Magdalena Łasecka-Plura

About Magdalena Łasecka-Plura

Magdalena Łasecka-Plura, With an exceptional h-index of 6 and a recent h-index of 6 (since 2020), a distinguished researcher at Politechnika Poznanska,

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

Eigenvibrations of Kirchhoff Rectangular Random Plates on Time-Fractional Viscoelastic Supports via the Stochastic Finite Element Method

Stochastic nonlinear eigenvibrations of thin elastic plates resting on time-fractional viscoelastic supports

Dynamics of Structures, Frames, and Plates with Viscoelastic Dampers or Layers: A Literature Review

Modal analysis of frame structures with semi-rigid joints and viscoelastic connections modeled by fractional derivatives.

Application of isogeometric approach to dynamics of curved beam

Dynamic Characteristics of a Composite Beam with Viscoelastic Layers under Uncertain-but-Bounded Design Parameters

A comparative study of the sensitivity analysis for systems with viscoelastic elements

Influence of rotary flexibility of joints on the statics and dynamics of the arch structures

Magdalena Łasecka-Plura Information

University

Position

___

Citations(all)

126

Citations(since 2020)

106

Cited By

39

hIndex(all)

6

hIndex(since 2020)

6

i10Index(all)

3

i10Index(since 2020)

3

Email

University Profile Page

Google Scholar

Top articles of Magdalena Łasecka-Plura

Eigenvibrations of Kirchhoff Rectangular Random Plates on Time-Fractional Viscoelastic Supports via the Stochastic Finite Element Method

Materials

2023/12/6

Stochastic nonlinear eigenvibrations of thin elastic plates resting on time-fractional viscoelastic supports

Probabilistic Engineering Mechanics

2023/10/1

Dynamics of Structures, Frames, and Plates with Viscoelastic Dampers or Layers: A Literature Review

2023/8/31

Roman Lewandowski
Roman Lewandowski

H-Index: 14

Magdalena Łasecka-Plura
Magdalena Łasecka-Plura

H-Index: 2

Modal analysis of frame structures with semi-rigid joints and viscoelastic connections modeled by fractional derivatives.

Archives of Mechanics

2023

Application of isogeometric approach to dynamics of curved beam

Vibrations in Physical Systems

2023

Magdalena Łasecka-Plura
Magdalena Łasecka-Plura

H-Index: 2

Dynamic Characteristics of a Composite Beam with Viscoelastic Layers under Uncertain-but-Bounded Design Parameters

Applied Sciences

2023/1

Magdalena Łasecka-Plura
Magdalena Łasecka-Plura

H-Index: 2

A comparative study of the sensitivity analysis for systems with viscoelastic elements

Archive of Mechanical Engineering

2023

Magdalena Łasecka-Plura
Magdalena Łasecka-Plura

H-Index: 2

Influence of rotary flexibility of joints on the statics and dynamics of the arch structures

Bulletin of the Polish Academy of Sciences Technical Sciences

2023

Magdalena Łasecka-Plura
Magdalena Łasecka-Plura

H-Index: 2

Zdzisław Pawlak
Zdzisław Pawlak

H-Index: 3

Out-of-Plane Behavior of Masonry Prisms Retrofitted with Shape Memory Alloy Stripes: Numerical and Parametric Analysis

Sensors

2022/10/20

Magdalena Łasecka-Plura
Magdalena Łasecka-Plura

H-Index: 2

Application and modelling of Shape-Memory Alloys for structural vibration control: State-of-the-art review

2022/8/1

Cyclic Behavior of Masonry Shear Walls Retrofitted with Engineered Cementitious Composite and Pseudoelastic Shape Memory Alloy

Sensors

2022/1

Magdalena Łasecka-Plura
Magdalena Łasecka-Plura

H-Index: 2

Ehsan Noroozinejad Farsangi
Ehsan Noroozinejad Farsangi

H-Index: 8

The subspace iteration method for nonlinear eigenvalue problems occurring in the dynamics of structures with viscoelastic elements

Computers & Structures

2021/10/1

Magdalena Łasecka-Plura
Magdalena Łasecka-Plura

H-Index: 2

Roman Lewandowski
Roman Lewandowski

H-Index: 14

The subspace iteration method for eigenproblems of frames with viscoelastic dampers described using internal variables

Vibrations in Physical Systems

2020

Magdalena Łasecka-Plura
Magdalena Łasecka-Plura

H-Index: 2

See List of Professors in Magdalena Łasecka-Plura University(Politechnika Poznanska)