In order to accomplish coarse alignment on a swaying base, the integrations of the gravityvector in the inertial coordinate of two different periods of time are selected as the reference vectors.
根据定姿算法中参考矢量构造方式的区别将解析粗对准算法分为传统算法和摇摆基座算法。
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However, another alternative theory, called tensor-vector-scalar gravity (TeVeS), does conflict with the new findings.
In time and date and linear sequence, the vortices would then not exist in the same vector, or in the same specific astronomical gravity fields, and you would not then gain the benefits.