Power spectral density analysis of nanowire-anchored fluctuating microbead reveals a double lorentzian distribution
BackBibliographic information
- Publication year
- 2021
- Category
- ADC — Scientific papers in foreign journals
- CREPČ / EPCA ID
- 0037996
- Document type
- Journal article
- Source
- Mathematics
- ISSN (Source)
- 2227-7390
- Volume
- Vol. 9, no. 15 (2021), art. no. 1748, p. [1-18]
- Language
- English
- Research areas
- 091240
- Links
Bibliographic record
BÁNÓ, Gregor - KUBACKOVÁ, Jana - HOVAN, Andrej - STREJČKOVÁ, Alena - IVÁNYI, Gergely T. - VIZSNYICZAI, Gaszton - KELEMEN, Lóránd - ŽOLDÁK, Gabriel - TOMORI, Zoltán - HORVATH, Denis. Power spectral density analysis of nanowire-anchored fluctuating microbead reveals a double lorentzian distribution. In: Mathematics. 2021. ISSN 2227-7390, Vol. 9, no. 15 (2021), art. no. 1748, p. [1-18]. (2021: 2.592 - IF, 43 - H-index, 2.542 - IF 5y, 0.538 - SJR, Q2 - SJR Best Q, Q1 - JCR Best Q, 0.409 - ABDC).
Publication authors
| Author | Role | Share |
|---|---|---|
| Gregor Bánó | Author | 15.000 % |
| Jana Kubacková | Author | 15.000 % |
| Andrej Hovan | Author | 10.000 % |
| Alena Strejčková | Author | 10.000 % |
| Gergely T. Iványi | Author | 5.000 % |
| Gaszton Vizsnyiczai | Author | 5.000 % |
| Lóránd Kelemen | Author | 5.000 % |
| Gabriel Žoldák | Author | 5.000 % |
| Zoltán Tomori | Author | 10.000 % |
| Denis Horvath | Author | 20.000 % |
Metrics
Citations (2)
| Citation year / Category | Citations | Source |
|---|---|---|
| 2022 1 |
CHAKRABORTY, Payel - BHATTACHARJEE, Soumyendu - ROY, Arijit - DATTA, Jinia - GHOSH, Kamal Kumar - NEOGI, Biswarup. Analytical Study of Series Solutions for the 'Nonlinear Mechanical System' with Stability Analysis. In Ymer, 2022-07-01, 21, 7, pp. 526-540. ISSN 00440477. Dostupné na: https://doi.org/10.37896/YMER21.07/42. |
SCOPUS |
| 2022 1 |
SCUTARU, Maria Luminita - PRUNCU, Catalin-Iulian. Mathematical Modeling and Simulation in Mechanics and Dynamic Systems. In MATHEMATICS, 2022, vol. 10, no. 3, pp. Dostupné na: https://doi.org/10.3390/math10030448. |
WOS |