Armando Francesco Borghesani

Prof. Armando Francesco Borghesani

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Research Focus & Metrics

Academic Career Length

44Years (1983-Present)

(Calculated once Scilit publication data is synced: current year − year of first publication + 1)

Representative Publications

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1 June 1988 in Physical Review A
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ABArmando Francesco Borghesani
Armando Francesco Borghesani
LBL. Bruschi
L. Bruschi
MSM. Santini
M. Santini
GTG. Torzo
G. Torzo
The electron drift mobility has been measured in a wide range of temperatures and densities in neon gas and saturated vapor. The ‘‘zero-field’’ density-normalized mobility μ0N exhibits a strong density dependence, which cannot be accounted for by the existing multiple-scattering theories. The data, however, can be well fitted by assuming a density dependence in the e-Ne scattering cross section.

1 December 1990 in Physical Review A
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ABArmando Francesco Borghesani
Armando Francesco Borghesani
MSM. Santini
M. Santini
We report on the measurements of electron as well as ion mobility in neon gas at low temperature (close to the critical temperature) and up to very high density (N≊180×1020 cm−3). We have found evidence of localized electron states at densities larger than (90–100)×1020 cm−3. The transition from the region of quasifree states to that of coexisting quasifree and localized states takes place in a density range in fairly good agreement with the predictions of a simple bubble model. The mobility data of the quasifree electron are in disagreement with the actual multiple-scattering theory. The detailed calculation of the mean mobility in the high-density region where localization takes place is still an unsolved problem.

1 December 1992 in Physical Review A
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ABArmando Francesco Borghesani
Armando Francesco Borghesani
MSM. Santini
M. Santini
PLP. Lamp
P. Lamp
We report accurate measurements of excess electron mobility in high-density Ar gas at a temperature T≃163 K in the density range (4<N<70)×1020 cm−3 as a function of the electric-field strength. The positive-density effect shown by the zero-field density-normalized mobility μ0N can be explained within the same theoretical framework recently used for neon gas, where μ0N shows a negative-density effect. Thus the analysis of our present measurements indicates that there is no need for two separate theories for both negative- and positive-scattering-length gases.

1 October 1990 in Physics Letters A
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ABArmando Francesco Borghesani
Armando Francesco Borghesani
GCG. Carugno
G. Carugno
MCM. Cavenago
M. Cavenago
ECE. Conti
E. Conti

29 April 2002 in Physical Review E
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ABArmando Francesco Borghesani
Armando Francesco Borghesani
MSM. Santini
M. Santini
We report accurate measurements of the mobility of excess electrons in high-density helium gas in extended ranges of temperature [(26<~T<~77) K] and density [(0.05<~N<~10.0)atomsnm−3]. The aim is the investigation of the combined effect of temperature and density on the formation and dynamics of localized electron states. The main result of the experiment is that the formation of localized states essentially depends on the relative balance of fluid dilation energy, repulsive electron-atom interaction energy, and thermal energy. As a consequence, the onset of localization depends on the medium disorder through gas temperature and density. The transition from delocalized to localized states shifts to larger densities as temperature is increased. This behavior can be understood in terms of a simple model of electron self-trapping in a spherically symmetric square well.

1 September 1990 in Measurement Science and Technology
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ABArmando Francesco Borghesani
Armando Francesco Borghesani
MSM Santini
M Santini
The authors report on several methods developed in order to extract information on electron attachment frequency and on electronic and ionic mobility from the numerical analysis of the waveforms recorded during electron swarm experiments. These numerical methods, implemented on a personal computer, enable one to analyse the large number of data acquisitions made during a typical experimental run in a reasonably small time.