Woven fabric is normally much longer in the warp direction than it is wide, that is, in the weft direction. Warp yarns are fed from large reels called creels or beams. Typically, these hold about 4500 separate pieces of yarn, each about 500 yards (450 m) long. The filling yarns are fed from bobbins, called quills, carried in shuttles (hollow projectiles) that are moved back and forth across the warp yarns, passing over some and under others. The shuttle is designed so that the yarn it carries can unwind freely as the shuttle moves. Each length of yarn, fed from the shuttle as it moves across the loom, is called a pick. The yarn folds over itself at the end of each pick and forms another pick as the shuttle returns. When the yarn in a particular shuttle is exhausted, current production looms have automatic devices that exchange the empty quill with a full one.
Starting from the storehouse, the yarn is subjected to following working sequence until the weaving stage:
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Starting from the storehouse, the yarn is subjected to following working sequence until the weaving stage:
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