1.
The Kepler problem is solved by vector method and without the Binet equation.
直接利用矢量解法求解开普勒问题,不必借助于比奈方程.
2.
The Kepler problem is solved by vector method and without the Binet equation. This method is brief and to the point. Furthermore the physical picture is distinct.
直接利用矢量解法求解开普勒问题,不必借助于比奈方程.该方法简明扼要,物理图像清晰.
3.
Mathematical Problems in the Analysis and Control of Spatial Non-Keplerian Orbits
空间非开普勒轨道分析与控制中的数学问题
4.
Revelation from the foundation of the Kepler Laws-----A discussion on the Joseph Needham's Problem
开普勒三定律发现的启示——兼谈李约瑟难题
5.
There is no royal road to learning. -- Trollope
学问之路无捷径。--特勒普
6.
The problems and countermeasures of school-based curriculum development in common schools;
普通学校校本课程开发的问题与对策
7.
Research on the Environment Problems in Water Resources Exploitment and Utilization in Altai Region
阿勒泰地区水资源开发利用中的环境问题研究
8.
There lies Doppler mismatch in every code of phase-coded pulse compression techniques.
在相位编码脉冲压缩技术中,各种码都存在着多普勒失配问题。
9.
Those complicated Doppler shifts are where the angular resolution comes from.
有了这些复杂的多普勒偏移，就有了角分辨率的问题。
10.
He asks Mr. Miller a question .
他问米勒先生一个问题。
11.
Theorectical and Technological Problems on Volum Flow Estimation in Peripheral and Visceral Vessels by Doppler Ultrasound
多普勒超声在周围血管及内脏血管流量测定中的理论问题与技术问题
12.
Spacecraft Keplerian Orbits and Non-Keplerian Orbits:Definition,Classification and Control
航天器开普勒轨道和非开普勒轨道的定义、分类及控制
13.
The Universality, Particularity and Unity of the Issue of Ethnic Groups in the Great Development of the Western Regions;
西部大开发中民族问题的普遍性、特殊性及其统一性问题
14.
There is a general debate nowadays about the problem of itinerant workers.
目前，针对流动工人的问题展开了普遍的争论。
15.
Advantages and Problems of Popular Science Tourism in Guilin Botanical Garden;
桂林植物园开展科普旅游的优势和存在问题
16.
Prototype Analysis of the Concept of Love--An Application of Quantified Open-ended Questions;
普通人的爱情观研究——兼开放式问题的量化尝试
17.
In "Random Opening" Physical Education in our University;
普通高校“随机开放型”体育课教学改革问题研究
18.
Study on the common service under the background of the opening industries;
产业开放背景下的普遍服务问题之我见