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Industrial dry spinning processes: algorithmic for a two-phase fiber model in airflows

Journal of mathematics in industry, 2020-04, Vol.10 (1), p.1-22, Article 8

2020

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Graph-based tensile strength approximation of random nonwoven materials by interpretable regression

Machine learning with applications, 2022-06, Vol.8, p.100288, Article 100288

2022

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Modeling and simulation of curved fibers in dry spinning scenarios

Results in applied mathematics, 2019-10, Vol.3, p.100013, Article 100013

2019

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NUMERICAL ANALYSIS OF COSSERAT ROD AND STRING MODELS FOR VISCOUS JETS IN ROTATIONAL SPINNING PROCESSES

Mathematical models & methods in applied sciences, 2010-10, Vol.20 (10), p.1941-1965

2010

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Random Field Sampling for a Simplified Model of Melt-Blowing Considering Turbulent Velocity Fluctuations

Journal of statistical physics, 2013-03, Vol.150 (6), p.1115-1137

2013

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Modeling and application of a stochastic drag for fibers in turbulent flows

International journal of multiphase flow, 2011-03, Vol.37 (2), p.136-148

2011

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Asymptotic model for the dynamics of curved viscous fibres with surface tension

Journal of fluid mechanics, 2009-03, Vol.622, p.345-369

2009

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Efficient graph‐based tensile strength simulations of random fiber structures

Zeitschrift für angewandte Mathematik und Mechanik, 2021-09, Vol.101 (9), p.n/a

2021

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An Energy Conserving Numerical Scheme for the Dynamics of Hyperelastic Rods

International journal of differential equations, 2012-01, Vol.2012 (2012), p.1-15

2012

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Melt-blowing of viscoelastic jets in turbulent airflows: Stochastic modeling and simulation

Applied Mathematical Modelling, 2019-12, Vol.76, p.558-577

2019

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On flow-enhanced crystallization in fiber spinning: Asymptotically justified boundary conditions for numerics of a stiff viscoelastic two-phase model

Journal of non-Newtonian fluid mechanics, 2021-10, Vol.296, p.104636, Article 104636

2021

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An efficient numerical framework for fiber spinning scenarios with evaporation effects in airflows

Journal of computational physics, 2019-05, Vol.384, p.326-348

2019

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Finite volume approach for the instationary Cosserat rod model describing the spinning of viscous jets

Journal of computational physics, 2015-08, Vol.294, p.20-37

2015

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Product integration method for the simulation of radial effects in fiber melt spinning of semi‐crystalline polymers

Proceedings in applied mathematics and mechanics, 2023-03, Vol.22 (1), p.n/a

2023

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Tensile Strength Simulations of Nonwoven Fiber Materials

Proceedings in applied mathematics and mechanics, 2021-01, Vol.20 (1), p.n/a

2021

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Low-Mach-number and slenderness limit for elastic Cosserat rods and its numerical investigation

Asymptotic analysis, 2020-01, Vol.120 (1-2), p.103-121

2020

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A 3D MODEL FOR FIBER LAY-DOWN IN NONWOVEN PRODUCTION PROCESSES

Mathematical models & methods in applied sciences, 2012-09, Vol.22 (9)

2012

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Asymptotically Justified Boundary Conditions for a Viscoelastic Two‐Phase Fiber Model

Proceedings in applied mathematics and mechanics, 2021-12, Vol.21 (1), p.n/a

2021

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Machine learning framework to predict nonwoven material properties from fiber graph representations

Software impacts, 2022-12, Vol.14, p.100423, Article 100423

2022

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WHIPPING OF ELECTRIFIED VISCO-CAPILLARY JETS IN AIRFLOWS

SIAM journal on applied mathematics, 2018-01, Vol.78 (1), p.343-371

2018

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Fiber Dynamics in Turbulent Flows: Specific Taylor Drag

SIAM journal on applied mathematics, 2007-01, Vol.68 (1), p.1-23

2007

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Model hierarchy of upper‐convected Maxwell models with regard to simulations of melt‐blowing processes

Proceedings in applied mathematics and mechanics, 2019-11, Vol.19 (1), p.n/a

2019

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Smooth convolution-based distance functions

Graphical models, 2015-11, Vol.82, p.67-76

2015

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ASYMPTOTIC TRANSITION FROM COSSERAT ROD TO STRING MODELS FOR CURVED VISCOUS INERTIAL JETS

Mathematical models & methods in applied sciences, 2011-10, Vol.21 (10), p.1987-2018

2011

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Asymptotics and numerics for the upper-convected Maxwell model describing transient curved viscoelastic jets

Mathematical models & methods in applied sciences, 2016-03, Vol.26 (3), p.569-600

2016

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Industrial dry spinning processes: algorithmic for a two-phase fiber model in airflows

Graph-based tensile strength approximation of random nonwoven materials by interpretable regression

Modeling and simulation of curved fibers in dry spinning scenarios

NUMERICAL ANALYSIS OF COSSERAT ROD AND STRING MODELS FOR VISCOUS JETS IN ROTATIONAL SPINNING PROCESSES

Random Field Sampling for a Simplified Model of Melt-Blowing Considering Turbulent Velocity Fluctuations

Modeling and application of a stochastic drag for fibers in turbulent flows

Asymptotic model for the dynamics of curved viscous fibres with surface tension

Efficient graph‐based tensile strength simulations of random fiber structures

An Energy Conserving Numerical Scheme for the Dynamics of Hyperelastic Rods

Melt-blowing of viscoelastic jets in turbulent airflows: Stochastic modeling and simulation

On flow-enhanced crystallization in fiber spinning: Asymptotically justified boundary conditions for numerics of a stiff viscoelastic two-phase model

An efficient numerical framework for fiber spinning scenarios with evaporation effects in airflows

Finite volume approach for the instationary Cosserat rod model describing the spinning of viscous jets

Product integration method for the simulation of radial effects in fiber melt spinning of semi‐crystalline polymers

Tensile Strength Simulations of Nonwoven Fiber Materials

Low-Mach-number and slenderness limit for elastic Cosserat rods and its numerical investigation

A 3D MODEL FOR FIBER LAY-DOWN IN NONWOVEN PRODUCTION PROCESSES

Asymptotically Justified Boundary Conditions for a Viscoelastic Two‐Phase Fiber Model

Machine learning framework to predict nonwoven material properties from fiber graph representations

WHIPPING OF ELECTRIFIED VISCO-CAPILLARY JETS IN AIRFLOWS

Fiber Dynamics in Turbulent Flows: Specific Taylor Drag

Model hierarchy of upper‐convected Maxwell models with regard to simulations of melt‐blowing processes

Smooth convolution-based distance functions

ASYMPTOTIC TRANSITION FROM COSSERAT ROD TO STRING MODELS FOR CURVED VISCOUS INERTIAL JETS

Asymptotics and numerics for the upper-convected Maxwell model describing transient curved viscoelastic jets

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