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Title: Nonlinear FEA of Vibration Control of Piezoelectric Rod-type Structural Members

Creator:

Chróścielewski, J. ; Eremeyev, V. A. ; Schmidt, R.

Date issued/created:

2018

Resource type:

Tekst

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Subtitle:

41st Solid Mechanics Conference : Book of Abstract ; 41st SolMech, Warsaw, August 27-31, 2018

Contributor:

Wiśniewski, Krzysztof Ed. ; Burczyński, Tadeusz Ed.

Publisher:

Institute of Fundamental Technological Research Polish Academy of Sciences

Place of publishing:

Warszawa

Description:

[23], 1-531 s., [532-538] Author Index

Start page:

446

End page:

447

Detailed Resource Type:

Książka

Resource Identifier:

oai:rcin.org.pl:210776

Language:

eng

Rights:

Licencja Creative Commons Uznanie autorstwa 4.0

Terms of use:

Zasób chroniony prawem autorskim. [CC BY 4.0 Międzynarodowe] Korzystanie dozwolone zgodnie z licencją Creative Commons Uznanie autorstwa 4.0, której pełne postanowienia dostępne są pod adresem: ; -

Digitizing institution:

Instytut Podstawowych Problemów Techniki Polskiej Akademii Nauk

Original in:

Biblioteka Instytutu Podstawowych Problemów Techniki PAN

Projects co-financed by:

Program Operacyjny Polska Cyfrowa, lata 2014-2020, Działanie 2.3 : Cyfrowa dostępność i użyteczność sektora publicznego; środki z Europejskiego Funduszu Rozwoju Regionalnego oraz współfinansowania krajowego z budżetu państwa

Access:

Otwarty

Subject and keywords:

Mechanika - konferencje [KABA]

Object collections:

• Digital Repository of Scientific Institutes > Partners' collections > Institute of Fundamental Technological Research PAS > Books > Series > Conference Proceedings - SOLMECH
• Digital Repository of Scientific Institutes > Literature > Books/Chapters

Last modified:

Sep 20, 2021

In our library since:

Sep 20, 2021

Number of object content downloads / hits:

29

All available object's versions:

https://rcin.org.pl./publication/246306

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• 2018, 41st Solid Mechanics Conference : Book of Abstract
  • Title pages, preface, contents
  • Plenary lectures
  • Session S01: Elasticity, plasticity andphase transition
  • Session S02: Micromechanics, interfacesand multiscale modelling
  • Session S03: Damage and fracturemodelling of advanced materials
  • Session S04: Plasticity, damage andfracture: microstructural aspects
  • Session S05: Computational aspects of solid mechanics
  • Session S06: Discrete and multiscale modelling in solid mechanics
  • Session S07: Coupled fields in nanostructures and continua
  • Session S09: Experimental mechanics
  • Session S10: Geomechanics and multiscale modelling of materials
  • Session S12: Biomechanics
  • Session S13: Smart materials and structures
  • Session S14: Structural mechanics and optimization
  • Session S15: Nonlinear and adaptive dynamical systems
  • Session S16: Shells and plates
    • Fialko, S., 2018, Nonlinear Analysis of Reinforced Concrete Construction's Fragments in Scad Software
    • Gruttmann, F., 2018, Theory and Finite Element Formulations for Layered Composite Shells
    • Świątkiewicz, P., 2018, Kirchhoff's Plate Bending Analysis by Equilibrium Finite Element Method
    • Chinchaladze, N., 2018, Existence and Uniqueness Theorems for Cusped Porous Elastic Prismatic Shells in the Zero Approximation of the Hierarchical Models
    • Lokteva, N. A., 2018, Determination of Vibrations in an Elastic Medium After the Passage of a Spherical Wave Through a Vibration-Absorbing Plate
    • Zhavoronok, S. I., 2018, On the Use of Various Formulations of the Extended Higher-Order Shell Theory in Dynamic Problems for Functionally Graded Structures
    • Burzyński, S., 2018, A Robust Semi-Mixed 4-Node Shell Elements with Assumed Asymmetric Strains and Stress Resultants
    • Eremeyev, V. A., 2018, On Bending of a Two-Phase Plate
    • Eremeyev, V. A., 2018, On Non-Linear Resultant Theory of Shells Accounting for Thermodiffusion
    • Winkler, R., 2018, The Interrelation of Statically Exact and Conventional Shell Theories
    • Chróścielewski, J., 2018, Nonlinear FEA of Vibration Control of Piezoelectric Rod-type Structural Members
    • Lavrencic, M., 2018, Comparison of Some Low-Order Geometrically Exact Shell Finite Elements
    • Obara, P., 2018, Discrete and Equivalent 6-Parameter Shell Approach to Simulate Mechanical Behavior of Tensegrity Lattices
    • Chróścielewski, J., 2018, Analysis of Laminates with the Use of 2-D Cosserat Constitutive Model
    • Burzyński, S., 2018, Modified TTO Law for Material Mixtures with Application to 6-Parameter Nonlinear Shell Analysis
  • Session S17: Stochastic mechanics
  • Session S18: Composite Materials and Structures
  • Poster session
  • Author Index

Edition name	Date
Chróścielewski, J., 2018, Nonlinear FEA of Vibration Control of Piezoelectric Rod-type Structural Members	Sep 20, 2021

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