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Vikash Pandey
Observed names:
Pandey, Vikash,
V. Pandey
Institution:
Flame University
Observed institutions:
University of Oslo,
Flame University,
Krea University,
University of Petroleum and Energy Studies,
UiT The Arctic University of Norway
ORCID:
0000-0003-3145-1958
Observed ORCID:
0000-0003-3145-1958
OpenAlex ID:
A5083313871
Linking the fractional derivative and the Lomnitz creep law to non-Newtonian time-varying viscosity
2016
·
Vikash Pandey
, Sverre Holm
·
Physical review. E
·
78
PDF
Asymmetricity and sign reversal of secondary Bjerknes force from strong nonlinear coupling in cavitation bubble pairs
2019
·
Vikash Pandey
·
Physical review. E
·
29
PDF
Origin of the Curie–von Schweidler law and the fractional capacitor from time-varying capacitance
2022
·
Vikash Pandey
·
Journal of Power Sources
·
18
PDF
Spatial Dispersion of Elastic Waves in a Bar Characterized by Tempered Nonlocal Elasticity
2016
·
Vikash Pandey
, Sven Peter Näsholm
, et al.
·
Fractional Calculus and Applied Analysis
·
14
PDF
Wave propagation in marine sediments expressed by fractional wave and diffusion equations
2016
·
Sverre Holm
, Vikash Pandey
·
IEEE OES China Ocean Acoustics (COA)
·
8
A fractional calculus approach to the propagation of waves in an unconsolidated granular medium
2015
·
Vikash Pandey
, Sverre Holm
·
The Journal of the Acoustical Society of America
·
5
Connecting the Viscous Grain-shearing Mechanism of Wave Propagation in Marine Sediments to Fractional Calculus
2016
·
V. Pandey
, S. Holm
·
EAGE Annual Conference & Exhibition
·
4
Hidden jerk in universal creep and aftershocks
2023
·
Vikash Pandey
·
Physical review. E
·
2
PDF
Response to “Comment on ‘Origin of the Curie–von Schweidler law and the fractional capacitor from time-varying capacitance [J. Power Sources 532 (2022) 231309]’ ”
2022
·
Vikash Pandey
·
Journal of Power Sources
·
2
PDF
Comment on "Nonlinear charge--voltage relationship in constant phase element" [AEU-Int. J. Electron. Commun. 117, 153104 (2020)]
2022
·
Pandey, Vikash
·
arXiv (Cornell University)
·
2
PDF
Simulated cavitation noise from strong nonlinear coupling in a multi-bubble system
2018
·
Vikash Pandey
·
The Journal of the Acoustical Society of America
·
2
Physical and Geometrical Interpretation of Fractional Derivatives in Viscoelasticity and Transport Phenomena
2016
·
Vikash Pandey
·
NORA - Norwegian Open Research Archives
·
2
Strong nonlinear coupling between two cavitation bubbles in an acoustic field
2018
·
Vikash Pandey
·
The Journal of the Acoustical Society of America
·
1
A linear time-variant rheological model for frictional aging, stress relaxation, and creep
2026
·
Vikash Pandey
·
Journal of Rheology
PDF
Charge-voltage relation for a fractional capacitor
2020
·
Vikash Pandey
·
arXiv (Cornell University)
Charge-voltage relation for a universal capacitor
2020
·
Pandey, Vikash
·
arXiv (Cornell University)
PDF
Fractional viscoelastic modelling of wave propagation in fluid-saturated marine sediments
2018
·
Vikash Pandey
·
The Journal of the Acoustical Society of America
Publisher's Note: Linking the fractional derivative and the Lomnitz creep law to non-Newtonian time-varying viscosity [Phys. Rev. E 94 , 032606 (2016)]
2018
·
Vikash Pandey
, Sverre Holm
·
Physical review. E
PDF
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Works count:
18
Citation count:
167
H-index:
5
I10-index:
4
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