首页> 外文会议>Proceedings of the 22nd international technical meeting of the Satellite Division of the Institute of Navigation (ION GNSS 2009) >To What Extent Can Standard GNSS Ambiguity Resolution Methods Be Used For Single-Frequency Epoch-by-Epoch Attitude Determination?
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To What Extent Can Standard GNSS Ambiguity Resolution Methods Be Used For Single-Frequency Epoch-by-Epoch Attitude Determination?

机译:标准GNSS歧义度解析方法可在多大程度上用于单频逐位态度确定?

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In this contribution we study and compare the strength of three different GNSS models for carrier-phase attitude determination.These models are(1)the unconstrained GNSS model,(2)a linear(ized)constrained GNSS model, and(3)a nonlinear constrained GNSS model.The latter model is the baseline-length constrained GNSS model, while the second model is its linearized version.The strongest of the three models is the third.The advan- tage of the first model is,however,that one can apply any standard ambiguity resolution(AR)method to it.This is not true for the third model,as special precautions need to be taken in order to rigorously incorporate the nonlin- ear constraints.The strength of the second model ap- proaches that of the third if the nonlinearity is negligi- ble.The constrained LAMBDA method has been devel- oped for the third model,while the standard LAMBDA method can be directly applied to the first and the second model.We show the preferred method for different mea- surement scenarios and different baseline lengths.With our results,a user will be able to determine for which baseline length he/she needs to switch from the standard LAMBDA method to the more advanced constrained ver- sion.In our results we emphasize the most challenging case,which is the single-frequency,epoch-by-epoch,un- aided GNSS attitude determination.
机译:在此贡献中,我们研究和比较了三种不同的GNSS模型在确定载波相位姿态方面的优势。这些模型是(1)无约束GNSS模型,(2)线性(已化)约束GNSS模型和(3)非线性后者是基线长度受限的GNSS模型,第二个模型是线性化的模型。这三个模型中最强的一个是第三个模型。但是,第一个模型的优点是对它应用任何标准的歧义度解析度(AR)方法。对于第三个模型而言,情况并非如此,因为需要采取特殊的预防措施以严格纳入非线性约束。第二个模型的强度近似于如果非线性可以忽略,则使用第三个模型。约束性LAMBDA方法已针对第三个模型开发,而标准的LAMBDA方法可直接应用于第一个模型和第二个模型。保证方案以及不同的基线长度。通过我们的结果,用户将能够确定他/她需要从标准LAMBDA方法切换到更高级的约束版本的基线长度。在我们的结果中,我们强调最具挑战性的情况,这是单频,逐周期,无辅助的GNSS姿态确定。

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