[7] The idea of exclusion of possible systematic errors is from Beynon and Rangaswamy [1968] as follows. To determine the collision frequency, one needs absolute measurements of the radio wave absorption L at their vertical reflection from the ionosphere (the A1 method). The absorption is related to the electron concentration N and collision frequency ne via the absorption coefficient by
(5) |
where f is the wave frequency, h0 is the height if the ionosphere bottom, and hr is the height of the signal reflection. Knowing the frequency dependence of the absorption L(f) and having vertical profile of the electron concentration N(h), one can obtain from (5) the vertical profile of the electron collision frequency ne(h). In the case when the ne(h) is known, one can determine the N(h) profile.
[8] The problem of
ne(h) profile determination was realized in the
following way
[Beynon and Rangaswamy, 1968].
The radio wave
absorption at two frequencies
f1
where
N0 is the electron concentration at
h0=60 km. The values of the
N0 and
a parameters were found by solving the system of equations:
where
m' is the group refraction index and
n M is the collision frequency
of monoenergetic electrons
[Budden, 1965].
The absorption was
calculated using the generalized magneto-ion theory
[Budden, 1965].
The
obtained model profile
N(h) was used for calculation of the input into the
absorption at a frequency
f2 of the height interval from
h0 to
hr(f1).
[9] Then taking into account model (6), the
N(h) profile in the
E and
F regions was restored from ionograms. At the final stage, the
ne(h) profile was fitted corresponding to the absorption
D L(f2) falling on the
height interval from
hr(f1) to
hr(f2).
The determined by this method
separate
ne(h) profiles in the height interval 100-150 km agree with the
gas-kinetic estimates
[Beynon and Rangaswamy, 1968].
Citation: 2005), Electron collision frequency and HF waves attenuation in the ionosphere, Int. J. Geomagn. Aeron., 5, GI3009, doi:10.1029/2004GI000081.(6)
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