结果表明，改进算法不仅大大节约解算时间，同时保证模型的正确性，提高了数据处理质量。
The results show that the improved algorithm greatly saves the calculating time, ensures the correctness of the model and improves the quality of data processing.
由于该方法不需要确定模糊度的浮点解，且能大大减小整周模糊度的搜索范围，所以使得整周模糊度的解算时间大大减少。
The process does not need to identify the floating resolution of the ambiguity and the search space of ambiguity can be greatly reduced.
渲染过程非常迅速并且因为它是一个全局光照（GI）的解算结果，所以当时间紧张时，它就是一个优秀的工具，并且对于GI 质量来说它也是必须的。
The pass renders quite quickly and since it is a Global Illumination (GI) solution, it is an excellent tool when time is of the essence, and GI quality is required.
该模型为无网外辅助站对流层延迟的解算提供了一种新的方法，可以减少网络维持的费用和GPS解算对流层天顶延迟的时间。
With the modify model of ZTD we can apply a new method for ZTD calculation of none auxiliary stations which can decrease the fee of the network and calculated time of GPS ZTD.
为缩短模糊度搜索时间，提高模糊度解算的正确率，本文引入LAMBDA法进行解算整周模糊度。
To shorten the time of the solution of integer ambiguity and improve its validity, the LAMBDA algorithm is introduced.
这是一种将GPS与数传技术相结合，实时解算并进行处理，在1 ~2秒时间内得到高精度定位信息的技术。
This will be a GPS and digital technology, real-time solution and processed in 1 to 2 seconds within the high-precision positioning information technology.
算例表明，其模型与算法是有效的，能在理想时间内找到最优解。
The experimental results show that ga is effective and can gain best resolution in ideal time.
有限的数值算例表明该方法比现有的对数光滑化算法能在更短的时间内找到高质量的解。
Limited numerical results indicate that this approach is able to produce good-quality solutions in much less time than the existing logarithmic smoothing algorithm.
根据解算结果，确定了注气孔与排气孔的间距和注气时间等注气的工艺参数。
According to the solver results , it determined gas injection process parameters such as the injection drilling and the exhaust drilling's spacing and gas injection time.
由于各种原因，各测站的时间不能完全一致，导致轨道解算的误差。
Effected by various factors, the time at different observation station are not all coincide, which leads to errors in the setimation of orbits.
由于各种原因，各测站的时间不能完全一致，导致轨道解算的误差。
Effected by various factors, the time at different observation station are not all coincide, which leads to errors in the setimation of orbits.
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