Purdue University Graduate School
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Sansit Patnaik

Publications

  • Displacement-driven approach to nonlocal elasticity
  • Modeling Nonlinear Oscillators via Variable-Order Fractional Operators
  • A generalized fractional-order elastodynamic theory for non-local attenuating media
  • Applications of Distributed-Order Fractional Operators: A Review
  • Variable-order fracture mechanics and its application to dynamic fracture
  • A Ritz-based finite element method for a fractional-order boundary value problem of nonlocal elasticity
  • Thermodynamics of fractional-order nonlocal continua and its application to the thermoelastic response of beams
  • Multiscale Nonlocal Elasticity: A Distributed Order Fractional Formulation
  • Variable-order approach to nonlocal elasticity: Theoretical formulation and order identification via deep learning techniques
  • Variable-order fracture mechanics and its application to dynamic fracture
  • Fractional-order structural stability: Formulation and application to the critical load of slender structures
  • On the role of the microstructure in the deformation of porous solids
  • Fractional-Order Shell Theory: Formulation and Application to the Analysis of Nonlocal Cylindrical Panels
  • Towards a generalized approach to nonlocal elasticity via fractional-order mechanics
  • Thermodynamics of fractional-order nonlocal continua and its application to the thermoelastic response of beams
  • Fractional-order models for the static and dynamic analysis of nonlocal plates
  • Geometrically nonlinear response of a fractional-order nonlocal model of elasticity
  • A ritz-based finite element method for a fractional-order boundary value problem of nonlocal elasticity
  • Analysis of the postbuckling response of nonlocal plates via fractional-order continuum theory
  • Geometrically nonlinear response of a fractional-order nonlocal model of elasticity
  • Modeling contacts and hysteretic behavior in discrete systems via variable-Order fractional operators
  • Geometrically nonlinear analysis of nonlocal plates using fractional calculus
  • Fractional order models for the homogenization and wave propagation analysis in periodic elastic beams
  • Fractional-Order models for the static and dynamic analysis of nonlocal plates
  • Fractional-order structural stability: Formulation and application to the critical load of nonlocal slender structures
  • Towards a unified approach to nonlocal elasticity via fractional-order mechanics
  • Variable-order particle dynamics: Formulation and application to the simulation of edge dislocations
  • A generalized fractional-order elastodynamic theory for non-local attenuating media
  • On the role of the microstructure in the deformation of porous solids
  • Distillation of nonlocality in porous solids
  • Variable-order approach to nonlocal elasticity: theoretical formulation, order identification via deep learning, and applications
  • Nonlocal elastic metasurfaces: Enabling broadband wave control via intentional nonlocality
  • Displacement-driven approach to nonlocal elasticity
  • Application of variable- and distributed-order fractional operators to the dynamic analysis of nonlinear oscillators
  • Applications of variable-order fractional operators: a review
  • Nonlinear thermoelastic fractional-order model of nonlocal plates: Application to postbuckling and bending response
  • A graduate student’s perspectives on the article “Nonlocal elasticity and related variational principles“ by Castrenze Polizzotto
  • Distillation of non-locality in porous solids

Sansit Patnaik's public data