A two-phase flow model is developed to simulate the fiber motion in the nozzle of an air-jet spinning machine. The computational results coincide with the images captured by high-speed photography. Three parameters, the first nozzle pressure, the jet orifice angle, and fiber flexural rigidity, are discussed in terms of their influences on wrapper formation and, consequently, on yarn structure and yarn quality. The predictions of yarn tensile properties tally with the experimental results reported by several researchers.Air-jet spinning is becoming an important system in short staple spinning because it is advantageous for processing speeds, costs, and ability to spin fine counts. Researchers have been paying much attention to this spinning method since the first single air-jet system was developed by Du Pont in 1963. Studies have focused on three subjects: the principle of yam formation, the structure of the yarn, and the effects of various parameters on yarn quality. Regarding the principle of yarn formation, there have been two points of view [1, 7, 18], and we maintain the following viewpoint: The edge fibers wrap the false twisted core in the opposite direction while passing through the first nozzle, and the second nozzle inserts the false twist into the fiber strand coming out of the front roller. Untwisting downstream of the second nozzle produces considerably more twist in these wrapper fibers, thus giving the yarn its strength. Investigations of yarn structure have been reported, and several classification systems have been developed [4, 7, 10]. The effects of the parameters of process conditions, nozzle design, and fiber properties on yarn quality have been studied using experimental techniques [ 1,4,7,10,[13][14][15]19]. The principle of yam formation and the investigation of the yarn structure indicate that the formation of wrapper fibers in the first nozzle plays a dominant role in this technology. Krause and Soliman theoretically analyzed the wrapping twist in a single-jet air system [8]. In this work, we use the numerical method to simulate fiber motion in the nozzle of an air-jet spinning machine, showing the process that causes an edge fiber (free fiber) to wrap while it is being delivered by the air flow in the nozzle.
Fiber Motion Model.