Prashant Saxena

Prashant Saxena

University of Glasgow

H-index: 13

Europe-United Kingdom

About Prashant Saxena

Prashant Saxena, With an exceptional h-index of 13 and a recent h-index of 11 (since 2020), a distinguished researcher at University of Glasgow, specializes in the field of Solid Mechanics.

His recent articles reflect a diverse array of research interests and contributions to the field:

Pectin methylesterification state and cell wall mechanical properties contribute to neighbor proximity‐induced hypocotyl growth in Arabidopsis

Surface instabilities in magnetoelastic soft solids

Analytical modeling of the electrical conductivity of CNT-filled polymer nanocomposites

Computational instability analysis of inflated hyperelastic thin shells using subdivision surfaces

A Galerkin approach for analysing coupling effects in the piezoelectric semiconducting beams

A fully-coupled nonlinear magnetoelastic thin shell formulation

Pectin methylesterification modulates cell wall properties to promote neighbour proximity-induced hypocotyl growth

Vibration analysis of piezoelectric Kirchhoff–Love shells based on Catmull–Clark subdivision surfaces

Prashant Saxena Information

University

Position

___

Citations(all)

566

Citations(since 2020)

403

Cited By

341

hIndex(all)

13

hIndex(since 2020)

11

i10Index(all)

14

i10Index(since 2020)

12

Email

University Profile Page

Google Scholar

Prashant Saxena Skills & Research Interests

Solid Mechanics

Top articles of Prashant Saxena

Pectin methylesterification state and cell wall mechanical properties contribute to neighbor proximity‐induced hypocotyl growth in Arabidopsis

Plant direct

2024/4

Surface instabilities in magnetoelastic soft solids

Bulletin of the American Physical Society

2024/3/4

Prashant Saxena
Prashant Saxena

H-Index: 8

Analytical modeling of the electrical conductivity of CNT-filled polymer nanocomposites

Mathematics and Mechanics of Solids

2024/2/8

Masoud Ahmadi
Masoud Ahmadi

H-Index: 6

Prashant Saxena
Prashant Saxena

H-Index: 8

Computational instability analysis of inflated hyperelastic thin shells using subdivision surfaces

Computational Mechanics

2024/2

A Galerkin approach for analysing coupling effects in the piezoelectric semiconducting beams

European Journal of Mechanics-A/Solids

2024/1/1

A fully-coupled nonlinear magnetoelastic thin shell formulation

arXiv preprint arXiv:2308.12300

2023/8/18

Pectin methylesterification modulates cell wall properties to promote neighbour proximity-induced hypocotyl growth

bioRxiv

2023

Vibration analysis of piezoelectric Kirchhoff–Love shells based on Catmull–Clark subdivision surfaces

International Journal for Numerical Methods in Engineering

2022/9/30

Wrinkling as a mechanical instability in growing annular hyperelastic plates

International Journal of Mechanical Sciences

2022/9/1

Instabilities in a compressible hyperelastic cylindrical channel under internal pressure and external constraints

International Journal of Non-Linear Mechanics

2022/2/3

Buckling of chiral rods due to coupled axial and rotational growth

Mathematics and Mechanics of Solids

2021/11

Satya Prakash Pradhan
Satya Prakash Pradhan

H-Index: 1

Prashant Saxena
Prashant Saxena

H-Index: 8

Variational principles of nonlinear magnetoelastostatics and their correspondences

Mathematics and Mechanics of Solids

2020/9/11

Basant Lal Sharma
Basant Lal Sharma

H-Index: 11

Prashant Saxena
Prashant Saxena

H-Index: 8

Growth induced instabilities in a circular hyperelastic plate

International Journal of Solids and Structures

2021/9/1

Coupled electro-elastic deformation and instabilities of a toroidal membrane

Journal of the Mechanics and Physics of Solids

2021/6/1

Modelling instabilities in electroelastic and magnetoelastic membranes: a very brief review

arXiv preprint arXiv:2104.06707

2021/4/14

Prashant Saxena
Prashant Saxena

H-Index: 8

Wrinkling in growing hyperelastic annular plates

Bulletin of the American Physical Society

2021/3/18

Assessment of an isogeometric approach with Catmull–Clark subdivision surfaces using the Laplace–Beltrami problems

Computational Mechanics

2020/10

Universal relations in coupled electro-magneto-elasticity

Mechanics of Materials

2020/4/1

On equilibrium equations and their perturbations using three different variational formulations of nonlinear electroelastostatics

Mathematics and Mechanics of Solids

2020

Prashant Saxena
Prashant Saxena

H-Index: 8

Basant Lal Sharma
Basant Lal Sharma

H-Index: 11

See List of Professors in Prashant Saxena University(University of Glasgow)

Co-Authors

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