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Analysis of variations C0 (GPS Time) and C1 (GLONASS Time)

Transactions of IAA RAS, issue 37, 59–63 (2016)

Keywords: Time GPS, Time GLONASS, Universal Time, the wavelet-analysis, statistical noise.

Abstract

Spatial and temporal changes in the structure of С₀ and С₁ are studied by wavelet analysis. Continuous wavelet transformation reveals the structure changes with time in data С₀, the presence of discontinuity and rupture in data С₁. The method of discrete wavelet analysis allow us to obtain the signal and to calculate the statistical characteristics of the noise components.

Citation

Text

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RIS

A. E. Vol'vach,  G. S. Kurbasova. Analysis of variations C0 (GPS Time) and C1 (GLONASS Time) // Transactions of IAA RAS. — 2016. — Issue 37. — P. 59–63.

@article{vol'vach2016,
  abstract = {Spatial and temporal changes in the structure of С₀ and С₁ are studied by wavelet analysis. Continuous wavelet transformation reveals the structure changes with time in data С₀, the presence of discontinuity and rupture in data С₁. The method of discrete wavelet analysis allow us to obtain the signal and to calculate the statistical characteristics of the noise components.},
  author = {A.~E. Vol'vach and G.~S. Kurbasova},
  issue = {37},
  journal = {Transactions of IAA RAS},
  keyword = {Time GPS, Time GLONASS, Universal Time, the wavelet-analysis, statistical noise},
  pages = {59--63},
  title = {Analysis of variations C0 (GPS Time) and C1 (GLONASS Time)},
  url = {http://iaaras.ru/en/library/paper/1559/},
  year = {2016}
}

TY  - JOUR
TI  - Analysis of variations C0 (GPS Time) and C1 (GLONASS Time)
AU  - Vol'vach, A. E.
AU  - Kurbasova, G. S.
PY  - 2016
T2  - Transactions of IAA RAS
IS  - 37
SP  - 59
AB  - Spatial and temporal changes in the structure of С₀ and С₁ are
studied by wavelet analysis. Continuous wavelet transformation
reveals the structure changes with time in data С₀, the presence of
discontinuity and rupture in data С₁. The method of discrete wavelet
analysis allow us to obtain the signal and to calculate the
statistical characteristics of the noise components.
UR  - http://iaaras.ru/en/library/paper/1559/
ER  -