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Two-dimensional axisymmetric winding model for finite deformation
Kilwa Ärölä
*
, R. Von Hertzen
*
Corresponding author for this work
VTT Technical Research Centre of Finland
VTT (former employee or external)
Lappeenranta-Lahti University of Technology LUT
Research output
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Contribution to journal
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Article
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Scientific
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peer-review
9
Citations (Scopus)
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Keyphrases
Accretion Processes
50%
Axial Direction
50%
Axial Displacement
50%
Axial Stress
50%
Centrifugal Force
50%
Circumferential Stress
50%
Edge Effect
50%
Finite Deformation
100%
Finite Element Method
50%
High Shear Stress
50%
Hyperelastic
50%
Material Behavior
50%
Numerical Solution
50%
Orthotropic
50%
Paper Roll
50%
Poisson's Ratio
50%
Radial Displacement
50%
Radial Stress
50%
Shear Stress
50%
Significant Edges
50%
Stress Distribution
50%
Thin Web
50%
Total Lagrangian Formulation
50%
Two Dimensional
100%
Wall Shear Stress Gradient
50%
Web Tension
50%
Winding Model
100%
Wound Roll
50%
Engineering
Accretion Process
50%
Axial Direction
50%
Axial Displacement
50%
Axisymmetric
100%
Circumferential
50%
Edge Effect
50%
Finite Deformation
100%
Finite Element Analysis
50%
Lagrangian Formulation
50%
Material Behavior
50%
Numerical Solution
50%
Poisson Ratio
50%
Radial Displacement
50%
Shear Stress Gradient
50%
Two Dimensional
100%
INIS
axial symmetry
100%
deformation
100%
distribution
33%
finite element method
33%
lagrangian
33%
nonlinear problems
33%
numerical solution
33%
poisson ratio
33%
shear
100%
wounds
33%