Giovanni Ghione
Polytechnic University of Turin
352 Papers
2.2K Citations
Giovanni Ghione is an academic researcher from Polytechnic University of Turin. The author has contributed to research in topics: Amplifier & Noise. The author has an hindex of 33, co-authored 343 publications. Previous affiliations of Giovanni Ghione include Instituto Politécnico Nacional & Polytechnic University of Milan.
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Papers
A novel implementation of noise analysis in general-purpose PDE-based semiconductor device simulators
Fabrizio Bonani,Giovanni Ghione,M.R. Pinto,R.K. Smith +3 more
- 10 Dec 1995
TL;DR: In this paper, a two-carrier drift-diffusion (DD) multidimensional numerical model is proposed to evaluate the noise of bipolar or monopolar devices by means of the Impedance Field Method.
3
RF power performance of submicron MESFET on hydrogen terminated polycrystalline diamond
Maria Cristina Rossi,P. Calvani,Gennaro Conte,Vittorio Camarchia,Federica Cappelluti,Giovanni Ghione,Walter Ciccognani,B Pasciuto,Ernesto Limiti,D. Dominijanni,E. Giovine +10 more
- 01 Dec 2009
TL;DR: In this paper, the authors present RF power measurements of submicron H-terminated FETs on polycrystalline diamond up to 2 GHz, showing the potential of such substrate for the development of microwave power devices.
3
Key issues in trap‐assisted low‐frequency device noise simulation in nonlinear large‐signal conditions
Fabrizio Bonani,Francesco Bertazzi,G. Conte,S. Donati Guerrieri,Giovanni Ghione +4 more
- 17 Nov 2005
TL;DR: In this paper, a detailed analysis of the conversion phenomena observed in trap-assisted low-frequency noise conversion in forced large-signal device operation is presented based on a drift-diffusion physical model, with stationary and cyclostationary noise analysis capabilities.
3
An improved P-HEMTP large-signal model for medium-power Ka-band amplifiers
J. M. Dortu,J. Muller,Marco Pirola,Giovanni Ghione +3 more
- 01 Apr 1994
TL;DR: In this paper, a large-signal lumped-parameter model for pseudomorphic HEMT devices (P-HEMTs) is described and implemented in the HARPE/OSA environment on the basis of the Angelov approach.
3