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Alok Ranjan Nayak
Alok Ranjan Nayak
Подтвержден адрес электронной почты в домене iiit-bh.ac.in - Главная страница
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Процитировано
Процитировано
Год
Spiral-wave turbulence and its control in the presence of inhomogeneities in four mathematical models of cardiac tissue
TK Shajahan, AR Nayak, R Pandit
PLOS one 4 (3), e4738, 2009
912009
Spiral-wave dynamics in a mathematical model of human ventricular tissue with myocytes and fibroblasts
AR Nayak, TK Shajahan, AV Panfilov, R Pandit
PloS one 8 (9), e72950, 2013
692013
Nonequilibrium arrhythmic states and transitions in a mathematical model for diffuse fibrosis in human cardiac tissue
R Majumder, AR Nayak, R Pandit
Public Library of Science 7 (10), e45040, 2012
442012
Scroll-wave dynamics in human cardiac tissue: lessons from a mathematical model with inhomogeneities and fiber architecture
R Majumder, AR Nayak, R Pandit
PLOS one 6 (4), e18052, 2011
422011
A comparative study of early afterdepolarization-mediated fibrillation in two mathematical models for human ventricular cells
S Zimik, N Vandersickel, AR Nayak, AV Panfilov, R Pandit
PloS one 10 (6), e0130632, 2015
352015
Spiral-wave dynamics in a mathematical model of human ventricular tissue with myocytes and Purkinje fibers
AR Nayak, AV Panfilov, R Pandit
Physical Review E 95 (2), 022405, 2017
222017
A computational study of the factors influencing the pvc-triggering ability of a cluster of early afterdepolarization-capable myocytes
S Zimik, AR Nayak, R Pandit
PloS one 10 (12), e0144979, 2015
152015
Spiral-wave dynamics in ionically realistic mathematical models for human ventricular tissue: the effects of periodic deformation
AR Nayak, R Pandit
Frontiers in physiology 5, 70356, 2014
102014
An overview of spiral-and scroll-wave dynamics in mathematical models for cardiac tissue
R Majumder, AR Nayak, R Pandit
Heart Rate and Rhythm: Molecular Basis, Pharmacological Modulation and …, 2011
92011
Turbulent states and their transitions in mathematical models for ventricular tissue: The effects of random interstitial fibroblasts
AR Nayak, R Pandit
Physical Review E 92 (3), 032720, 2015
72015
Nonlinear dynamics of traveling beam with longitudinally varying axial tension and variable velocity under parametric and internal resonances
SK Raj, B Sahoo, AR Nayak, LN Panda
Nonlinear Dynamics 111 (4), 3113-3147, 2023
42023
Parametrically excited axially accelerating viscoelastic beam subjected to time-varying axial speed, longitudinally varying axial tension and internal resonance
SK Raj, B Sahoo, AR Nayak, LN Panda
International Journal of Non-Linear Mechanics 147, 104213, 2022
42022
The effects of inhomogeneities on scroll-wave dynamics in an anatomically realistic mathematical model for canine ventricular tissue
KV Rajany, R Majumder, AR Nayak, R Pandit
Physics Open 9, 100090, 2021
42021
Parametric analysis of an axially moving beam with time-dependent velocity, longitudinally varying tension and subjected to internal resonance
SK Raj, B Sahoo, AR Nayak, LN Panda
Archive of Applied Mechanics 94 (1), 1-20, 2024
12024
Spiral-and scroll-wave dynamics in mathematical models for canine and human ventricular tissue with varying Potassium and Calcium currents
KV Rajany, AR Nayak, R Majumder, R Pandit
Physics Open 13, 100120, 2022
12022
Comparisons of wave dynamics in Hodgkin-Huxley and Markov-state formalisms for the sodium (Na) channel in some mathematical models for human cardiac tissue
MK Mulimani, AR Nayak, R Pandit
Physical Review Research 2 (3), 033443, 2020
12020
Spiral-Wave Dynamics in Ionically Realistic Mathematical Models for Human Ventricular Tissue
AR Nayak
12018
Nonlinear Analysis of a Viscoelastic Beam Moving with Variable Axial Tension and Time-Dependent Speed
SK Raj, B Sahoo, AR Nayak, LN Panda
Iranian Journal of Science and Technology, Transactions of Mechanical …, 2024
2024
An Overview of Spiral- and Scroll-Wave Dynamics in Mathematical ModelsMathematical models for Cardiac Tissue: Study of ArrhythmogenesisArrhythmogenesis in …
MK Mulimani, S Zimik, JK Alageshan, R Majumder, AR Nayak, R Pandit
Heart Rate and Rhythm: Molecular Basis, Pharmacological Modulation and …, 2023
2023
Spiral Waves in a Simplified Model of Cardiac Tissue
D Prusty, AR Nayak
NONLINEAR PHENOMENA IN COMPLEX SYSTEMS 26 (1), 19-26, 2023
2023
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