IRIS
MASCALI, Giovanni
 Distribuzione geografica
Salva come PNG Salva come JPEG
Continente #
NA - Nord America 3.001
AS - Asia 2.441
EU - Europa 1.305
SA - Sud America 705
AF - Africa 97
Continente sconosciuto - Info sul continente non disponibili 55
OC - Oceania 4
Totale 7.608
Salva come PNG Salva come JPEG
Nazione #
US - Stati Uniti d'America 2.857
SG - Singapore 959
BR - Brasile 515
CN - Cina 470
VN - Vietnam 390
UA - Ucraina 372
IT - Italia 299
DE - Germania 277
HK - Hong Kong 182
FR - Francia 91
SE - Svezia 89
CA - Canada 83
TR - Turchia 79
BD - Bangladesh 71
AR - Argentina 58
KR - Corea 56
EC - Ecuador 40
IN - India 39
ID - Indonesia 36
GB - Regno Unito 34
MX - Messico 30
IQ - Iraq 26
ZA - Sudafrica 25
FI - Finlandia 24
RU - Federazione Russa 24
CO - Colombia 22
MA - Marocco 21
PK - Pakistan 17
PY - Paraguay 17
VE - Venezuela 17
BE - Belgio 16
MY - Malesia 14
ES - Italia 12
SA - Arabia Saudita 12
UZ - Uzbekistan 12
CL - Cile 11
PH - Filippine 11
KE - Kenya 10
RO - Romania 10
SN - Senegal 10
UY - Uruguay 10
JP - Giappone 9
BO - Bolivia 8
EG - Egitto 7
JM - Giamaica 7
JO - Giordania 7
NP - Nepal 7
PL - Polonia 7
AE - Emirati Arabi Uniti 6
DZ - Algeria 6
IL - Israele 6
PE - Perù 6
LT - Lituania 5
PS - Palestinian Territory 5
AT - Austria 4
DO - Repubblica Dominicana 4
ET - Etiopia 4
HN - Honduras 4
KZ - Kazakistan 4
PA - Panama 4
PT - Portogallo 4
EE - Estonia 3
KW - Kuwait 3
MD - Moldavia 3
TN - Tunisia 3
AL - Albania 2
AU - Australia 2
BG - Bulgaria 2
BH - Bahrain 2
BW - Botswana 2
CZ - Repubblica Ceca 2
GR - Grecia 2
GT - Guatemala 2
HR - Croazia 2
IE - Irlanda 2
KG - Kirghizistan 2
LB - Libano 2
LU - Lussemburgo 2
LV - Lettonia 2
NI - Nicaragua 2
NL - Olanda 2
NZ - Nuova Zelanda 2
RS - Serbia 2
SI - Slovenia 2
SK - Slovacchia (Repubblica Slovacca) 2
SY - Repubblica araba siriana 2
TH - Thailandia 2
TT - Trinidad e Tobago 2
AD - Andorra 1
AF - Afghanistan, Repubblica islamica di 1
AM - Armenia 1
AO - Angola 1
AZ - Azerbaigian 1
BA - Bosnia-Erzegovina 1
BB - Barbados 1
BY - Bielorussia 1
CG - Congo 1
CH - Svizzera 1
CI - Costa d'Avorio 1
CR - Costa Rica 1
Totale 7.532
Salva come PNG Salva come JPEG
Città #
Singapore 449
Jacksonville 302
Chandler 298
Ashburn 283
Council Bluffs 249
San Jose 234
Hong Kong 180
Boardman 148
Dearborn 145
San Mateo 138
Ho Chi Minh City 129
Beijing 122
Dallas 87
Hanoi 82
Florence 73
Lauterbourg 67
Lawrence 66
Roxbury 66
Izmir 63
Seoul 56
Hefei 55
Milan 54
Shanghai 51
Ann Arbor 49
Des Moines 47
Ottawa 43
New York 37
Cambridge 32
São Paulo 32
Grafing 31
Haiphong 26
Rende 26
Chicago 25
Bremen 22
Santa Clara 22
Helsinki 21
Los Angeles 20
Rome 20
Da Nang 19
Guayaquil 18
Inglewood 18
Toronto 18
Columbus 17
Seattle 17
Brussels 16
Ogden 16
Phoenix 15
Wilmington 15
Guangzhou 14
Hải Dương 14
Brooklyn 12
Dhaka 12
Frankfurt am Main 12
Paola 12
Baghdad 11
Curitiba 11
San Francisco 11
Tashkent 11
Atlanta 10
Belo Horizonte 10
Campinas 10
Dakar 10
Montreal 10
Munich 10
Rio de Janeiro 10
Asunción 9
Brasília 9
Medellín 9
Nairobi 9
Quito 9
Bucharest 8
Denver 8
Jakarta 8
London 8
Montevideo 8
Ninh Bình 8
Omaha 8
The Dalles 8
Tianjin 8
Tokyo 8
Charlotte 7
Johannesburg 7
Miano 7
Ribeirão Preto 7
Salvador 7
Thái Nguyên 7
Trieste 7
Warsaw 7
Amman 6
Biên Hòa 6
Bogotá 6
Bắc Ninh 6
Cape Town 6
Contagem 6
Guarulhos 6
Ha Long 6
Hortolândia 6
Kuala Lumpur 6
Niterói 6
Porto Alegre 6
Totale 4.462
Salva come PNG Salva come JPEG
Nome #
A HYDRODYNAMICAL MODEL FOR HOLE TRANSPORT IN SILICON SEMICONDUCTORS: THE CASE OF WARPED PARABOLIC BANDS 154
Generalized observables in stochastic quantum models in phase space 151
A HYDRODYNAMICAL MODEL FOR COVALENT SEMICONDUCTORS, WITH A GENERALIZED ENERGY DISPERSION RELATION 142
A Hydrodynamic Model for Silicon Semiconductors Including Crystal Heating 138
Charge and Phonon Transport in Suspended Monolayer Graphene 138
A comparison between two hydrodynamical models for hole transport in Si semiconductors 136
A hierarchy of macroscopic models for phonon transport in graphene 136
A NON PARABOLIC HYDRODYNAMICAL SUBBAND MODEL FOR SEMICONDUCTORS BASED ON THE MAXIMUM ENTROPY PRINCIPLE 135
A BGK TYPE APPROXIMATION FOR THE COLLISION OPERATOR OF THE TRANSPORT EQUATION FOR SEMICONDUCTORS 134
AN EXTENDED HYDRODYNAMICAL MODEL FOR CHARGE TRANSPORT IN SI 134
Charge Transport in Low Dimensional Semiconductor Structures 134
Charge transport in graphene including thermal effects 126
A HYDRODYNAMICAL MODEL FOR HOLE TRANSPORT IN SILICON SEMICONDUCTORS: THE CASE OF WARPED NON-PARABOLIC BANDS 126
Charge transport and mobility in monolayer graphene 123
A New Formula for Thermal Conductivity Based on a Hierarchy of Hydrodynamical Models 121
A comprehensive hydrodynamical model for charge transport in graphene 121
A Hydrodynamical Model for Silicon Bipolar Devices 120
A Macroscopic Model for Electron Transport in Silicon using Analytic Descriptions for both the Electron Bands and the Phonon Dispersion Relations 119
HYDRODYNAMICAL MODEL OF CHARGE TRANSPORT IN GA-AS BASED ON THE MAXIMUM ENTROPY PRINCIPLE 118
Closure relations: a case from semiconductors 118
VARIATIONAL METHODS FOR THE STEADY-STATE BOLTZMANN EQUATION FOR SEMICONDUCTORS 117
SI AND GAAS MOBILITY DERIVED FROM A HYDRODYNAMICAL MODEL FOR SEMICONDUCTORS BASED ON THE MAXIMUM ENTROPY PRINCIPLE 114
New Perspectives on the mathematical modeling of semiconductors 113
Thermal conductivity reduction by embedding nanoparticles 112
A two population model for electron transport in Si 110
NUMERICAL SIMULATION OF A DOUBLE-GATE MOSFET WITH A SUBBAND MODEL FOR SEMICONDUCTORS BASED ON THE MAXIMUM ENTROPY PRINCIPLE 110
SIMULATION OF A DOUBLE-GATE MOSFET BY A NONPARABOLIC HYDRODYNAMICAL SUBBAND MODEL FOR SEMICONDUCTORS BASED ON THE MAXIMUM ENTROPY PRINCIPLE 110
Comparing Kinetic and MEP Model of Charge Transport in Graphene 109
MAXIMUM ENTROPY PRINCIPLE IN RELATIVISTIC RADIATION HYDRODYNAMICS 109
A hybrid Krasnosel'skiĭ-Schauder fixed point theorem for systems 108
Gunn Oscillations described by the MEP hydrodynamical model of semiconductors, 107
MEP PARABOLIC HYDRODYNAMICAL MODEL FOR HOLES IN SILICON SEMICONDUCTORS 107
An improved 2D–3D model for charge transport based on the maximum entropy principle 107
SIMULATION OF GUNN OSCILLATIONS WITH A NON-PARABOLIC HYDRODYNAMICAL MODEL BASED ON THE MAXIMUM ENTROPY PRINCIPLE 106
Forest fire spreading: A nonlinear stochastic model continuous in space and time 106
An extended fluid-dynamical model describing electron transport in semiconductors 104
Handbook of Optoelectronic Device Modeling and Simulation: Fundamentals, Materials, Nanostructures, LEDs, and Amplifiers, Vol. 1 104
Non-parabolic tail hydrodynamical model for silicon semiconductors 103
Optimal Design of Equilibrium Solutions of the Vlasov–Poisson System by an External Electric Field 101
Hyperbolic PDAEs for semiconductor devices coupled with circuits 101
Some Mathematical Considerations on Solid State Physics in the Framework of the Phase Space Formulation of Quantum Mechanics 99
Extended hydrodynamical models for plasmas 98
Compton Cooling of a Radiating Fluid 97
Scientific Computing in Electrical Engineering 95
NON-LINEAR DETERMINATION OF THE DISTRIBUTION FUNCTION OF DEGENERATE GASES WITH AN APPLICATION TO SEMICONDUCTORS 93
TWO DIMENSIONAL MESFET SIMULATION OF TRANSIENT AND STEADY STATES WITH KINETIC BASED HYDRODYNAMICAL MODELS 93
Perspectives in semiconductor device simulation 91
Nonlinear models for silicon semiconductors 91
Mobility in GaAs semiconductors 91
HYDRODYNAMIC SUBBAND MODEL FOR SEMICONDUCTORS BASED ON THE MAXIMUM ENTROPY PRINCIPLE 89
About the definition of the local equilibrium lattice temperature in suspended monolayer graphene 89
Exploitation of the Maximum Entropy Principle in Mathematical Modeling of Charge Transport in Semiconductors 88
Maximum Entropy Hydrodynamical model for GaAs Semiconductors with Applications to electronic Devices 88
MAXIMUM ENTROPY PRINCIPLE IN RELATIVISTIC RADIATION HYDRODYNAMICS II: COMPTON AND DOUBLE COMPTON EFFECT 88
Hole mobility in Silicon semiconductors, Proceedings of SCEE 2004, Capo D’Orlando 88
THE SEMICONDUCTOR STEADY BOLTZMANN EQUATION: A VARIATIONAL FORMULATION 87
THEORETICAL FOUNDATION FOR TAIL ELECTRON HYDRODINAMICAL MODELS IN SEMICONDUCTORS 86
EXACT MAXIMUM ENTROPY CLOSURE OF THE HYDRODYNAMICAL MODEL FOR SI SEMICONDUCTORS: THE 8-MOMENT CASE 86
RECENT DEVELOPMENTS IN HYDRODYNAMICAL MODELING OF SEMICONDUCTORS 86
HIGH FIELD CLOSURES FOR HYDRODYNAMICAL MODELS FOR THE TRANSPORT OF CHARGE CARRIERS IN SEMICONDUCTORS 84
How embedding nanoparticles affects semiconductor thermal conductivity 84
Heat Generation and Dissipation 83
Comparing kinetic and hydrodynamical models for electron transport in monolayer graphene 81
Numerical simulation of a hydrodynamic subband model for semiconductors based on the maximum entropy principle 80
Nonlinear Exact Closure for the Hydrodynamical Model of Semiconductors based on the Maximum Entropy Principle 79
Deterministic Solutions of the Boltzmann Equation for Charge Transport in Graphene on Substrates 79
Exploitation of the Maximum Entropy Principle in the Study of Thermal Conductivity of Silicon, Germanium and Graphene 78
Extended hydrodynamical models for plasmas (vol 35, pg 2003, 2023) 69
Some Electric, Thermal, and Thermoelectric Properties of Suspended Monolayer Graphene 68
Numerical simulation of a subband model based on the Maximum Entropy Principle 68
Monte Carlo Analysis of Thermal Effects in Monolayer Graphene 68
Simulation of nanoscale double-gate MOSFETs 66
Quantum energy-transport and drift-diffusion models for electron transport in graphene: an approach by the wigner function 60
An existence result in annular regions times conical shells and its application to nonlinear Poisson systems 32
Correction to: Extended hydrodynamical models for plasmas (Continuum Mechanics and Thermodynamics, (2023), 35, 5, (2003-2016), 10.1007/s00161-023-01223-x) 24
Totale 7.608
Salva come PNG Salva come JPEG
Categoria #
all - tutte 43.961
article - articoli 0
book - libri 0
conference - conferenze 0
curatela - curatele 0
other - altro 0
patent - brevetti 0
selected - selezionate 0
volume - volumi 0
Totale 43.961
Salva come PNG Salva come JPEG


Totale Lug Ago Sett Ott Nov Dic Gen Feb Mar Apr Mag Giu
2021/2022554 0 0 0 18 69 36 6 152 7 5 77 184
2022/2023585 81 53 16 78 84 50 0 48 55 16 82 22
2023/2024341 31 17 21 15 39 25 16 38 26 11 20 82
2024/20251.106 43 171 31 72 120 64 36 57 109 24 89 290
2025/20263.113 430 130 284 401 597 177 310 149 177 249 61 148
2026/2027673 169 30 137 337 0 0 0 0 0 0 0 0
Totale 7.608