lectures

Chapter 3 GNSS Signal

Principle of Pseudorange Measurement

Questions

What is pseudorange?

The pseudorange is the geometry distance between the satellite and receiver, which has not been modified by the sat. clock error,rec. clock error,troposphere error,ionosphere error,etc. It refers in particular to the distance that be generated by the ranging code. 什么是伪距? 伪距是卫星和接收机间的几何距离,未经修正的卫星钟差、接收机钟差、电离层、对流层误差等。它特指由测距码生成的距离。

How to generate the pseudorange?

What is the principle of pseudorange measurement?

Ranging Code: one kind of binary code,which be used to measure the distance between the sat. ans the rec.. The GNSS range code belong to pseudo-random code.

测距码: 一种二进制码,用来测量接收机和卫星之间的距离。测距码属于伪随机码。

1. Definition of Ranging Code

What is the code?

binary code: consist of ‘0’ or ‘1’.

What is the random code?

That is the random that each number of the serial binary code is 0 or 1. Then ,the serial binary code if called as random code.

什么是随机码?随机码是由0、1组成的随机二进制串。 Characters: aperiodicity,nonduplication,autocorreation. 特性:非周期性,非重复性,自相关性。

What is the pseudo-random code?

It possesses the characteristic of autocorrelation of the random code, while owns the periodicity and duplication.

什么是伪随机码? 伪随机码有自相关的特征,同时具有周期性和重复性。

autocorrelation:distinguish from other signals. periodicity & duplication:generate the same signal.

自相关性:区别于其他信号。 周期性和重复性:生成相同的信号。

Generation of Ranging Code

Principle of Ranging Code Generation

Characters of Ranging Code

测距码的特性:

Principle of Pseudorange Measurement

Characters of Pseudorange Observation

伪距观测的特性

Advanteges

优点:

Disadvantages

缺点:

Improvement Methods

改善措施:

Homework

Please find out a new method or technology to improve the accuracy of pseudorange measurement.

请找出一个新的方法或技术来提高伪距测量的准确度。

How to integrate pseudorange,carrier phase and Doppler obs. for a special application?(make use of their own advantages)

如何结合伪距、载波相位和多普勒观测以用于特定用途?

  1. What is the specific form of code observation equation? 码观测方程具体形式
  2. What is the specific form of carrier observation equation? 载波观测方程具体形式 完整的载波(周):$\varphi i= \varphi i+N0$ 完整的载波(米):$p=\lambda*\phi=\lambda *(\phi +N0)$
  3. What are the precisions of CA, P,L1 and L2 observables, respectively? 精确度分别是

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