TY - GEN
T1 - A novel GNSS weak signal acquisition using wavelet denoising method
AU - Tian, Jin
AU - Yang, Liu
PY - 2008
Y1 - 2008
N2 - With the increasing demands of precise positioning in weak signal environment, high sensitive GNSS receiver research and development has been pushed badly in need. Conventional GNSS signal acquisition techniques are considered inadequate when the incoming signal is too weak. In this paper we have mainly consider wavelet de-noising algorithm applying in weak GNSS signal acquisition. Conventional wavelet de-noising algorithms include regional scale transformation method and threshold method. The first method requires less limitation about the noise type, but the latter one is applied only in Gauss noise conditions. Besides wavelet de-noising process is done when the signal is independent in time sequence, therefore our work has done based on the traditional correlation acquisition. When the non-correlation or differential correlation has done, the noise distribution and property has been also changed. If the noise pre-processed is Gauss distributed, the post-processed noise is no longer Gauss white noise. Under this circumstance we conduct statistics analysis to estimate the derivation of noise, and assume a new Gauss noise. Then the wavelet de-noising process is done. Our algorithm contains three key steps. Firstly, correlation and differential correlation method are used to acquire the very weak signal; secondly, noise derivation is estimated and noise model is established; then the wavelet de-noising process is applied. The result turns out fine for the signal lower than other acquisition method.
AB - With the increasing demands of precise positioning in weak signal environment, high sensitive GNSS receiver research and development has been pushed badly in need. Conventional GNSS signal acquisition techniques are considered inadequate when the incoming signal is too weak. In this paper we have mainly consider wavelet de-noising algorithm applying in weak GNSS signal acquisition. Conventional wavelet de-noising algorithms include regional scale transformation method and threshold method. The first method requires less limitation about the noise type, but the latter one is applied only in Gauss noise conditions. Besides wavelet de-noising process is done when the signal is independent in time sequence, therefore our work has done based on the traditional correlation acquisition. When the non-correlation or differential correlation has done, the noise distribution and property has been also changed. If the noise pre-processed is Gauss distributed, the post-processed noise is no longer Gauss white noise. Under this circumstance we conduct statistics analysis to estimate the derivation of noise, and assume a new Gauss noise. Then the wavelet de-noising process is done. Our algorithm contains three key steps. Firstly, correlation and differential correlation method are used to acquire the very weak signal; secondly, noise derivation is estimated and noise model is established; then the wavelet de-noising process is applied. The result turns out fine for the signal lower than other acquisition method.
UR - https://www.scopus.com/pages/publications/57649217964
M3 - 会议稿件
AN - SCOPUS:57649217964
SN - 9781605604565
T3 - Proceedings of the Institute of Navigation, National Technical Meeting
SP - 303
EP - 309
BT - Institute of Navigation - The Institute of Navigation National Technical Meeting, NTM 2008
T2 - Institute of Navigation National Technical Meeting, NTM 2008
Y2 - 28 January 2008 through 30 January 2008
ER -