0000000000970998

AUTHOR

Kaarlo Niskanen

showing 2 related works from this author

Permeability of three-dimensional random fiber webs

1998

We report the results of essentially ab initio simulations of creeping flow through large threedimensional random fiber webs that closely resemble fibrous sheets such as paper and nonwoven fabrics. The computational scheme used in this Letter is that of the lattice-Boltzmann method and contains no free parameters concerning the properties of the porous medium or the dynamics of the flow. The computed permeability of the web is found to be in good agreement with experimental data, and confirms that permeability depends exponentially on porosity over a large range of porosity. [S0031-9007(97)05087-4]

:Engineering::Computer science and engineering [DRNTU]Materials sciencePhysicsfiber websAb initioGeneral Physics and AstronomyStokes flowcreeping flowPhysics::GeophysicsPermeability (earth sciences)Flow (mathematics)simulationsFiberComposite materialPorous mediumPorosityFree parameter
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Strength distribution in paper

1998

Abstract Tensile strength distributions are studied in four paper samples that exhibit a variety of brittle-to-ductile properties. 1005 tensile specimens were measured in each case. The standard Gumbel and Weibull distributions, and a recently proposed double exponential modification of the former are compared with the observations visually and using chi-squared and Kolmogorov–Smirnov tests. The Gumbel distribution fails to fit the data while the Weibull distribution gives satisfactory agreement. However, the double exponential distribution fits the data best, regardless of the ductility of the material.

Materials scienceWeibull modulusMechanical EngineeringDouble exponential functionCondensed Matter PhysicsDistribution fittingGumbel distributionMechanics of MaterialsUltimate tensile strengthForensic engineeringGeneral Materials ScienceStatistical physicsDuctilityExponentiated Weibull distributionWeibull distributionMaterials Science and Engineering: A
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