In this paper we summarize the theory behind full-profile analysis of IS measurements and report first practical experiences with the GUISDAP (Grand Unified Incoherent Scatter Design and Analysis Package) system designed to perform full-profile analysis of any IS measurements efficiently. By fitting whole plasma parameter profiles over the ionosphere, instead of point values of the parameters supposed to be approximately constant over small range intervals, full-profile analysis is free of underlying assumptions about the slow variation of the plasma parameters as a function of range. We define full-profile analysis as a mathematical inversion problem formalism and explain how it differs from the traditional gated analysis. Moreover, we study the bias introduced to traditional analysis results using realistic model ionospheres. By applying the full-profile method to data generated from the model ionospheres, we demonstrate that full-profile analysis is free from this kind of bias. Lastly, an example of analysis of real data by full-profile and gated analyses is shown.
[1]
M. S. Lehtinen,et al.
The accuracy of incoherent scatter measurements: error estimates valid for high signal levels
,
1996
.
[2]
M. Lehtinen,et al.
The effect of a priori knowledge on parameter estimation errors with applications to incoherent scatter
,
1990
.
[3]
Markku Lehtinen,et al.
STATISTICAL THEORY OF INCOHERENT SCATTER RADAR MEASUREMENTS
,
1986
.
[4]
M. Lehtinen,et al.
Parameter mixing errors within a measuring volume with applications to incoherent scatter
,
1990
.
[5]
Asko Huuskonen,et al.
General incoherent scatter analysis and GUISDAP
,
1996
.
[6]
C. Lathuillère,et al.
Incoherent scatter measurements in the F1-region
,
1986
.
[7]
J. M. Holt,et al.
Optimal analysis of incoherent scatter radar data
,
1992
.
[8]
Matti Vallinkoski,et al.
Statistics of incoherent scatter multiparameter fits
,
1988
.