Peter Folkow
Peter Folkow är docent i mekanik samt avdelningschef för Dynamik. Peters forskningsintressen omfattar vågutbredning i strukturelement (stänger, balkar, plattor, skal) för olika materialmodeller (isotropa, anisotropa, porösa, piezoelektriska, mikromekaniska). Forskningen behandlar främst analytiska härledningar av rörelseekvationer som kan effektivisera beräkningsarbetet vid analys av vibrationer i strukturer.
Visar 48 publikationer
Skadeverkan mot byggnad av mark-vibrationer från sprängning
Byggande av lätta trähus i tätbebyggda städer (in Swedish)
Wave propagation effects from blast induced vibrations
Scattering of elastic SH waves by transversely isotropic sphere
A hierarchy of dynamic equations for solid isotropic micropolar circular cylinders
Verification of Self-Tuning 4DOF Piezoelectric Energy Harvester with Enhanced Bandwidth
A Systematic Approach to Develop a Family of Theories for Structural Elements
Achieving increased bandwidth for 4 degree of freedom self-tuning energy harvester
Dynamic equations for solid isotropic radially functionally graded circular cylinders
Selftuning energy harvester by sliding weight
Smart design piezoelectric energy harvester with self-Tuning
A hierarchy of micropolar plate equations
Dynamic equations for a functionally graded cylinder
A rational derivation of dynamic higher order equations for functionally graded micropolar plates
Dynamic equations for a fully anisotropic piezoelectric rectangular plate
Dynamic equations for a micropolar cylinder
A hierarchy of dynamic equations for micropolar plates
A hierarchy of dynamic equations for solid isotropic circular cylinders
Dynamic Higher Order Functionally Graded Micropolar Plate Equations
How master theses can promote new research constellations
Studenterna lyfter sig själva i Studion för Mekanik och Hållfasthetslära
”Utbildning i världsklass” – Vad kan man göra på institutionsnivå?
Dynamic higher order micropolar plate equations
Dynamic equations for a fully anisotropic elastic plate
Dynamic higher-order equations for finite rods
Dynamic equations for an orthotropic plate
Dynamic equations for an orthotropic piezoelectric plate
Dynamic equations for fluid-loaded porous plates using approximate boundary conditions
Dynamic cylindrical shell equations by power series expansions
Modelling of thin piezoelectric layers on plates
Dynamic cylindrical shell equations by power series expansions
Dynamic equations for a homogenous, fully anisotropic, elastic plate
Dispersion free wave splittings for structural elements
Approximate boundary conditions for thin porous layers
Approximate boundary conditions for a fluid-loaded elastic plate
Wave propagators for the Timoshenko beam
Time domain inversion of a viscoelastically restrained Timoshenko beam
Direct and inverse problems on nonlinear rods
Time domain Green functions for the homogeneous Timoshenko beam
The imbedding equations for the Timoshenko beam
Wave Propagation in Structural Elements - Direct and Inverse Problems in the Time Domain
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Visar 3 forskningsprojekt
Skadeverkan mot byggnad av markvibrationer från sprängning
Spridning av elastiska vågor i anisotropa material