| Sl. No. |
Name of the Authors |
Title of the paper |
Volume and Page Numbers |
Year |
| 1 |
S. Pranesh, R. Saha |
Three-component convection in a vertically oscillating Oldroyd-B fluid with cross effects |
34,21 |
2022 |
| 2 |
A. Mathew, S. Pranesh |
Comparative study of sinusoidal and non‐sinusoidal two‐frequency internal heat modulation in a Rayleigh‐Bénard system |
51,2780-2807 |
2022 |
| 3 |
S. Jastine, S. Pranesh |
Linear and Nonlinear Analysis of Unicellular Rayleigh-Bénard Magneto-convection in a Micropolar Fluid Occupying Enclosures |
355-365 |
2022 |
| 4 |
J. Meghana, S. Pranesh |
Rayleigh–Bénard convection in a Boussinesq–Stokes ferromagnetic fluid under sinusoidal and non‐sinusoidal internal heat modulation |
51,5030-5052 |
2022 |
| 5 |
Y.-D. Chou, W.-S. Hwang, M. Solovchuk, P. G. Siddheshwar, T. W.-H. Sheu, S. Chakraborty |
Weakly nonlinear stability analysis of salt-finger convection in a longitudinally infinite cavity |
34 |
2022 |
| 6 |
P. G. Siddheshwar, B. N. Veena |
Study of Natural Convection with Local Thermal Non Equilibrium Effects in Nanoliquid-Saturated Low Porosity Enclosures |
8,22 |
2022 |
| 7 |
M. Nerolu, P. G. Siddheshwar |
Controlling Rayleigh–Bénard magnetoconvection in Newtonian nanoliquids by rotational, gravitational and temperature modulations: A comparative study |
47,7837-7857 |
2022 |
| 8 |
K. M. Lakshmi, P. G. Siddheshwar, F. Ismail, D. Laroze |
Linear and weakly non-linear stability analyses of Rayleigh-Bénard convection in a water-saturated porous medium with different shapes of copper nanoparticles |
137,1-18 |
2022 |
| 9 |
C. Kanchana, J. A. Vélez, L. M. Pérez, D. Laroze, P. G. Siddheshwar |
Influence of higher-order modes on ferroconvection |
32 |
2022 |
| 10 |
P. G. Siddheshwar, M. Narayana, R. Saha, S. S Nagouda |
A Comparative Study of Thermoconvective Flows of a Newtonian Fluid Over Three Horizontal Undulated Surfaces in a Porous Medium |
144092701 |
2022 |
| 11 |
D. D. Soibam, P. G. Siddheshwar |
Analogy Between Darcy-Bénard Convection Problems Involving a Clear Fluid and a Nanofluid: An Illustration |
185-198 |
2022 |
| 12 |
H. Firdose, P. G. Siddheshwar, R. Nandal, R. Idris |
Radiation Effect on Rayleigh-Bénard Convection in Nanofluids: General Boundary Condition |
229-255 |
2022 |
| 13 |
B. N. Veena, P. G. Siddheshwar |
Linear and non-linear stability analyses of Rayleigh-Bénard convection in water–copper and water–alloy nanoliquids |
43,7229-7236 |
2022 |
| 14 |
A. Mathew, S. Pranesh |
In‐phase, out‐of‐phase, bottom‐wall two‐frequency boundary temperature modulations on the onset of Rayleigh‐Bénard convection |
52, 826-853 |
2023 |
| 15 |
M. Gayathri, S. Pranesh, P. G. Siddheshwar |
Rayleigh-Bénard-Marangoni Convection of Mono and Hybrid Nanoliquids in an Inclined Plane and Solution by Shooting Method |
12, 1761-1772 |
2023 |
| 16 |
M. Gayathri, S. Pranesh, P. G. Siddheshwar |
Rayleigh–Bénard convection in mono and hybrid nanoliquids in an inclined slot |
56, 405201 |
2023 |
| 17 |
R. Saha, M. Narayana, P. G. Siddheshwar, S. S Nagouda |
Thermo-convective flows of mono-and hybrid-nanofluids over horizontal undulated surfaces in a porous medium |
12, 514-534 |
2023 |
| 18 |
C. Siddabasappa, P. G. Siddheshwar, S. M. Mallikarjunaiah |
Analytical study of Brinkman–Bénard convection in a bidisperse porous medium: Linear and weakly nonlinear study |
39101696 |
2023 |
| 19 |
R. Francis, M. Narayana, P. G. Siddheshwar |
Gravity-modulated Rayleigh–Bénard convection in a Newtonian liquid bounded by rigid–free boundaries: a comparative study with other boundary conditions |
139,5 |
2023 |
| 20 |
H. Firdose, P. G. Siddheshwar, R. Idris |
A study of a thermally-vigorous Rayleigh-Bénard convection in a hybrid nanofluid using non-classical boundary condition |
12, 1049-1066 |
2023 |
| 21 |
C. Kanchana, P. G. Siddheshwar, L. M. Pérez, D. Laroze |
Comparison of the effect of suction-injection-combination on Rayleigh–Bénard convection in the case of asymmetric boundaries with those of symmetric ones |
35 |
2023 |
| 22 |
R. Nandal, P. G. Siddheshwar |
Thermorheological effect on Rayleigh–Bénard magnetoconvection in a biviscous Bingham fluid with rough boundary condition on velocity and Robin boundary condition on temperature |
52, 2943-2974 |
2023 |
| 23 |
H. Firdose, P. G. Siddheshwar, R. Idris |
Effects of rough boundaries on Rayleigh–Bénard Convection in nanofluids |
145, 062602 |
2023 |
| 24 |
S. Keerthana, P. G. Siddheshwar, S. Tarannum, R. Idris |
Rayleigh–Bénard convection in a bi-viscous Bingham fluid with weak vertical harmonic oscillations: linear and non-linear analyses |
9,30 |
2023 |
| 25 |
M. Narayana, R. Saha, P. G. Siddheshwar, S. S Nagouda |
Individual effect of spatially periodic vertical surface temperatures and nanoparticles on natural convection in water |
145, 072601 |
2023 |
| 26 |
S. N. Arshika, P. G. Siddheshwar, S. Tarannum |
Rayleigh–Bénard magnetoconvection with asymmetric boundary condition and comparison of results with those of symmetric boundary condition: SN Arshika et al. |
148, 7333-7356 |
2023 |
| 27 |
P. G. Siddheshwar, R. Idris, C. Kanchana, D. Laroze |
Rayleigh–Bénard Convection of Water-Copper and Water-Alumina Nanofluids Based on Minimal-and Higher-Mode Lorenz Models |
332, 350104 |
2023 |
| 28 |
P. G. Siddheshwar, M. Narayana, D. Laroze, C. Kanchana |
Brinkman–Bénard convection with rough boundaries and third-type thermal boundary conditions |
15, 1506 |
2023 |
| 29 |
K. M. Lakshmi, L. M. Pérez, P. G. Siddheshwar, D. Laroze |
Theoretical prediction of the number of Bénard cells in low-porosity cylindrical/rectangular enclosures saturated by a fast chemically reacting fluid |
15, 11999 |
2023 |
| 30 |
P. G. Siddheshwar, K. M. Lakshmi, D. Laroze, C. Kanchana |
Analytical prediction of the number of Bénard cells manifesting in cylindrical (axi-symmetric) and two-dimensional rectangular enclosures for a given aspect ratio |
|
2023 |
| 31 |
P. G. Siddheshwar, C. Kanchana, L. M. Pérez, D. Laroze |
Influence of symmetric/asymmetric boundaries on axisymmetric convection in a cylindrical enclosure in the presence of a weak vertical throughflow |
126, 107495 |
2023 |
| 32 |
M. Narayana, P. G. Siddheshwar |
Solution of boundary eigenvalue problems and IBVP involving a system of PDEs using the successive linearization method |
103, e202200472 |
2023 |
| 33 |
P. G. Siddheshwar, K. M. Lakshmi, D. Laroze |
A Unified Approach to Two-Dimensional Brinkman-Bénard Convection of Newtonian Liquids in Cylindrical and Rectangular Enclosures |
26, 2 |
2023 |
| 34 |
M. Gayathri, S. Pranesh, P. G. Siddheshwar |
Double Diffusive Convection with Cross-Diffusion Effects in Hybrid Nanoliquids in an Inclined Slot |
13,481-492 |
2024 |
| 35 |
P. G. Siddheshwar, D. D. Soibam, D. Laroze |
Study of chaos in the Darcy–Bénard convection problem with Robin boundary condition on the upper surface |
36 |
2024 |
| 36 |
K. Bijapur, S. Mandal, P. G. Siddheshwar, S. Bose, G. Hegde |
Experimental investigation of a biomass-derived nanofluid with enhanced thermal conductivity as a green, sustainable heat-transfer medium and qualitative comparison via … |
6, 4944-4955 |
2024 |
| 37 |
P. G. Siddheshwar, S. Manjunath, S. M. Subodha |
Effect of homogeneous chemical reaction on the dispersion of a solute in a three–dimensional flow of a Newtonian liquid through a porous medium |
211, 114-123 |
2024 |
| 38 |
C. Kanchana, P. G. Siddheshwar, D. Laroze |
Control of chaos in Darcy–Bénard axisymmetric convection in a cylindrical enclosure using a uniform vertical cross-flow |
36 |
2024 |
| 39 |
C. Kanchana, P. G. Siddheshwar, D. Laroze |
Influence of two-frequency rotational modulation on the dynamics of the Rayleigh–Bénard convection in water-based nanoliquids with either AA7072 or AA7075 nanoparticles |
34, 2450043 |
2024 |
| 40 |
P. G. Siddheshwar, A. S. Noor, S. Tarannum, D. Laroze |
Nonlinear Rayleigh-Bénard magnetoconvection of a weakly electrically conducting Newtonian liquid in shallow cylindrical enclosures |
182, 114853 |
2024 |
| 41 |
A. Kumar, D. Bhargavi, P. G. Siddheshwar |
Magnetohydro-convective instability in a saturated Darcy–Brinkman medium with viscous dissipation |
97107 |
2024 |
| 42 |
K. Dev, O. P. Suthar, P. G. Siddheshwar |
Brinkman–Bénard convection in a box with temperature modulation |
36 |
2024 |
| 43 |
S. Keerthana, P. G. Siddheshwar, S. Tarannum |
Weakly Non-linear stability analysis of triple-diffusive convection in a bi-viscous Bingham fluid layer with cross-diffusion effects |
10, 145 |
2024 |
| 44 |
B. N. Veena, P. G. Siddheshwar |
Energy Stability Analysis of Rayleigh-Bénard-Marangoni Convection in Homogeneous and Heterogeneous Nanoliquids |
13, 1177-1191 |
2024 |
| 45 |
S. N. Arshika, P. G. Siddheshwar, S. Tarannum, C. Kanchana |
Impact of boundary conditions on Rayleigh-Bénard convection: stability, heat transfer and chaos |
45, 2304713 |
2024 |
| 46 |
T. N. Sakshath, P. G. Siddheshwar |
Exploration of the effects of anisotropy and rotation on Rayleigh–Bénard convection of nanoliquid-saturated porous medium using general boundary conditions |
45, 2368103 |
2024 |
| 47 |
B. S. Reddy, S. Pranesh, P. G. Siddheshwar |
Study of heat transfer in a rotating weakly electrically conducting Newtonian fluid: Primary and Küppers-Lortz regimes |
113 |
2025 |
| 48 |
B. Sirisha Reddy, S Pranesh, P. G. Siddheshwar |
Study of Küppers− Lortz Instability in a Weakly Electrically Conducting Couple‐Stress Fluid |
54 |
2025 |
| 49 |
C. P. Jincy, S. Pranesh |
Influence of gravity modulation on the initiation of Rayleigh–Bénard convection in ferro-nanofluids |
37 |
2025 |
| 50 |
R. Idris, P. S. Kruthik, P. G. Siddheshwar |
Linear Stability Analysis of Natural Convection With Weak or Dominating Internal Heat Generation and Rigid Boundaries |
|
2025 |
| 51 |
P. S. Kruthik, R. Idris, P. G. Siddheshwar |
Study of the linear and nonlinear regimes of natural convection with weak or dominating internal heat generation for rigid-free boundaries |
28 |
2025 |
| 52 |
K. Bijapur, S. Mandal, P. G. Siddheshwar, S. Bose, G. Hegde |
Unlocking efficiency: experimental and theoretical insights into biomass-derived carbon nanofluids with enhanced thermal conductivity |
17, 10239-10249 |
2025 |
| 53 |
P. G. Siddheshwar |
Study of Pre-Chaotic and Post-Chaotic Motions in Internal Heat Generation Driven Convection of Palm Oil-Based Nanoliquids: Rigid-Rigid Boundaries |
1, 51-67 |
2025 |
| 54 |
P. G. Siddheshwar, R. Nandal |
Linear and energy stability analyses of onset of Darcy-Bénard convection due to combustion |
35, 119-139 |
2025 |
| 55 |
S. M. Bhavyashree, R. Ragoju, G. S. Reddy, P. G. Siddheshwar |
Soret-driven thermosolutal convection in bidispersive porous medium with vertical throughflow |
37 |
2025 |
| 56 |
T. N. Sakshath, M. Narayana, P. G. Siddheshwar, M Shekar |
Effect of General Boundary Conditions on the Brinkman-Bénard Convection of a Newtonian Nanoliquid Using Local Thermal Non-Equilibrium Model |
14, 59-68 |
2025 |
| 57 |
P. G. Siddheshwar, A. Suresh, M. S. J. Kumar |
Rheostatic effect of a magnetic field on the onset of chaotic and periodic motions in a five-dimensional magnetoconvective Lorenz system |
192,
116020 |
2025 |
| 58 |
C. Kanchana, P. G. Siddheshwar, D. Laroze |
Regulation of axisymmetric Rayleigh–Bénard convection using boundary temperature coupling of the two circular plates |
37 |
2025 |
| 59 |
C. Kanchana, P. G. Siddheshwar, D. Laroze |
Control of chaos and intermittent periodic motions in Rayleigh-Bénard convection using a feedback controller |
113, 7297-7313 |
2025 |
| 60 |
K. M. Lakshmi, P. G. Siddheshwar, D. Laroze, P. Díaz |
Nonlinear steady Darcy-Bénard convection problem: Revisit using the heatlines approach |
94, 328-346 |
2025 |
| 61 |
P. G. Siddheshwar, P. Anirudh, M. S. J. Kumar, R. Idris |
Study of chaos in Rayleigh–Bénard convection of a micropolar fluid |
165, 108967 |
2025 |
| 62 |
R. Francis, M. Narayana, P. G. Siddheshwar |
Hyperchaos in a three-dimensional non-autonomous system |
37 |
2025 |
| 63 |
B. Mathapati, R. Ragoju, G. S. Reddy, P. G. Siddheshwar |
Global stability analysis of thermofluid convection in an inclined porous layer with viscous dissipation, throughflow, and local thermal non-equilibrium effects |
37 |
2025 |
| 64 |
P. S. Kruthik, R. Idris, P. G. Siddheshwar |
Study of internal heat source generated natural convection with sinusoidal and non-sinusoidal time-periodic vertical oscillations |
106047 |
2025 |
| 65 |
K. Bijapur, P. G. Siddheshwar, S. Bose, G. Hegde |
Effects of Dispersion on Thermal Conductivity and Viscosity in Biomass‐Based Nano Systems |
90, e202500100 |
2025 |
| 66 |
A. Kumar, D. Bhargavi, P. K. Mourya, P. G. Siddheshwar |
Viscosity dissipation and Brinkman–Bénard convection with thermal anisotropy: stability studies in both linear and nonlinear |
140, 833 |
2025 |
| 67 |
N. E. Sam, S. S Nagouda, P. G. Siddheshwar |
Darcy–Forchheimer–Brinkman flow of a Newtonian fluid through an enclosure with two straight boundaries and one curved boundary |
11, 195 |
2025 |
| 68 |
P. G. Siddheshwar, V. V. Revankar, M. S. J. Kumar |
Linear and weakly nonlinear stability analyses of Darcy Bénard convection with feedback control |
15, 36964 |
2025 |
| 69 |
R.Francis, M. Narayana, P. G. Siddheshwar |
Influence of magnetic field modulation on thermomagnetic convection in a layer of ferrofluid bounded by rigid–free boundaries |
251, 127359 |
2025 |
| 70 |
D. A. S. Rees, P. G. Siddheshwar |
The Effect of Viscous Dissipation on the Darcy–Bénard Problem: Weakly Nonlinear Analysis and Strongly Nonlinear Computations: D. Rees et al. |
152, 111 |
2025 |
| 71 |
S. Li, V. Puneeth, F. A. Al-Yarimi, S. Manjunatha, M. S. Anwar, A. J. Chamkha |
Thermal and solutal stratified Heimanz flow of AA7072-deionized water over a wedge in the presence of bioconvection |
86, 1678-1696 |
2025 |
| 72 |
M. A. Shahzad, M. S. Anwar, A. Abbas, T. Muhammad, R. Ghodhbani, V. Puneeth |
Exploring thermal and entropic behaviors in nanofluid stagnation point flow with nonlinear dynamics |
71, 106163 |
2025 |
| 73 |
A. V. Kamath, V. Puneeth, K. S. Nisar |
Modeling and analysis of the bioconvective flow of nanofluid over a stretching sheet with Thompson–Troian slip condition |
150, 21763-21778 |
2025 |
| 74 |
N. D. Pavan, S. Pranesh |
Influence of Sinusoidal and Non‐Sinusoidal Two‐Frequency Gravity Modulation in Viscoelastic Fluids Driven by Triple Diffusivity |
55, 631-648 |
2026 |
| 75 |
N. D. Pavan, S. Pranesh |
Chaos in a triple diffusive system involving a viscoelastic fluid layer |
101, 57-59 |
2026 |
| 76 |
N. E. Sam, S. S Nagouda, P. G. Siddheshwar |
Correction: Darcy–Forchheimer–Brinkman Flow of a Newtonian Fluid Through an Enclosure with Two Straight Boundaries and One Curved Boundary |
46359 |
2026 |
| 77 |
G. Jayalatha, R. Prakash, P. G. Siddheshwar, G. N. Sekhar |
Nonlinear stability and dynamics of Rayleigh–Bénard convection in variable viscosity ferromagnetic liquids |
141, 289 |
2026 |
| 78 |
S. N. Arshika, P. G. Siddheshwar, S. Tarannum, D. Laroze |
Maclaurin-series Assisted Linear and Nonlinear Stability Analyses of Rayleigh-Bénard Convection with Variable Gravity Fields |
12, 502-514 |
2026 |
| 79 |
S. Sindhu, P. G. Siddheshwar |
Flow and heat transmission analysis of Rayleigh-Bénard convection driven by newtonian fluid with colloidal suspension |
3444, 020019 |
2026 |
| 80 |
P. G. Siddheshwar |
Rayleigh-Bénard convection in cylindrical enclosures: State-of-the-art |
3444, 020018 |
2026 |
| 81 |
K. M. Lakshmi, P. G. Siddheshwar |
Study of Darcy-Bénard convection of alloy nanoliquid/nanoliquid saturated porous medium using heatlines appraoch |
3444, 020017 |
2026 |
| 82 |
S. N. Arshika, P. G. Siddheshwar, S. Tarannum, D. Laroze |
Controlling Chaos in an Axisymmetric Rayleigh–Bénard Convection in a Cylindrical Enclosure with Variable Gravity Fields |
36, 2650121 |
2026 |
| 83 |
S. Keerthana, P. G. Siddheshwar, S. Tarannum |
Analytical study of triple diffusive convection in a bi-viscous Bingham fluid layer using Ginzburg-Landau model |
87, 2368752 |
2026 |
| 84 |
X. Xin, S. S. Narayan, V. Puneeth, F. A. Al-Yarimi, M. R. Khan |
Heat transfer simulation of reline flowing in an elliptic shaped duct: A deep eutectic solvent |
87, 2342035 |
2026 |
