In the book scientists attempt to solve the traditional three-body problem in physics in which the otherwise stable gravitational interaction between two objects in space becomes random and unpredictable when a third object is introduced .
在这本书里,科学家试图揭开物理学中传统的 三体 问题:在宇宙空间中,如果引入第三个物体,两个物体之间稳定的引力作用会变为随机而不可预测。
By these judging conditions the effects on the linear stabilities of the triangular libration points in the classic restricted three-body problem with drag are discussed . Some Murray 's results are improved .
用这些判断条件,讨论了一些阻力对经典限制 性 三体 问题三角平动点线性稳定性的影响,改进了Murray等的一些结果。
Sufficient and Necessary Conditions for the Stability of Equilibrium Points in the Perturbed Circular Restricted Three-Body Problem and Applications
有摄圆型限制 性 三体 问题平动点稳定的充要条件及应用
Estimation on the periods and characteristic exponents of the periodic orbits in the vicinity of the equilibrium points in the restricted three-body problem
关于 三体 问题平衡点附近周期轨道的周期及特征指数的估计
There are plenty of families of periodic orbits surrounding the collinear libration points in Circular Restricted Three-body Problem ( CRTBP ) model .
圆型限制 性 三体 问题(CRTBP)共线平动点附近存在着大量的周期轨道族。
Building Model Using System Identification for Certain Micro Air Vehicle Research on Gravity-Assist Mechanism in Circular Restricted Three-body Problem
某型微型飞行器验证样机辨识建模研究基于圆型限制 性 三体 模型的借力飞行机理研究
Hill curves in the unchanging plane of the general three-body problem
一般 三体 问题在不变平面上的Hill 零 速度线
The ranges of change of the configurations and positions of orbits in general three-body problem
一般 三体 问题中轨道形状和位置的变化
The changes of the argument of periastron and configurations of the orbit in general three-body problem
一般 三体 问题中轨道的近点方向及形状的变化
Research on Gravity-Assist Mechanism in Circular Restricted Three-body Problem
基于圆型限制 性 三体 模型的借力飞行机理研究
The formulas ( 10 ) and ( 11 ) in this paper can be used to discuss the region of motion of the general three-body problem and their concrete results will be discussed in another article .
文中公式(10)、(11)也可用来讨论一般 三体 问题的运动区域,具体结果将在另文论述。
Plane circular restricted three-body problem
平面圆型限制 性 三体 问题
Existence of double star system in circular restricted three-body problem
圆型限制 性 三体 问题中双恒星系统的存在性
Finally the two level differential corrections method was proposed to transform the orbit designed under the circular restricted three-body problem model into the perturbed three-body problem model .
最后使用两层微分修正方法将圆型限制 性 三体 问题模型下设计的轨道转换到受摄三体问题模型下。
Through the analysis of satellite under restrictive three-body problem that considered the gravity of the earth and the moon differential equations of the system are established .
本文通过分析卫星在地球和月球引力下的限制性 三体 问题,建立了系统的微分方程。
A Criterion for The Linear Stability of Eguilibrium Points in the Perturbed Restricted Three-Body Problem and Applications in Robe Problem
受摄限制 性 三体 问题平动点线性稳定性的判断条件及在Robe问题的应用
The effect of an arbitrary external force perturbation upon the stability of equilibrium points in the circular classic restricted three-body problem and the effect of an inertial drag perturbation upon the stabilities of the main equilibrium points in the Robe circular restricted three-body problem are studied by these conditions .
用所得到的条件,讨论了任意外力摄动对经典圆型限制性 三体 问题三角平动点稳定性的影响和惯性阻力摄动对Robe圆型限制 性三体问题主要平动点的稳定性的影响。
The effects of solar gravity perturbation are evaluated as a crucial error of all which based on the Earth-Sun restricted three-body problem and the Sun-Earth-Moon four-body gravitational model .
主要研究了太阳引力摄动的影响,并基于地-日限制 性 三体 问题和地-日-月四体引力模型分别对太阳引力摄动影响进行了仿真。
The Region of Possible Motion of the Planar Circular Restricted Three-Body Problem under the Influence of a Ring
考虑环影响的平面圆型限制 性 三体 问题的可能运动区域
Since the circular restricted three-body problem model ignores the effect of perturbations it can not accurately describe the dynamic characters of the three-body system .
圆型限制 性 三体 问题模型忽略了摄动因素的影响,在很多情况下不能足够准确地描述三体系统的动力学性质。
Model . Experimental Investigation on Resistance of Trimaran Study on Escaping Energy in Circular Restricted Three-body Problem
基于圆型限制性 三体 问题模型的行星卫星逃逸能量研究
The dynamic characters and orbit design strategy of the perturbed three-body problem model was studied .
本文研究了考虑摄动影响的 三体 问题的动力学性质及其轨道设计。
三体问题