GILLEMOT jr., L.

English

Periodica Polytechnica (Budapest University of Technology and Economics)

STUDY ON INDUSTRIAL APPLICATION OF WIRE DRAWING WITH ROTATING DIE* By L. GILLEMOT jr.** Department of Mechanical Technology, Technical University Budapest (Received June 26, 1975) Presented by Prof. Dr. Tibor KOr.-XOLY Introduction The application of drawn products for conductors and other purposes is rapidly growing all over the world. This accounts for the broad-scale research work done by hundreds of researchers. The development work resulted in several new solutions in the field of wire dra"\\-ing. Among them, only new structural solutions, different from the traditional technology, "\\-ill here be considered. No extensive use of ultrasonic wire dra,~ing can be expected because the ultrasonic effect can only be applied at very low drawing speeds [1]. High-pressure lubricant applied in hydrodynamic lubrication may signifi-cantly reduce the friction coefficient in drawing as compared to the ordinary technology, at an important increase of reducibility. No important drawing force saving is, however, possible but under several thousand atm. pressure [2], rather difficult to realize. The technology of hydrostatic extrusion 'vith pull-out is similar to the hydrodynamic lubrication in wire drawing, as shown schematic ally in Fig. 1. Hydrostatic extrusion with pull-out permits reductions requiring 30-50 dies in traditional drawing. Notwithstanding, no wide-range application of the technology can be expected before some years, because of the need of means for the accurate control of the several-thousand-atmospheres-field pressure and of the high cost of the equipment [3]. In the course of wire drawing with rolling dies, deformation takes place between the free roller pair or pairs. The friction force decreases ~ith the turn-ing of rollers, enabling the reductions to be risen in one step. Very intensive research is going on in this field and the industrial application of 'vire drawing with rolling dies seems to gain ground [4, 5]. The principle and technology of wire drawing with rotating die have been known for more than 40 years [6, 7]. In recent times several publications * Abridged text of the Doctor Techn. thesis by the author ** Research Institute for Non-Ferrous Metals 200 L. GILLEMOT Jr. reported on the industrial application of wire drawing with rotating die [8, 9]. Further investigation of the problem is timely, the more so, as in the past 40 years only few publications appeared in this connection, whereas at present a wide-range industrial application may be expected [8, 14]. The small number of publications leave several details of wire dra-wing 'with rotating die even theoretically uncleared. '.' ~ 6.., Fig. 1. Scheme of hydrostatic extrusion with pull-outI;of wire In order to estimate the field of industrial applications, and to determine the meaningful fields of application, it is necessary to analyze and to establish the theory of the dra'wing process. Previous works [6 to IS] permitted to make statements: - by application a rotating die the drawing stress may be decreased permitting a higher one-step reduction [6 to 14]; - the decrease of the drawing force value depends on the applied lubricant and the dra"\.,,ing conditions [6 to 14]; - rotation of the die causes a more uniform wear in dra"\dng and the initial ovalness of the die to decrease "\vith dra"\\'ing [12]; - follo"\dng one reduction, the mechanical properties of steel wires drawn "\dth rotating die do not or little differ from those drawn with fixed die [10, Il]; - the centric position of the drawing die is very important, since else, the helical scratches, dra"\dng traces on the surface of the wire were more perspicuous than after traditional dra"\ving [10, Il]; - the rotation of the dra"\dng die improves the surface smoothness of the "\\'ire and this the more, the higher the speed of rotation [10, Il]; - depending on the peripheral-to-dra"\ving-speed ratio inherent in the rotation, three ranges can be distinguished. In the first range, the dra"\ving speed exceeds the peripheral speed, with no sensible decrease of dra"\dng force. In the second range, the increase of the rotation-to-drawing-speed ratio lowers the dra-\ving stress. After having reached a minimum, drawing stress will WIRE DRAWING WITH ROTATING DIE 201 increase again with the increase of speed ratio (third range). The three ranges have been plotted (Fig. 2) on the basis of measurements [10]. The range limits are not indicated in the diagram, because these depend on the drawing speed and on other parameters of the drawing process; - according to measurement results [11], in some cases the total power demand of drawing with rotating die may be lower than that of drawing with fixed die. fd [kp] 800 ~oo 0"----'--------'----'--'--"'--o 1 0 1000 2000 0 t [sec] n [rev/mini Fig. 2. Drawing forces in starting the drawing drum vs. die rpm Available publications offer no unambiguous solution to the problem of applying rotation dies in industrial drawing machines because no questions of drawing non-ferrous metals have been dealt with so far, neither has the effect of rotating dies on the electrical conductivity or on the alteration of the material following the stepwise drawing. To facilitate industrial applica-tion, the following objectives have been set: - to determine the theoretical possibility of savings in the overall power demand in drawing by rotating die, and its practical feasibility; - to determine the effect of rotating die on the mechanical properties and electrical conductivity of aluminium and copper wires; - to determine the above effect in series drawing; - to determine the effect of modifying the cone angle of die on the decrease in drawing stress due to .rotating die; - to test whether the advantage of die rotation persists in the period of starting the wire-drawing machine (drawing drum); - to interpret theoretically the obtained test results; - to determine the fields of industrial application of rotated dies in the wire-industry, based on special literature and test results. Theoretical considerations The friction force in wire drawing with rotating die is assumed [6 to 14] not to change by size but by direction. 202 L GILLEMOT Jr. '6"'= C;; 'sinjJ Fig. 3. Stresses and speeds of wire drawing with rotating die Necessarily this will be opposite to the relative displacement of the die as indicated in Fig. 3. Applying the upper-bound theorem, the relative drawing stress value in fixed-die drawing [16] is: axj = J(et.) e ao + ~ -. - = 2ctget.+ mctget.e + 2m- + 1 ( 2et. Rf) V3 sm2 et. L (1) where Rf is the wire radius after reduction, a 0 the flow stress of the material' et is the semiconc angle of the die and m the constant friction factor, L is the calibrating part of the die, axb the back-pull stress, provided the pullback of wires has been taken into consideration. For practically applied angles (2ct. < 40°), function J(rJ.) ~ 1 h; a fair approximation. According to Fig. 3, calculating the stress component parallel to the drawing axis from Eq. (1) is easy to transform for die rotation. The "virtual" constant friction factor derived from the vector triangle: m' = m cos fJ (2) Yielding for the rotating die drawing stress: + l~ (~- 2 ctg et. + m cos fJ ctget. E + 2m cosfJ~) + V 3 sm2et. RI + GXb • (3) Go WIRE DRAWING WITH ROTATING DIE 203 The angle {3 of the relative displacement included with the wire axis is easy to calculate from the peripheral speed of rotation and from the drawing speed: By reducing Eqs (1), (3) and (4) it is easy to determine the stress decrease due to die rotation vs. speed ratio: (5) The overall power demand in die rotation Omitting a detailed mathematical analysis, rotation adds to the theorethi-cal power demand of the drawing process, hecause the product of the friction stress component hy the relative displacement speed will he proportional to the work related to unit time, necessary for overcoming friction, the stress component is assumed not to change, while the resultant speed increases upon rotation. On the contrary, tests are quoted in [11] asserting event of overall power demand decrease upon rotation. This is, however, possible for poor efficiencies of drawing equipment and machine. Be 111 and 112 the efficiencies of the wire-dra",ing and rotating machines, respectively, the inequality (6) will lead to a decrease of the overall power demand. Eq. (6) - verifiahle mathematically - shows energy saving with this technology to occur hut for wire-drawing machines ",ith poor efficiency. In the case of ·wire-driven dies the work per unit time exceeds that for the fixed die technology, the entire gear heing involved in driving the rotation, at a loss of efficiency. This means that dies of such kind raise the pull stress, a hack-ward to he avoided as a rule. Thus, die rotation normally does not decrease drawing work, in some cases of machine efficiency ratios, however, it may he assumed to do so. 204 L. GILLEMOT Jr. Experimental materials and equipment Properzi EAl 99,5% (nominal diameter 10 mm), shaved OFHC Cu (dia-meter about 8 mm) and limed C 10 (diameter 6 mm) wires were applied as experimental materials. Wires with final diameter of 2.5 mm were produced from all three with and without rotating the dies. Wires of 4.7 mm diameter were tested on a draw-bench by a single reduction. An Italian-made device type MILL-FR-53, completed by a carefully calibrated load cell for accuracy, rotated the die at 50 rpm. In experiments on the dra"\\-ing drum rotated at its lowest speed (37.8 m per min) the peripheral to drawing speed ratio was 0.001 to 0.005 depending on the "\\-ire diameter. Readjusting the draw bench transmission to a drawing speed of 0.69 m/min resulted in a ratio of 0.89 ± 0.1. These two speed ratios are within two of the three ranges of practical significance. Eq. (5) shows no decrease of stress to be expected in the first case and its possibility in the second case. In the second case the speed ratio was chosen to prevent the wire from twisting. This undesirable phenomenon occurs in the third range, entrains the increase of the drawing stress and invalidated the respective equations. Both surface scratch pitches and metallographic tests showed exemptness from wire twisting in this test series. Each test value was averaged from at least three parallel measurements and evaluated by means of statistical methods for low populations. Test results and interpretation Force diagrams in the starting period of the drawing drum with fixed die and with a die that started to revolve earlier were recorded in the course of drawing aluminium ,vires of 04.7 mm to 04.1 mm. In both cases, five parallel measurements were taken. As against expectations, the already rotating die was found not to reduce but even to raise a bit the maximum drawing force. The five measurements average 150 kp with fixed die and 198 kp "\\-ith rotated die. Because of the great standard deviations (55.5 and 14.5 kp, resp.) this difference is not significant (probability only 70%). Further measurements seemed to be meaningless, the increase of force being anyhow unfavourable, however, not against applying a rotated die: at most die at rest and s"\\-itch on the rotation after. The standard deviations is significantly lower .vith a rotating than "\vith a fixed die. Test data in [10, 11] permit this phenomenon to be interpreted. In the initial period of starting, the ratio of peripheral.to-dra'wing speed is in a range where no decrease of the force can be observed. The decrease of the standard deviation upon rotation can be attributed to the lubricant film forming before the drawing is started. WIRE DRAWING WITH ROTATING DIE 205 Investigation of the drawn material properties showed mechanical prop-erties (tensile strength, proof stress, area reduction) and resistivities not to change. This is illustrated by tensile strength, proof stress and area reduction diagrams of copper ".ire vs. strain in Fig. 4. Drawing force changes on the effect of die rotation have been investi-gated at the two quoted speed ratios (0.001 to 0.005 and 0.89 + 0.1). The theoretical change in the specific drawing stress is expressed by Eq. (5), expanded in series as: .da -J 1 (V )2 ( 2L) __ x_ = -v- m _r e ctg OG + --ao 2 3 Vd RJ (7) Applying the constant friction factor value obtained in own measure-ments, the relative change of drawing force calculated from the change of specific stress proved to be very small (3 X 10-4), undeterminable in drawing drum tests. Bench tests made at a higher speed ratio permit, however, to determine the difference of forces calculated by Eq. (7). This offered a possibility to test the effect of drawing conditions (strain, cone angle of dies) on the drawing-stress differences (Figs 5 to 7). The actual strains are plotted on abscissae, whereas dra".ing-stress-by-flow-stress quotients on ordinata in Figs 5 and 6. Fig. 7 shows the variation of stress by flow stress quotient vs. semicone angle of die. In the three figures, the plots can be approximated by linear functions -according to Eqs 1, 3 and 7. The best fitting straights were determined by the method of least squares, and the obtained equations indicated in the figures. The correlation coefficient of the straight lines is in all cases greater than 0.8, meaning that for the given number of plots the approximation with straight line is permissible at a high probability (greater than 95%). In Figs 6 and 7, dashed lines indicate the theoretical relationship obtained from DU, 00,2 [kp/mm2} 1;0 o'-----"------'-----~ o 1,0 2,0 3,0 f, '1//[%1 60 50 40 Fig. 4. Tensile strength, proof stress and area reduction vs. strain of copper wire 5 Periodica Polytechnica M 19/3 206 0,9 0,8 0,7 0,6 L. GILLEMOT Jr. ~: ft~ed := 0.815 C + 0.365 ~: rotating := 0,821f £ + 0.281 0.3 0.4 0,5 0,6 £ Fig. 5. Effect of strain of copper 'Wire on the relative drawing stress with (+) and without (0) rotating die for 'Wire C 10 Ll6;;r 60 0,09 0,08 0,07 0,06 ~ 50 Iheop:= 0.138 E + 0.024 Ll:;r = 0,078 E.+o,OM 0,3 0,4 0,5 0,6 E: Fig. 6. Change of relative drawing stress due to rotating die vs. C 10 wire strain. -- experi-mental; - - - theoretical iJ.6xh 0,15 60 0,10 0.05 LJ.l5.r 6; := 0,008 clgoC + 0.024 \ Ll~r = 0.0112 clgo< - 0,031 ....... " ....... 6 9 12 90 0<:0 10 8 6 " 2 o clgoC Fig. 7. Change of relative drawing stress due to rotating die vs. semicone angle for wire C 10. -- experimental; - - - theoretical Eq. 7. Calculations were made with an m value of 0.093 assessed from measure-ments. The qualitative and quantitative coincidence of the measured and cal-culated values shows the equations to be fairly realistic under the given circumstances, permitting further conclusions drawn on this basis (e.g., on energetic relations, optimum parameters) to be accepted as realistic. WIRE DRAWING WITH ROTATING DIE 207 Conclusion The rotation of the die does not affect the mechanical properties of the drawn 'wires (tensile strength, proof stress and area reduction), neither their electrical conductivity. This statement is also true for the series drawing with rotated die. In case of modern lubricants the decrease of the drawing force is unim-portant, of the order of 10 per cent. The surface quality is improved by the relative high peripheral speed, but not to an extent to support the application of rotated dies. From the aspect of energetics, the application of rotated dies can only be favourable in the case of wire-drawing machines with poor efficiency, but just at limited rotation speeds. The unfavourable energetics ratio contradicts wire drawing with wire-driven die. The application of the rotated die does not eliminate difficulties arising in starting the dravI'ing machine. nor the maximum-to-average-drawing-force ratio. The application of slowly rotated dies is only advantageous by entrain-ing concentric wear and decreasing the initial ovalness of the die. This fact defines the only field of application as for high-strength wires more or less deviating from the circle inherent in the conventional technology to be drawn to regular circular cross section, such as in the first stage of drawing rolled steel , .. ires. References, measurement results and theoretical considerations help to define the rather restricted field of application for rotated dies. Snmmary No information adequate for determining the industrial applicability of drawing with rotated die has been published so far. To this aim theoretical analyses and experimental investigations were required. The series drawing with rotating die was studied for its effect on the mechanical prop-erties and electrical conductivity of the material and on the development of drawing stress. The industrial application of wire-drawing machines "I'.rith rotating die has a single advantage: that of even, concentric wear of the die, suggesting its use in fields, where the even wear of die is of crucial importance. References 1. LEHFELDT, E.: Draht 19 (1968) 10. 757. 2. BUTLER, L. H.: Wire Industry 32 (1965) 1055. 3. ALEXA.t"DER, J. M.: Special lecture. Techn. Univ. Bp. 25. 03. 1970. 4. GOKYU, L: Wire Industry 35 (1968) 1053. 5. GOKYU, L: Wire Industry 35 (1968) 415. 6. SACHS, G.: ~Iitt. Deutsche Materialpriifanstalt (1931) 1. 7. GREENWOOD, H.-THOMPSON, F. C.: Nature 128 (1931) 3221. 8. FUHR, K.: Draht 8 (1967) 156. 5* 208 L. GILLEMOT Jr. 9. FUHR, K.: Gebrauchsmuster Nr. 1. 747810. DBR. 10. LIETZMANN, K. D.-EICHNER, K. R.: Neue Hiitte 14 (1969) 458. 11. LIETZMANN, K. D.-EICHNER, K. R.: Kohaszati Lapok 104 (1971) 19. 12. HOFSTEIN, C. O.-LINDSTRAl'H), E.: Jerkonten Annalen 142 (1958) 158. 13. ROTHMAN, D.-SANSOME, D. H.: Mach. Tool. Des. 10 (1970) 179. 14. MARCINU.K, H.: Wiad. Hutn. 26 (1970) 151. 15. MARCINU.K, H.: Wire Review 30 (1963) 144. 16. AVITZUR, B.: Metal Forming Processes and Analysis. McGraw-Hill Book Company, New York (1968). Dr. Lasz16 GILLEMOT jr. H-1116 Budapest, Femipari Kutat6 Intezet, Fehervari ut 144. 

STUDY ON INDUSTRIAL APPLICATION OF WIRE DRAWING WITH ROTATING DIE

https://pp.bme.hu/me/article/download/5972/5077

STUDY ON INDUSTRIAL APPLICATION OF WIRE DRAWING WITH ROTATING DIE

Abstract

Similar works

Full text

Available Versions

Periodica Polytechnica (Budapest University of Technology and Economics)