorithm which is successfully applied to the investigation in quality 這一特征給其軌道演化數值研究帶來一些困難,包括天體力學方法中一般消除碰撞奇點的正規化處理以及對定性研究十分成功的辛算法都將在不同程度上失效。

This paper studies the perturbation action of celestial bodies ' movement on the earth from the view of celestial mechanics , and furthermore analyzes the effect of celestial bodies ' movement on the natural slope stability due to phosphorus ore mining in mountainous areas 摘要針對宜昌磷礦高陡山區地下開采對上部山體穩定性影響,從天體力學的角度探討天體運動對地球的攝動作用,并分析月球運動的引力對山區磷礦自然坡失穩的影響。

In fact , professor yi zhaohua of the nanjing university , while discussing the gravitational field of solar system in his book “ basis of celestial mechanics “ , has pointed out that it was not a surprise to have planets beyond pluto 事實上,我國南京大學著名天體力學家易照華教授在他的著作天體力學基礎中論述太陽系引力場范圍時,已經指出在冥王星以外出現行星是很自然的事。

The secular influence of solar mass - loss on the orbital elements of meteor steams is examined by using the method of celestial mechanics of variable mass in this paper 摘要將作者在變質量天體力學所得理論結果應用于太陽質量損失對流星群軌道根數變化的長期效應上。

In order to calculate the orbit of the satellite , we established satellite movement model based on celestial mechanics and spaceflight dynamics 為滿足衛星軌道遞推計算需要,根據天體力學、航天動力學理論,建立起二體條件下的衛星軌道動力學模型。

A body subjected to gravitational attraction by the earth and orbiting the latter according to the law of celestial mechanics must be termed a “ celestial body “ 一個受到地球引力吸引,并按照天體力學定律環繞地球運轉的物體必須叫做“天體” 。

Linear and nonlinear oscillations , relaxation . phase plane methods and multiple scales . application to celestial mechanics and mechanical vibrations 線性及非線性振動,松弛。相平面方法和多重衡量。天體力學和力學振動的應用。

An exhibit on celestial mechanics demonstrates the laws governing planetary motion 其中一座有關天體力學的展品,會示范支配行星運動的定律。

Astrometry and celestial mechanics 天體測量與天體力學

A body subjected to gravitational attraction by the earth and orbiting the latter according to the law of celestial mechanics must be termed a “celestial body“ . 一個受到地球引力吸引,并按照天體力學定律環繞地球運轉的物體必須叫做“天體”。