Theory of Yarn Structures
IIT Delhi, , Prof. Bohuslev Neckar
Updated On 02 Feb, 19
IIT Delhi, , Prof. Bohuslev Neckar
Updated On 02 Feb, 19
Contents:
Compression of fibrous assemblies : C. M. van Wyks theory, generalization of van wyks theory, comparison between theoretical and experiment results
Pores among fibres : Pores and their characteristics, relationship between fibers and pores, types of pores, applications
Orientation of fibres : Orientation vector, isotropic fibre orientation, model of anisotropic fibre orientation, orientation of fibres in three-dimensional sections, mechanical behaviour.
Mechanics of parallel fibre bundles : Hamburgers model, tensile behavior of fibre bundles considering different mechanical properties of fibers, examples
Modelling of intern al yarn geometry : General description of fibers in yarns, helical model of yarn, yarn retraction in ideal helical model, yarn stress-strain relation, model of radial fibre migration, model of equidistant migration, comparison between theoretical and experimental results,
Relations among yarn count, twist, packing density, and diameter : Koechlins concept, empirical corrections to Koechlins theory, mechanistic model, comparison between theoretical and experimental results
A stochastic model of yarn hairiness : Hairiness sphere, single exponential model, double exponential model, comparison between theoretical and experimental results
Bundle theory of yarn unevenness : Martindales theory of unevenness, theory of fibre bundles, comparison between theoretical and experimental results
Yarn strength as stochastic process : Peirces model of yarn strength, SEMG stochastic model of yarn strength, comparison between theoretical and experimental results
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Theory of Yarn Structures by Prof.Bohuslev Neckar, Department of Textile Technologies, IIT Delhi. For more details on NPTEL visit httpnptel.iitm.ac.in
Sam
Sep 12, 2018
Excellent course helped me understand topic that i couldn't while attendinfg my college.
Dembe
March 29, 2019
Great course. Thank you very much.