无模糊度和整周跳变问题的短基线解算方法研究
A Method of Short Baseline Solution without Cycle Slip Detection and Ambiguity Resolution
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摘要: 提出了一种不涉及模糊度和整周跳变问题的短基线解算方法。用自编软件对实际观测资料进行了处理。计算结果表明,本方法的原理和数学模型是正确的,对于一般静态短基线解算,平面精度达到2mm左右,高程精度达到5mm左右。Abstract: A new model of short baseline solution without cycle slip detection and ambiguity resolution is.This method can avoid the problems of detection and repair of cycle slips and determination of ambiguity. The actual observation data are processed by our test program, and the results show that the principle and the mathematic models of this paper are correct. For the short distance baseline, the accuracy in horizontal is about 2 mm, the accuracy in height is about 5 mm.