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This timeline of clothing and textiles technology covers events relating to fiber and flexible woven material worn on the body. This includes the making, modification, usage, and knowledge of tools, machines, techniques, crafts, and manufacturing systems ( technology ).
The textile industry in India traditionally, after agriculture, is the only industry that has generated huge employment for both skilled and unskilled labour in textiles. The textile industry continues to be the second-largest employment generating sector in India. It offers direct employment to over 35 million in the country. [25]
The spread of sewing machine technology to industrialized economies around the world meant the spread of Western-style sewing methods and clothing styles as well. In Japan, traditional clothing was sewn together with running stitch that could be removed so that the clothing could be taken apart and the assorted pieces laundered separately.
[1] [2] Clothtech encompasses the functional parts that may not be visible, such as zippers, labels, sewing threads, elastics, insulating fiber fills, waddings, shoelaces, and drawcords velcro, and interlining cloths, etc. Sewing threads is the major component that accounts around 60% of the technical textiles under clothtech followed by labels ...
Textile manufacturing in the modern era is an evolved form of the art and craft industries. Until the 18th and 19th centuries, the textile industry was a household work. It became mechanised in the 18th and 19th centuries, and has continued to develop through science and technology since the twentieth century. [2]
The technology was named Tailored Fiber Placement, which describes the variable axial near-net-shape fibre placement capabilities. Nowadays, the Tailored Fiber Placement is already in several companies a well-established textile technology for dry preform manufacturing applying TFP machines by the manufacturer TAJIMA.
Ada Dietz (1882 – 1981) was an American weaver best known for her 1949 monograph Algebraic Expressions in Handwoven Textiles, which defines weaving patterns based on the expansion of multivariate polynomials. [9] J. C. P. Miller used the Rule 90 cellular automaton to design tapestries depicting both trees and abstract patterns of triangles. [10]