Yarn rotates at high speeds in many textile
manufacturing systems as spinning, overend unwinding and twisting.
Thesurface of rotation generated by the spinning yarn forms a 'yarn
balloon'. The balloon shape characteristics andoperating speeds
govern the yarn tension. Yarn strength limits the maximum tension
and therefore the operating speedand productivity of the system.
Accurate models and physical understanding of the balloon dynamics
lead to optimized yarn manufacturing and handling systems that
minimize the tension and the tension variation and
maximizeproductivity.
Research being done is an experimental study of the yarn balloon. A yarn balloon test system(YBTS), constructed inthe lab, generates yarn balloon and measures the yarn tension and balloon shapes. The YBTS comprises of fourcomponents: The test stand, signal interface box, PC and power amplifier. A four bar linkage mechanism rotates yarn at constant speed, without twisting, to produce a yarn balloon. Operatingspeed varying from 0-10,000 rpm are controlled by the operator. The test system accurately measures and records fourquantities: rotation speed , upper eyelet tension, yarn length and balloon shape. Length of yarn in the system iscontrolled by the yarn length motor. Power to drive the two motors is generated by the amplifier. All controls and datasignals pass through the signal interface box. The PC is host to a high speed digital signal processing board whichperforms all controls and data acquisition functions.
Experimental analysis: A variety of experiments are done using the YBTS. The experimental results are then comparedwith the theoritical results.
1. Low speed experiments: A heavy nylon string with linear density of 1.215 gms/m is used for the experiments.Yarn is rotated at 1000-1300 rpm. The model neglects air drag and yarn elasticity. The string is approximatelyinelastic in the tension region of the experiments. Low rotation speed and high yarn linear density yield low ornegligible air drag. Eyelet tension and yarn length are converted to non-dimensionalised parameters. Figure 1 showsthe experimental and theoritical results of plot between the nondimensionalised parameters tension (Pe) and yarnlength (delta) at three different speeds. It is seen that after a particular value of delta, the eyelet tension startsincreasing.

FIGURE 1
2. High speed experiments: These experiments neglect the yarn elasticity but do take the air drag into account.Dacron continuous filament polyester (POY) is used in the experiments. Data is collected for one, two, three and fourstrand i.e different linear densities of POY at 3000, 5000 and 7500 rpm. Figure 2 shows the experimental andtheoritical curves of Pe versus delta for single strand dacron at the three specified speeds. The downward pointingarrows show the jumps in tension corresponding to the collapse of the balloon from a single loop to a double loop andfrom a double loop to a triple loop. The upward pointing arrows show the jump of balloon from triple to double andfrom double to single loop as yarn is being removed from the system.

FIGURE 2
Figure 3 shows the theoritical and experimental curves for 2 strand POY at the specified speeds. A lot of flutter (intension) is seen in the region where the balloon jumps from a double loop to a single loop, as yarn is removed fromthe system. (Please see the flutter experiments for detail).

FIGURE 3
3.Air drag experiments: In these experiments the air drag characteristics of POY are analyzed. The effects of spinningspeed and yarn linear density on the non dimensionalised yarn air drag coefficient, Dn, is studied. The coefficient of airdrag is calculated and compared to drag characteristics of a cylinder in a fluid cross flow.
4. Be on the look out for "ELASTICITY EXPERIMENTS".
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