CORNETTI, PIETRO
 Distribuzione geografica
Continente #
NA - Nord America 15.865
EU - Europa 15.396
AS - Asia 2.714
AF - Africa 90
SA - Sud America 67
OC - Oceania 13
Continente sconosciuto - Info sul continente non disponibili 5
Totale 34.150
Nazione #
US - Stati Uniti d'America 15.694
DE - Germania 3.554
FR - Francia 2.752
IT - Italia 2.690
GB - Regno Unito 2.427
CN - Cina 1.697
UA - Ucraina 1.123
NL - Olanda 887
SE - Svezia 466
TR - Turchia 392
IE - Irlanda 351
CH - Svizzera 271
FI - Finlandia 196
RU - Federazione Russa 189
KR - Corea 187
CA - Canada 142
BE - Belgio 93
IL - Israele 92
IN - India 90
AT - Austria 84
ES - Italia 84
JP - Giappone 53
BR - Brasile 46
EG - Egitto 33
IR - Iran 33
SG - Singapore 33
PT - Portogallo 27
MX - Messico 25
AP - ???statistics.table.value.countryCode.AP??? 24
VN - Vietnam 24
HK - Hong Kong 23
JO - Giordania 22
RO - Romania 21
BG - Bulgaria 18
EU - Europa 18
CL - Cile 17
TW - Taiwan 16
ID - Indonesia 14
PL - Polonia 14
EE - Estonia 13
ET - Etiopia 13
GR - Grecia 13
MY - Malesia 13
NG - Nigeria 13
AU - Australia 12
RS - Serbia 12
ZA - Sudafrica 11
NO - Norvegia 10
HR - Croazia 9
UZ - Uzbekistan 9
CI - Costa d'Avorio 8
CZ - Repubblica Ceca 8
DK - Danimarca 7
SA - Arabia Saudita 7
AE - Emirati Arabi Uniti 6
TH - Thailandia 6
DZ - Algeria 5
IQ - Iraq 5
SI - Slovenia 4
AL - Albania 3
PH - Filippine 3
PR - Porto Rico 3
AZ - Azerbaigian 2
BD - Bangladesh 2
GH - Ghana 2
LK - Sri Lanka 2
LT - Lituania 2
PE - Perù 2
SN - Senegal 2
YE - Yemen 2
A2 - ???statistics.table.value.countryCode.A2??? 1
AR - Argentina 1
EC - Ecuador 1
GE - Georgia 1
GT - Guatemala 1
HU - Ungheria 1
KW - Kuwait 1
KZ - Kazakistan 1
LU - Lussemburgo 1
LV - Lettonia 1
MA - Marocco 1
MO - Macao, regione amministrativa speciale della Cina 1
NP - Nepal 1
NZ - Nuova Zelanda 1
PK - Pakistan 1
SK - Slovacchia (Repubblica Slovacca) 1
SO - Somalia 1
SY - Repubblica araba siriana 1
TN - Tunisia 1
Totale 34.150
Città #
Ashburn 3.691
Southend 2.157
Seattle 1.684
Des Moines 1.358
Beijing 1.191
Fairfield 1.033
Chandler 715
San Ramon 594
Herkenbosch 585
Princeton 559
Jacksonville 548
Woodbridge 534
Houston 444
Turin 434
Cambridge 417
Ann Arbor 390
Torino 390
Wilmington 366
Chicago 355
Berlin 334
Izmir 334
Dublin 312
Frankfurt 249
Bern 233
San Donato Milanese 224
Boardman 205
New York 181
Helsinki 179
Zaporozhye 141
Baltimore 132
Pennsylvania Furnace 127
Bologna 122
Buffalo 117
Katy 107
Overberg 106
Amsterdam 100
Zhengzhou 97
Paris 93
Brussels 91
Shanghai 88
Milan 85
Vienna 81
Council Bluffs 72
Saint Petersburg 71
Monopoli 70
Mountain View 70
San Francisco 67
Redwood City 63
Hangzhou 52
Padua 52
Valfenera 51
Lecce 47
Toronto 47
San Diego 44
Zhitomir 43
Malatya 38
Madrid 37
Bremen 36
Fremont 36
Imola 36
Washington 36
Guangzhou 33
Shenzhen 33
Haifa 31
Cairo 30
Hefei 28
Norwalk 28
Rome 28
London 27
Melun 23
Seoul 23
Las Vegas 22
Palermo 22
Andover 21
Edmonton 21
Redmond 21
Dong Ket 19
Maringa 19
Cupertino 18
Tavagnasco 18
Atlanta 17
Nanjing 17
Verona 17
Ningbo 16
Podenzano 16
Rotterdam 16
Lappeenranta 14
Montréal 14
Monza 14
Sheffield 14
Galati 13
Sofia 13
Taipei 13
Tianjin 13
Aosta 12
Florence 12
Jinan 12
Kuala Lumpur 12
Modena 12
Cheyenne 11
Totale 22.894
Nome #
Cohesive Crack Model Description of Ductile to Brittle Size-scale Transition: Dimensional Analysis vs. Renormalization Group Theory 566
Anisotropic linear elastic properties of fractal-like composites 542
Modello meccanico per l’innesco di valanghe di neve 466
Brittle Materials and Stress Concentrations: are they able to withstand? 457
A coupled stress and energy criterion within finite fracture mechanics 352
Analytical Stress Intensity Factors for cracks at blunted V-notches 340
Finite fracture mechanics: a coupled stress and energy failure criterion 334
Wave propagation in nonlocal elastic continua modelled by a fractional calculus approach 332
The use of fractional calculus to model the experimental creep-recovery behavior of modified bituminous binders 329
A Finite Fracture Mechanics approach to the asymptotic behaviour of U-notched structures 317
A coupled FFM model to interpret fracture toughness values for brittle materials 314
A disordered microstructure material model based on fractal geometry and fractional calculus 304
Gli operatori statico e cinematico per le lastre a doppia curvatura: dualità in base al principio dei lavori virtuali 299
Crack deflection in brittle materials by Finite Fracture Mechanics 297
A fractional viscoelastic approach to model the rheological behavior of bituminous binders 287
A generalized Paris' law for fatigue crack growth. 282
Three point bending test in brittle materials; Three point bending test in quasi-brittle materials; Double cantilever beam test in brittle materials 281
A fractal theory for the mechanics of elastic materials 275
Wave propagation in nonlocal elastic continua modelled by a fractional calculus approach 275
The problem of the critical angle for edge and center V-notched structures 273
A mesoscopic theory of damage and fracture in heterogeneous materials 272
A Finite Fracture Mechanics approach to V-notched elements subjected to mixed-mode loading 272
A fractional calculus approach to the description of stress and strain localization in fractal media 271
A fractional calculus approach to nonlocalelasticity 269
Fractional calculus in solid mechanics: Local versus non-local approach 269
Fracture initiation at re-entrant corners: Experiments and finite fracture mechanics predictions 269
Static-kinematic fractional operators for fractal and non-local solids 268
The elastic problem for fractal media: basic theory and finite element formulation 266
Lastre a doppia curvatura 263
A scale-invariant cohesive crack model for quasi-brittle materials 262
Finite Fracture Mechanics Vs. Cohesive Crack Modelling: An Analytical Comparison Based On Case Studies 262
Blunt V-notch Brittle Fracture: An Improved Finite Fracture Mechanics Approach 261
The fracture mechanics of finite crack extension 259
Fractals to Model Hierarchical Biomaterials 258
Fracture initiation and size effect in V-notched structures under mixed mode loading 253
A stereological analysis of aggregate grading and size effect on concrete tensile strength 251
Failure mechanisms in beams strengthened with adhesive strips 251
A fractional calculus approach to the mechanics of fractal media 250
Static-kinematic duality and the principle of virtual work in the mechanics of fractal media 249
Investigation on brittle fracture in rounded V-notched structures by Finite Fracture Mechanics 247
A scale-independent cohesive crack model for concrete 247
Nonlocal diffusion in porous media: A spatial fractional approach 247
On the mechanics of quasi-brittle materials with a fractal microstructure 246
A finite fracture mechanics approach to structures with sharp V-notches 246
Generalized fracture toughness for specimens with re-entrant corners: Experiments vs. theoretical predictions 246
Wave Propagation in Fractional Nonlocal Elastic Continua 245
Comments on "Is the cause of size effect on structural strength fractal or energetic-statistical?" by Bazant & Yavari [Engng Fract Mech 2005;72 : 1-31] 242
A Finite Fracture Mechanics approach to the asymptotic behaviour of U-notched structures 241
Modelling the FRP-concrete delamination by means of an exponential softening law 240
Strength of hierarchical materials. 240
V-notched elements under mode II loading conditions 239
Numerical modelization of disordered media via fractional calculus 238
On the impossibility of separating nanotubes in a bundle by a longitudinal tension. 237
A stereological analysis of aggregate grading and size effect on concrete tensile strength 236
A mesoscopic theory of damage and fracture in heterogeneous materials 236
An explicit mechanical interpretation of Eringen non-local elasticity by means of fractional calculus 235
Brittle failures at rounded V-notches: A Finite Fracture Mechanics approach 233
Size effect upon grained materials tensile strength: The increase of the statistical dispersion at the smaller scales 233
Anisotropic linear elastic properties of fractal-like composites 232
An asymptotic matching approach to shallow-notched structural elements 231
Nonlocal elasticity: an approach based on fractional calculus 230
Diffusions problems in fractional and standard nonlocal media 228
High Temperature Austenitizing of Low Alloy Steels: What Is Left After 40 Years? 228
Triggering of dry snow slab avalanches: stress versus fracture mechanical approach 227
Problems of Fracture Mechanics and Fatigue – A Solution Guide 225
An analytical cohesive crack modeling approach to the edge debonding failure of FRP-plated beams 225
Edge debonding in FRP strengthened beams: stress versus energy failure criteria 223
Competition and interplay between different failure mechanisms in RC beams strengthened by FRP plates 223
A cohesive crack model approach to the edge debonding mechanism in plated beams 222
Finite Fracture Mechanics at elastic interfaces 221
An improved Finite Fracture Mechanics approach to blunt V-notch brittle fracture mechanics: Experimental verification on ceramic, metallic, and plastic materials 221
Cracks at rounded V-notch tips: an analytical expression for the stress intensity factor 219
Calculation of the tensile and flexural strength of disordered materials using fractional calculus 218
Application of Gradient Theory and Quantized Fracture Mechanics in Snow Avalanches. 216
Mode mixity and size effect in V-notched structures 215
A Fractional Approach to Nonlocal Elasticity 215
Scaling laws and multi-scale approach in the mechanics of heterogeneous and disordered materials 215
Problems in Fracture Mechanics 214
Brittle fracture in V-notched elements under mixed-mode loading conditions 214
The bridged crack model for modelling longitudinally reinforced concrete beams: concrete crushing and flexural shear failure 212
Size effects on concrete tensile fracture properties: an interpretation of the fractal approach based on the aggregate grading 210
New unified laws in fatigue: From the Wohler's to the Paris' regime 210
Towards a unified approach for the analysis of failure modes in FRP-retrofitted concrete beams 208
Diffusion problems on fractional nonlocal media 207
T-stress effects on crack kinking in Finite Fracture Mechanics 207
T-stress effects on crack deflection: Straight vs. curved crack advance 205
Failure evaluation of externally bonded FRP reinforced beams using acoustic emission 203
Debonding in FRP strengthened beams: stress assessment versus fracture mechanics approach 203
Fractional calculus in continuum mechanics: local vs. non-local approach 202
The problem of the critical angle for edge and center V-notched structures 202
A Coupled Stress and Energy Criterion for Natural and Artificial Triggering of Dry Snow Slab Avalanches 201
On the mechanics of solids with a fractal or multiscale structure 199
Static-kinematic duality and the principle of virtual work for fractal media 199
Fractional Viscoelastic Modeling of Antirutting Response of Bituminous Binders 198
Fractal modelling of hierarchical resistant materials 197
A scale-independent damage model for concrete 194
Size effect upon grained materials tensile strength: the increase of the statistical dispersion at the smaller scales 194
Edge debonding in FRP-strengthened concrete beams: an analytical approach based on cohesive crack model 193
Is the edge crack the most dangerous V-notch? 192
Nuovi modelli per l’innesco e la propagazione delle valanghe di neve 190
Totale 25.359
Categoria #
all - tutte 84.945
article - articoli 41.845
book - libri 0
conference - conferenze 40.254
curatela - curatele 0
other - altro 0
patent - brevetti 0
selected - selezionate 0
volume - volumi 2.846
Totale 169.890


Totale Lug Ago Sett Ott Nov Dic Gen Feb Mar Apr Mag Giu
2018/20191.309 0 0 0 0 0 0 0 0 0 0 774 535
2019/20203.389 323 203 89 437 394 315 243 499 406 306 110 64
2020/20212.305 410 284 88 312 114 228 147 195 93 186 172 76
2021/20221.668 91 112 4 35 21 126 100 30 135 159 301 554
2022/20234.375 327 492 50 206 293 399 1.588 152 325 76 137 330
2023/2024912 91 91 139 33 89 186 88 79 55 54 7 0
Totale 34.486