GHANNAD TEHRANI, GHASEM
 Distribuzione geografica
Continente #
AS - Asia 244
EU - Europa 221
NA - Nord America 204
SA - Sud America 25
AF - Africa 7
Totale 701
Nazione #
US - Stati Uniti d'America 199
IT - Italia 114
CN - Cina 90
SG - Singapore 85
DE - Germania 22
BR - Brasile 20
BE - Belgio 17
IE - Irlanda 16
KR - Corea 15
GB - Regno Unito 14
HK - Hong Kong 13
FR - Francia 12
VN - Vietnam 11
IL - Israele 7
PK - Pakistan 7
NL - Olanda 6
RU - Federazione Russa 6
ZA - Sudafrica 6
BG - Bulgaria 5
TR - Turchia 5
CA - Canada 4
AR - Argentina 3
IR - Iran 3
PL - Polonia 3
AT - Austria 2
FI - Finlandia 2
ID - Indonesia 2
IN - India 2
CL - Cile 1
EG - Egitto 1
ES - Italia 1
IQ - Iraq 1
JO - Giordania 1
JP - Giappone 1
MX - Messico 1
TW - Taiwan 1
UA - Ucraina 1
VE - Venezuela 1
Totale 701
Città #
Singapore 62
Turin 36
Ashburn 32
Hefei 21
Beijing 20
Santa Clara 18
Dublin 16
Brussels 13
Princeton 13
Chandler 12
Torino 11
Council Bluffs 9
Houston 9
Berlin 8
Seoul 8
Boardman 7
Dallas 7
Piscataway 6
Fremont 5
Istanbul 5
Milan 5
Tel Aviv 5
Tongling 5
Buffalo 4
Elk Grove Village 4
Hanoi 4
Ho Chi Minh City 4
Johannesburg 4
Leuven 4
Rotterdam 4
Southend 4
Benningen am Neckar 3
Cadoneghe 3
Duncan 3
Hangzhou 3
Hong Kong 3
Lauterbourg 3
Washington 3
Cagliari 2
Carbonia 2
Chalus 2
Columbus 2
Fairfield 2
Falls Church 2
Frankfurt am Main 2
Grugliasco 2
Helsinki 2
Jakarta 2
Menlo Park 2
Munich 2
New York 2
Nuremberg 2
Padova 2
Portsmouth 2
The Dalles 2
Toronto 2
Vienna 2
Warsaw 2
Wilmington 2
Yubileyny 2
Amman 1
Amsterdam 1
Andover 1
Appiano Gentile 1
Atlanta 1
Augusta 1
Baghdad 1
Banha 1
Benito Juarez 1
Birmingham 1
Borgosesia 1
Bình Dương Province 1
Cabo Frio 1
Cambridge 1
Cangzhou 1
Cape Town 1
Capivari 1
Carapicuíba 1
Changchun 1
Changsha 1
Changzhou 1
Chicago 1
Chieri 1
Ciudad Evita 1
Cotia 1
Curitiba 1
Córdoba 1
Domodossola 1
Durban 1
Düsseldorf 1
Faridabad 1
Fortaleza 1
Francisco Beltrão 1
Fuzhou 1
Gifford 1
Guangzhou 1
Hamburg 1
Harbin 1
Itacoatiara 1
Jammu 1
Totale 470
Nome #
Trained Harmonic Balance Method for Parametrically Excited Jeffcott Rotor Analysis 132
Stability analysis of a parametrically excited ball bearing system 131
A forced response-based method to track instability of rotating systems 124
Parametrically induced Jeffcott rotor due to varying stiffness of the supporting rolling bearing elements 115
Rolling bearing parametric excitation of a jeffcott rotor system 115
Stability analysis of systems under Parametric Excitation 110
Totale 727
Categoria #
all - tutte 3.315
article - articoli 1.871
book - libri 0
conference - conferenze 1.076
curatela - curatele 0
other - altro 0
patent - brevetti 0
selected - selezionate 0
volume - volumi 0
Totale 6.262


Totale Lug Ago Sett Ott Nov Dic Gen Feb Mar Apr Mag Giu
2020/202147 0 0 0 0 1 5 8 5 13 2 6 7
2021/202294 6 1 8 7 21 7 6 5 4 4 9 16
2022/2023109 11 13 6 10 20 13 5 4 13 0 8 6
2023/202490 7 6 5 8 13 4 5 8 3 6 10 15
2024/2025216 13 24 13 20 19 19 10 17 24 7 21 29
2025/2026152 38 21 27 45 21 0 0 0 0 0 0 0
Totale 727