Peter Wall

Peter Wall

Luleå tekniska Universitet

H-index: 25

Europe-Sweden

About Peter Wall

Peter Wall, With an exceptional h-index of 25 and a recent h-index of 14 (since 2020), a distinguished researcher at Luleå tekniska Universitet, specializes in the field of homogenization, partial differential equations, engineering mathematics, functional analysis.

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

Engineering Students’ Varying Motivation and Self-concept in Mathematics

On flow of power-law fluids between adjacent surfaces: Why is it possible to derive a Reynolds-type equation for pressure-driven flow, but not for shear-driven flow?

On lower-dimensional models of thin film flow, Part C: Derivation of a Reynolds type of equation for fluids with temperature and pressure dependent viscosity

Engineering Students' Mathematical Self-Concept and its Dependence on Their Study Habits and Views about Mathematics

On pressure-driven Hele–Shaw flow of power-law fluids

Error estimates for pressure-driven Hele-Shaw flow

Some New Results on the Strong Convergence of Fejér Means with Respect to Vilenkin Systems.

On lower-dimensional models in lubrication, part a: Common misinterpretations and incorrect usage of the reynolds equation

Peter Wall Information

University

Position

Professor of Mathematics

Citations(all)

2105

Citations(since 2020)

737

Cited By

1684

hIndex(all)

25

hIndex(since 2020)

14

i10Index(all)

51

i10Index(since 2020)

27

Email

University Profile Page

Luleå tekniska Universitet

Google Scholar

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Peter Wall Skills & Research Interests

homogenization

partial differential equations

engineering mathematics

functional analysis

Top articles of Peter Wall

Title

Journal

Author(s)

Publication Date

Engineering Students’ Varying Motivation and Self-concept in Mathematics

International Journal of Engineering Education

Evgeniya Burtseva

Marcus Sundhäll

Timo Tossavainen

Peter Wall

2024

On flow of power-law fluids between adjacent surfaces: Why is it possible to derive a Reynolds-type equation for pressure-driven flow, but not for shear-driven flow?

Applications in Engineering Science

Andreas Almqvist

Evgeniya Burtseva

Kumbakonam Rajagopal

Peter Wall

2023/9/1

On lower-dimensional models of thin film flow, Part C: Derivation of a Reynolds type of equation for fluids with temperature and pressure dependent viscosity

Proceedings of the Institution of Mechanical Engineers, Part J: Journal of Engineering Tribology

Andreas Almqvist

Evgeniya Burtseva

Kumbakonam Rajagopal

Peter Wall

2023/3

Engineering Students' Mathematical Self-Concept and its Dependence on Their Study Habits and Views about Mathematics

International Journal of Engineering Education

Timo Tossavainen

Peter Wall

Marcus Sundhäll

2022

On pressure-driven Hele–Shaw flow of power-law fluids

Applicable Analysis

John Fabricius

Salvador Manjate

Peter Wall

2022/9/22

Error estimates for pressure-driven Hele-Shaw flow

Quarterly of Applied Mathematics

John Fabricius

Salvador Manjate

Peter Wall

2022/9

Some New Results on the Strong Convergence of Fejér Means with Respect to Vilenkin Systems.

Ukrainian Mathematical Journal

L-E Persson

G Tephnadze

G Tutberidze

Peter Wall

2021/9/1

On lower-dimensional models in lubrication, part a: Common misinterpretations and incorrect usage of the reynolds equation

Proceedings of the Institution of Mechanical Engineers, Part J: Journal of Engineering Tribology

A. Almqvist

E. Burtseva

K. R. Rajagopal

P. Wall

2021/8

On lower-dimensional models in lubrication, part b: Derivation of a reynolds type of equation for incompressible piezo-viscous fluids

Proceedings of the Institution of Mechanical Engineers, Part J: Journal of Engineering Tribology

A. Almqvist

E. Burtseva

K. R. Rajagopal

P. Wall

2021/8

Pressure-driven flow in thin domains

Asymptotic Analysis

John Fabricius

Elena Miroshnikova

Afonso Tsandzana

Peter Wall

2020/1/1

See List of Professors in Peter Wall University(Luleå tekniska Universitet)