Pretraga rezultata za izvrsnost 2025




IBI: BF549; Danilo Karličić***, viši naučni saradnik, Matematički institut SANU; Polje: prirodno-matematičke i medicinske nauke; Period: 2020-2024;


eNauka profil: rp04843; ORCID: 0000-0002-7547-9293;


WOS indikatori: NR = 54; TC = 1159; HIndex = 22;


eNauka WOS indikatori: NR = 54; TC = 1160; HIndex = 22 ;


Lista A broj bodova: 261.0018 (569) 3.2%; Lista B broj bodova: 1000.838 (569) 1.4%; Lista C broj bodova: 0.000 (0) nan%; Lista A broj bodova kolaboracije: 0.000 (0) nan%; Lista B broj bodova kolaboracije: 0.000 (0) nan%;

Statistika svih rezultata

StatistikaUkupno2013-20242015-20242018-20242020-2024
Broj rezultata5449442520
Broj citata11591012
Broj M bodova261.00261261.00261
Normirani broj citata1147.331000.83
Normirani broj M bodova rezultata kategorije M21a++M21a+M21+M22+M23+M24261.00261.00261.00261.00
Normirani broj M bodova rezultata kategorije M11+M12+M13+M14+M410.000.000.000.00
Normirani broj M bodova rezultata kategorije M11+M12+M13+M14+M41+M420.000.000.000.00
Normirani broj M bodova rezultata kategorije M510.000.000.000.00
Normirani broj M bodova rezultata kategorije M43+M440.000.000.000.00

Statistika rezultata nastalih u medunarodnim kolaboracijama

StatistikaUkupno2013-20242015-20242018-20242020-2024
Broj rezultata sa 20 i više autora00000
Broj citata rezultata sa 20 i više autora00
Broj M bodova rezultata M21a++M21a+M21+M22+M23 sa 20 i više autora0.0000.000
Normirani broj citata rezultata sa 20 i više autora0.000.00
Normirani broj M bodova rezultata M21a++M21a+M21+M22+M23 sa 20 i više autora0.000.00

Rezultati

RBIBIGodinaKatTipVrstaReferencaTCTCPBANBBNTCNaslovAutori
1.BF5492014SCOMPOSITES PART B-ENGINEERING Vol. 66 (): # 328 - 339 (12), (DOI: 10.1016/j.compositesb.2014.05.029) NOV 2014WOS52524052.0000Exact closed-form solution for non-local vibration and biaxial buckling of bonded multi-nanoplate systemKarlicic D, Adhikari S, Murmu T, Cajic M
2.BF5492014SCOMPOSITE STRUCTURES Vol. 115 (): # 89 - 99 (11), (DOI: 10.1016/j.compstruct.2014.04.002) AUG 2014WOS70663066.0000Free transverse vibration of nonlocal viscoelastic orthotropic multi-nanoplate system (MNPS) embedded in a viscoelastic mediumKarlicic D, Kozic P, Pavlovic R
3.BF5492014SMECHANICS RESEARCH COMMUNICATIONS Vol. 56 (): # 83 - 89 (7), (DOI: 10.1016/j.mechrescom.2013.12.003) MAR 2014WOS34323032.0000The flexural vibration and buckling of the elastically connected parallel-beams with a Kerr-type layer in betweenKozic P, Pavlovic R, Karlicic D
4.BF5492014SJOURNAL OF APPLIED PHYSICS Vol. 115 (23): #234303 - (14), (DOI: 10.1063/1.4883194) JUN 21 2014WOS34325032.0000Dynamics of multiple viscoelastic carbon nanotube based nanocomposites with axial magnetic fieldKarlicic D, Murmu T, Cajic M, Kozic P, Adhikari S
5.BF5492014SFACTA UNIVERSITATIS-SERIES MECHANICAL ENGINEERING Vol. 12 (3): # 325 - 337 (13), (DOI: ) DEC 2014WOS11301.0000ENERGY ANALYSIS OF FREE TRANSVERSE VIBRATIONS OF THE VISCO-ELASTICALLY CONNECTED DOUBLE-MEMBRANE SYSTEMSimonovic J, Karlicic D, Cajic M
6.BF5492015EAPPLIED MATHEMATICAL MODELLING Vol. 39 (22): # 6941 - 6950 (10), (DOI: 10.1016/j.apm.2015.02.044) NOV 15 2015WOS22214021.0000Dynamic stability of nonlocal Voigt-Kelvin viscoelastic Rayleigh beamsPavlovic I, Pavlovic R, Ciric I, Karlicic D
7.BF5492015ECOMPOSITE STRUCTURES Vol. 131 (): # 672 - 681 (10), (DOI: 10.1016/j.compstruct.2015.05.058) NOV 1 2015WOS24244024.0000Temperature effects on the vibration and stability behavior of multi-layered graphene sheets embedded in an elastic mediumKarlicic D, Cajic M, Kozic P, Pavlovic I
8.BF5492015EJOURNAL OF MECHANICS OF MATERIALS AND STRUCTURES Vol. 10 (1): # 43 - 62 (20), (DOI: 10.2140/jomms.2015.10.43) JAN 2015WOS27204020.0000THERMAL AND MAGNETIC EFFECTS ON THE VIBRATION OF A CRACKED NANOBEAM EMBEDDED IN AN ELASTIC MEDIUMKarlicic D, Jovanovic D, Kozic P, Cajic M
9.BF5492015SMECCANICA Vol. 50 (6): # 1605 - 1621 (17), (DOI: 10.1007/s11012-015-0111-6) JUN 2015WOS24225022.0000Nonlocal effects on the longitudinal vibration of a complex multi-nanorod system subjected to the transverse magnetic fieldKarlicic D, Cajic M, Murmu T, Kozic P, Adhikari S
10.BF5492015SEUROPEAN JOURNAL OF MECHANICS A-SOLIDS Vol. 49 (): # 183 - 196 (14), (DOI: 10.1016/j.euromechsol.2014.07.005) JAN-FEB 2015WOS77724072.0000Non local longitudinal vibration of viscoelastic coupled double-nanorod systemsKarlicic D, Cajic M, Murmu T, Adhikari S
11.BF5492015SEUROPEAN JOURNAL OF MECHANICS A-SOLIDS Vol. 54 (): # 132 - 145 (14), (DOI: 10.1016/j.euromechsol.2015.06.014) NOV-DEC 2015WOS19184018.0000Vibration insight of a nonlocal viscoelastic coupled multi-nanorod systemKarlicic D, Kozic P, Murmu T, Adhikari S
12.BF5492015SINTERNATIONAL JOURNAL OF MECHANICAL SCIENCES Vol. 96-97 (): # 132 - 142 (11), (DOI: 10.1016/j.ijmecsci.2015.03.014) JUN 2015WOS70676055.8333Nonlocal mass-nanosensor model based on the damped vibration of single-layer graphene sheet influenced by in-plane magnetic fieldKarlicic D, Kozic P, Adhikari S, Cajic M, Murmu T, Lazarevic M
13.BF5492015STHEORETICAL AND APPLIED MECHANICS Vol. 42 (3): # 167 - 190 (24), (DOI: 10.2298/TAM1503167C) 2015WOS41393039.0000NONLOCAL VIBRATION OF A FRACTIONAL ORDER VISCOELASTIC NANOBEAM WITH ATTACHED NANOPARTICLECajic M, Karlicic D, Lazarevic M
14.BF5492015SJOURNAL OF THEORETICAL AND APPLIED MECHANICS Vol. 53 (1): # 217 - 233 (17), (DOI: ) 2015WOS15143014.0000FLEXURAL VIBRATION AND BUCKLING ANALYSIS OF SINGLE-WALLED CARBON NANOTUBES USING DIFFERENT GRADIENT ELASTICITY THEORIES BASED ON REDDY AND HUU-TAI FORMULATIONSKarlicic D, Kozic P, Pavlovic R
15.BF5492016EINTERNATIONAL JOURNAL OF ENGINEERING SCIENCE Vol. 109 (): # 88 - 105 (18), (DOI: 10.1016/j.ijengsci.2016.09.006) DEC 2016WOS22225022.0000Stochastic stability of multi-nanobeam systemsPavlovic I, Karlicic D, Pavlovic R, Janevski G, Ciric I
16.BF5492016EJOURNAL OF MECHANICS OF MATERIALS AND STRUCTURES Vol. 11 (3): # 279 - 307 (29), (DOI: 10.2140/jomms.2016.11.279) MAY 2016WOS21214021.0000NONLOCAL FORCED VIBRATION OF A DOUBLE SINGLE-WALLED CARBON NANOTUBE SYSTEM UNDER THE INFLUENCE OF AN AXIAL MAGNETIC FIELDStamenkovic M, Karlicic D, Janevski G, Kozic P
17.BF5492016SAPPLIED MATHEMATICAL MODELLING Vol. 40 (2): # 1599 - 1614 (16), (DOI: 10.1016/j.apm.2015.06.036) JAN 15 2016WOS47433043.0000Nonlocal vibration and stability of a multiple-nanobeam system coupled by the Winkler elastic mediumKarlicic D, Kozic P, Pavlovic R
18.BF5492016SFACTA UNIVERSITATIS-SERIES MECHANICAL ENGINEERING Vol. 14 (1): # 75 - 88 (14), (DOI: 10.22190/FUME1601075K) APR 2016WOS97507.0000BENDING VIBRATION AND STABILITY OF A MULTIPLE-NANOBEAM SYSTEM INFLUENCED BY TEMPERATURE CHANGEKarlicic D, Ozvat S, Cajic M, Kozic P, Pavlovic R
19.BF5492017EACTA MECHANICA Vol. 228 (6): # 2165 - 2185 (21), (DOI: 10.1007/s00707-017-1815-6) JUN 2017WOS35323032.0000Forced transverse vibrations of an elastically connected nonlocal orthotropic double-nanoplate system subjected to an in-plane magnetic fieldAtanasov M, Karlicic D, Kozic P
20.BF5492017EFACTA UNIVERSITATIS-SERIES MECHANICAL ENGINEERING Vol. 15 (1): # 45 - 62 (18), (DOI: 10.22190/FUME161115007S) APR 2017WOS99409.0000THERMAL EFFECT ON FREE VIBRATION AND BUCKLING OF A DOUBLE-MICROBEAM SYSTEMAtanasov M, Karlicic D, Kozic P, Janevski G
21.BF5492017S2017 29TH CHINESE CONTROL AND DECISION CONFERENCE (CCDC) Vol. (): # 57 - 62 (6), (DOI: ) 2017WOS00600.0000Multi-mode Active Vibration Control of a Nanobeam using a non-square MIMO PID controllerLazarevic M, Cajic M, Mandic P, Sekara T, Sun H, Karlicic D
22.BF5492017SMECCANICA Vol. 52 (1-2): # 363 - 382 (20), (DOI: 10.1007/s11012-016-0417-z) JAN 2017WOS19193019.0000Damped vibration of a nonlocal nanobeam resting on viscoelastic foundation: fractional derivative model with two retardation times and fractional parametersCajic M, Karlicic D, Lazarevic M
23.BF5492017SCOMPOSITE STRUCTURES Vol. 162 (): # 227 - 243 (17), (DOI: 10.1016/j.compstruct.2016.12.003) FEB 15 2017WOS36364036.0000Dynamic stability of single-walled carbon nanotube embedded in a viscoelastic medium under the influence of the axially harmonic loadKarlicic D, Kozic P, Pavlovic R, Nesic N
24.BF5492017SEUROPEAN JOURNAL OF MECHANICS A-SOLIDS Vol. 64 (): # 29 - 45 (17), (DOI: 10.1016/j.euromechsol.2017.01.013) JUL-AUG 2017WOS38375037.0000Vibrating nonlocal multi-nanoplate system under inplane magnetic fieldKarlicic D, Cajic M, Adhikari S, Kozic P, Murmu T
25.BF5492018SACTA MECHANICA Vol. 229 (12): # 4791 - 4815 (25), (DOI: 10.1007/s00707-018-2263-7) DEC 2018WOS18175017.0000Fractional-order model for the vibration of a nanobeam influenced by an axial magnetic field and attached nanoparticlesCajic M, Lazarevic M, Karlicic D, Sun H, Liu X
26.BF5492018SNONLINEAR DYNAMICS Vol. 93 (3): # 1495 - 1517 (23), (DOI: 10.1007/s11071-018-4273-3) AUG 2018WOS19183018.0000Dynamic stability of a nonlinear multiple-nanobeam systemKarlicic D, Cajic M, Adhikari S
27.BF5492018SEUROPEAN JOURNAL OF MECHANICS A-SOLIDS Vol. 72 (): # 66 - 78 (13), (DOI: 10.1016/j.euromechsol.2018.02.014) NOV-DEC 2018WOS88308.0000Stochastic stability of a magnetically affected single-layer graphene sheet resting on a viscoelastic foundationKarlicic D, Kozic P, Cajic M
28.BF5492019EJOURNAL OF SOUND AND VIBRATION Vol. 463 (): #114955 - (18), (DOI: 10.1016/j.jsv.2019.114955) DEC 22 2019WOS26234023.0000A novel approach for vibration analysis of fractional viscoelastic beams with attached masses and base excitationPaunovic S, Cajic M, Karlicic D, Mijalkovic M
29.BF5492019SMATHEMATICS AND MECHANICS OF SOLIDS Vol. 24 (6): # 1668 - 1691 (24), (DOI: 10.1177/1081286518766577) JUN 2019WOS20173017.0000Nonlocal axial vibration of the multiple Bishop nanorod systemKarlicic D, Ayed S, Flaieh E
30.BF5492020M21a+EArticleAPPLIED MATHEMATICAL MODELLING Vol. 80 (): # 702 - 723 (22), (DOI: 10.1016/j.apm.2019.11.055) APR 2020WOS109420.00009.0000Dynamics of fractional-order multi-beam mass system excited by base motionPaunovic S, Cajic M, Karlicic D, Mijalkovic M
31.BF5492020M21a+EArticleCOMMUNICATIONS IN NONLINEAR SCIENCE AND NUMERICAL SIMULATION Vol. 91 (): #105394 - (20), (DOI: 10.1016/j.cnsns.2020.105394) DEC 2020WOS2318420.000018.0000Nonlinear energy harvester with coupled Duffing oscillatorsKarlicic D, Cajic M, Paunovic S, Adhikari S
32.BF5492020M21aSArticleJOURNAL OF SOUND AND VIBRATION Vol. 488 (): #115677 - (18), (DOI: 10.1016/j.jsv.2020.115677) DEC 8 2020WOS3122412.000022.0000Parametrically amplified Mathieu-Duffing nonlinear energy harvestersKarlicic D, Chatterjee T, Cajic M, Adhikari S
33.BF5492020M23EArticleTHEORETICAL AND APPLIED MECHANICS Vol. 47 (1): # 81 - 97 (17), (DOI: 10.2298/TAM200117003C) 2020WOS6643.00006.0000A FRACTIONAL CALCULUS APPROACH TO METADAMPING IN PHONONIC CRYSTALS AND ACOUSTIC METAMATERIALSCajic M, Karlicic D, Paunovic S, Adhikari S
34.BF5492021M21a+EArticleINTERNATIONAL JOURNAL OF MECHANICAL SCIENCES Vol. 195 (): #106230 - (16), (DOI: 10.1016/j.ijmecsci.2020.106230) APR 1 2021WOS4735420.000035.0000Periodic response of a nonlinear axially moving beam with a nonlinear energy sink and piezoelectric attachmentKarlicic D, Cajic M, Paunovic S, Adhikari S
35.BF5492021M21a+EArticleMECHANICAL SYSTEMS AND SIGNAL PROCESSING Vol. 155 (): #107591 - (16), (DOI: 10.1016/j.ymssp.2020.107591) JUN 16 2021WOS108420.00008.0000Bloch waves in an array of elastically connected periodic slender structuresKarlicic D, Cajic M, Paunovic S, Adhikari S
36.BF5492021M21a+SArticleMECHANICAL SYSTEMS AND SIGNAL PROCESSING Vol. 149 (): #107218 - (18), (DOI: 10.1016/j.ymssp.2020.107218) FEB 15 2021WOS1412420.000012.0000Gaussian process assisted stochastic dynamic analysis with applications to near-periodic structuresChatterjee T, Karlicic D, Adhikari S, Friswell M
37.BF5492021M21aSArticleCOMPOSITE STRUCTURES Vol. 256 (): #113087 - (19), (DOI: 10.1016/j.compstruct.2020.113087) JAN 15 2021WOS2218412.000018.0000Wave propagation in mass embedded and pre-stressed hexagonal latticesKarlicic D, Cajic M, Chatterjee T, Adhikari S
38.BF5492021M21aSArticleCOMPOSITE STRUCTURES Vol. 275 (): #114386 - (16), (DOI: 10.1016/j.compstruct.2021.114386) NOV 1 2021WOS128412.00008.0000Wave propagation in randomly parameterized 2D lattices via machine learningChatterjee T, Karlicic D, Adhikari S, Friswell M
39.BF5492021M21aSArticleEUROPEAN JOURNAL OF MECHANICS A-SOLIDS Vol. 86 (): #104144 - (19), (DOI: 10.1016/j.euromechsol.2020.104144) MAR-APR 2021WOS3125312.000025.0000Dynamic stiffness of nonlocal damped nano-beams on elastic foundationAdhikari S, Karlicic D, Liu X
40.BF5492021M22SArticlePROCEEDINGS OF THE INSTITUTION OF MECHANICAL ENGINEERS PART C-JOURNAL OF MECHANICAL ENGINEERING SCIENCE Vol. 235 (20): #0954406220936322 4594 - 4611 (18), (DOI: 10.1177/0954406220936322) OCT 2021WOS6445.00004.0000Nonlinear superharmonic resonance analysis of a nonlocal beam on a fractional visco-Pasternak foundationNesic N, Cajic M, Karlicic D, Janevski G
41.BF5492021M22SArticlePROCEEDINGS OF THE INSTITUTION OF MECHANICAL ENGINEERS PART C-JOURNAL OF MECHANICAL ENGINEERING SCIENCE Vol. 235 (20): #0954406220948910 4768 - 4783 (16), (DOI: 10.1177/0954406220948910) OCT 2021WOS14935.00009.0000Dual-mass electromagnetic energy harvesting from galloping oscillations and base excitationKarlicic D, Cajic M, Adhikari S
42.BF5492022M21aSArticleNONLINEAR DYNAMICS Vol. 107 (3): # 2003 - 2026 (24), (DOI: 10.1007/s11071-021-07081-z) FEB 2022WOS2116512.000016.0000Nonlinear vibration of a nonlocal functionally graded beam on fractional visco-Pasternak foundationNesic N, Cajic M, Karlicic D, Obradovic A, Simonovic J
43.BF5492022M23SArticleTHEORETICAL AND APPLIED MECHANICS Vol. 49 (2): # 137 - 155 (19), (DOI: 10.2298/TAM221030010R) 2022WOS1143.00001.0000PARAMETRICALLY EXCITED UNIDIRECTIONAL WAVE PROPAGATION IN THIN BEAM PHONONICSRosic N, Karlicic D, Cajic M, Lazarevic M
44.BF5492023M21a+EArticleAPPLIED MATHEMATICAL MODELLING Vol. 117 (): # 316 - 335 (20), (DOI: 10.1016/j.apm.2022.12.029) MAY 2023WOS1710620.000010.0000Non-reciprocal wave propagation in time-modulated elastic lattices with inertersKarlicic D, Cajic M, Paunovic S, Obradovic A, Adhikari S, Christensen J
45.BF5492023M21a+SArticleCOMPOSITE STRUCTURES Vol. 306 (): #116591 - (16), (DOI: 10.1016/j.compstruct.2022.116591) FEB 15 2023WOS197420.00007.0000Enhancement of band-gap characteristics in hexagonal and re-entrant lattices via curved beamsMukherjee S, Cajic M, Karlicic D, Adhikari S
46.BF5492023M21a+SArticleINTERNATIONAL JOURNAL OF MECHANICAL SCIENCES Vol. 249 (): #108258 - (13), (DOI: 10.1016/j.ijmecsci.2023.108258) JUL 1 2023WOS85520.00005.0000Uncertainty quantification in inerter-based quasiperiodic latticesChatterjee T, Karlicic D, Cajic M, Adhikari S, Friswell M
47.BF5492023M21aSArticleJOURNAL OF SOUND AND VIBRATION Vol. 542 (): #117326 - (19), (DOI: 10.1016/j.jsv.2022.117326) JAN 6 2023WOS119412.00009.0000Tunable topological interface states in one-dimensional inerter-based locally resonant lattices with dampingCajic M, Karlicic D, Christensen J, Adhikari S
48.BF5492024M21SArticlePHILOSOPHICAL TRANSACTIONS OF THE ROYAL SOCIETY A-MATHEMATICAL PHYSICAL AND ENGINEERING SCIENCES Vol. 382 (2279): #20230362 - (14), (DOI: 10.1098/rsta.2023.0362) AUG 12 2024WOS3158.00001.0000Wave propagation in tailored metastructures consisting of elastic beams and rigid bodiesRosic N, Karlicic D, Cajic M, Adhikari S, Lazarevic M
49.BF5492024M22SArticleJOURNAL OF APPLIED PHYSICS Vol. 135 (18): #183104 - (11), (DOI: 10.1063/5.0205248) MAY 14 2024WOS0035.00000.0000Inerter-controlled topological interface states in locally resonant lattices with beyond-nearest neighbor couplingCajic M, Karlicic D, Adhikari S
50.BF5492025EMECHANICS RESEARCH COMMUNICATIONS Vol. 149 (): #104506 - (12), (DOI: 10.1016/j.mechrescom.2025.104506) OCT 2025WOS00500.0000Energy harvesting from topological interface states in an elastic beam array systemPaunovic S, Cajic M, Karlicic D, Lazarevic M, Adhikari S
51.BF5492025SAPPLIED MATHEMATICAL MODELLING Vol. 137 (): #115651 - (21), (DOI: 10.1016/j.apm.2024.115651) JAN 2025WOS140500.0000Vibration suppression of a platform by a fractional type electromagnetic damper and inerter-based nonlinear energy sinkNesic N, Karlicic D, Cajic M, Simonovic J, Adhikari S
52.BF5492025SFACTA UNIVERSITATIS-SERIES MECHANICAL ENGINEERING Vol. 23 (4): # - (25), (DOI: 10.22190/FUME230419022N) DEC 2025WOS10500.0000VIBRATION AND STABILITY OF A NONLINEAR NONLOCAL STRAIN-GRADIENT FG BEAM ON A VISCO-PASTERNAK FOUNDATIONNesic N, Cajic M, Karlicic D, Lazarevc M, Adhikari S
53.BF5492025SFILOMAT Vol. 39 (15): # 5285 - 5296 (12), (DOI: 10.2298/FIL2515285V) 2025WOS00300.0000An analytical approach to determining crossing and veering phenomenaVeg M, Tomovic A, Karlicic D
54.BF5492026SAPPLIED MATHEMATICAL MODELLING Vol. 149 (): #116273 - (15), (DOI: 10.1016/j.apm.2025.116273) JAN 2026WOS10500.0000Enhanced wave attenuation through inertial amplification in periodic beam-rigid body structureRosic N, Cajic M, Karlicic D, Adhikari S, Lazarevic M

27. 04. 2026.; 00:08:44; Trajanje procesiranja: 0.030 s


Legenda:

RB - redni broj rezultata
IBI - identifikacioni broj istraživača
Godina - godina u kojoj je rezultat publikovan (isključivo sa kompletnom paginacijom)
Kat - kategorija rezulata
Tip - tip rezultata (teorijski, simulacioni ili eksperimentalni)
Vrsta - vrsta rezultata
Referenca - referenca rezultata (bez autora i naslova rezultata) sa direktnim linkom na rezultat (ako ima DOI broj), sa linkom na zapis u eNauci ili WOS
TC - ukupan broj citata rezulata na dan 31. 1. 2026. godine
TCP - ukupan broj citata rezultata u periodu 2015-2024
BA - broj autora na rezultatu
NBB - normirani broj bodova rezultata
NTC - normirani broj citata rezultata u periodu 2015-2024
Naslov - naslov rezultata
Autori - spisak svih autora ili najviše prvih 30 autora


Primer:

Primer normiranja broja M poena i broja citata ostvarenih na jednom rezultatu: eksperimentalni rad sa 11 autora u časopisu kategorije M21a+ koji je publikovan 2020. godine, citiran je 65 puta, od čega 55 puta u periodu 2015-2024. godine.

Normirani broj M poena koje istraživač ostvaruje na rezultatu je 20/(1+0.2*(11-10))=16.6667 a normirani broj citata je 55/(1+0.2*(11-10))=45.8333.

Ukupan broj ostaverinih bodova utvrđuje se na naznačenom periodu za sabiranje normiranih M poena svakog istraživača i u periodu za određivanje ukupnog broja normiranih citata (2015-2024).