Wear-fatigue test methods and their significance

The unified methods of wear-fatigue tests of models of active systems, which are based on a combination of the known mechanical fatigue, friction and wear test methods, are offered. A bending fatigue test method for a uniform cylindrical specimen with a test portion diameter of 10 mm is adopted as a...

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Veröffentlicht in:Проблемы прочности
Datum:2009
Hauptverfasser: Bahdanovich, A.V., Tyurin, S.A., Andriyashin, V.A., Elavyi, A.M.
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Sprache:English
Veröffentlicht: Інститут проблем міцності ім. Г.С. Писаренко НАН України 2009
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Zitieren:Wear-fatigue test methods and their significance / A.V. Bahdanovich, S.A. Tyurin, V.A. Andriyashin, A.M. Elavyi // Проблемы прочности. — 2009. — № 1. — С. 121-128. — Бібліогр.: 5 назв. — англ.

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Digital Library of Periodicals of National Academy of Sciences of Ukraine
id nasplib_isofts_kiev_ua-123456789-48467
record_format dspace
spelling Bahdanovich, A.V.
Tyurin, S.A.
Andriyashin, V.A.
Elavyi, A.M.
2013-08-20T03:37:50Z
2013-08-20T03:37:50Z
2009
Wear-fatigue test methods and their significance / A.V. Bahdanovich, S.A. Tyurin, V.A. Andriyashin, A.M. Elavyi // Проблемы прочности. — 2009. — № 1. — С. 121-128. — Бібліогр.: 5 назв. — англ.
0556-171X
https://nasplib.isofts.kiev.ua/handle/123456789/48467
539.4
The unified methods of wear-fatigue tests of models of active systems, which are based on a combination of the known mechanical fatigue, friction and wear test methods, are offered. A bending fatigue test method for a uniform cylindrical specimen with a test portion diameter of 10 mm is adopted as a basic one.
Предложены единые методики износоуста­лостных испытаний моделей активных систем, основанные на известных методах испытания материалов на механическую усталость, трение и износ. В качестве базо­вой предложена методика испытания на циклический изгиб гладкого цилиндричес­кого образца с рабочей частью диаметром 10 мм.
en
Інститут проблем міцності ім. Г.С. Писаренко НАН України
Проблемы прочности
Научно-технический раздел
Wear-fatigue test methods and their significance
Методики износоусталостных испытаний и их значимость
Article
published earlier
institution Digital Library of Periodicals of National Academy of Sciences of Ukraine
collection DSpace DC
title Wear-fatigue test methods and their significance
spellingShingle Wear-fatigue test methods and their significance
Bahdanovich, A.V.
Tyurin, S.A.
Andriyashin, V.A.
Elavyi, A.M.
Научно-технический раздел
title_short Wear-fatigue test methods and their significance
title_full Wear-fatigue test methods and their significance
title_fullStr Wear-fatigue test methods and their significance
title_full_unstemmed Wear-fatigue test methods and their significance
title_sort wear-fatigue test methods and their significance
author Bahdanovich, A.V.
Tyurin, S.A.
Andriyashin, V.A.
Elavyi, A.M.
author_facet Bahdanovich, A.V.
Tyurin, S.A.
Andriyashin, V.A.
Elavyi, A.M.
topic Научно-технический раздел
topic_facet Научно-технический раздел
publishDate 2009
language English
container_title Проблемы прочности
publisher Інститут проблем міцності ім. Г.С. Писаренко НАН України
format Article
title_alt Методики износоусталостных испытаний и их значимость
description The unified methods of wear-fatigue tests of models of active systems, which are based on a combination of the known mechanical fatigue, friction and wear test methods, are offered. A bending fatigue test method for a uniform cylindrical specimen with a test portion diameter of 10 mm is adopted as a basic one. Предложены единые методики износоуста­лостных испытаний моделей активных систем, основанные на известных методах испытания материалов на механическую усталость, трение и износ. В качестве базо­вой предложена методика испытания на циклический изгиб гладкого цилиндричес­кого образца с рабочей частью диаметром 10 мм.
issn 0556-171X
url https://nasplib.isofts.kiev.ua/handle/123456789/48467
citation_txt Wear-fatigue test methods and their significance / A.V. Bahdanovich, S.A. Tyurin, V.A. Andriyashin, A.M. Elavyi // Проблемы прочности. — 2009. — № 1. — С. 121-128. — Бібліогр.: 5 назв. — англ.
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fulltext UDC 539.4 Wear-Fatigue Test Methods and Their Significance A. V. B ahdanovich ,a S. A. T y u rin ,b V. A. A n d riy ash in ,b and A. M . E lavyib a Yanka Kupala State University of Grodno, Grodno, Belarus b The Joint Institute of Mechanical Engineering, National Academy of Sciences of Belarus, Minsk, Belarus The unified methods o f wear-fatigue tests o f models o f active systems, which are based on a combination o f the known mechanical fatigue, friction and wear test methods, are offered. A bending fatigue test method fo r a uniform cylindrical specimen with a test portion diameter o f 10 mm is adopted as a basic one. K e y w o r d s : fatigue, friction, wear-fatigue tests, specimen, counterspecimen. In tro d u c tio n . Special wear-fatigue test methods have been elaborated for experimental assessment o f mutual and jo in t influence o f friction and fatigue processes on the working capacity o f materials and models o f active systems under complex loading conditions [1-5]. Under laboratory conditions the wear-fatigue damage resistance is usually studied by testing small models o f active systems. The tests are perform ed on special wear-fatigue test machines o f a SI series [5-6]. One o f the ways o f developing complex wear-fatigue test methods is to combine the known m echanical fatigue test methods with the friction and wear test methods. Figure 1 illustrates, as an example, the principle o f such combination whereby a basic fatigue test m ethod incorporates bending w ith rotation. Note that rotary m otion is m ost typical o f m odern machines; therefore, the methods as shown in Fig. 1 are o f practical importance. A similar approach enables the m achines intended for wear-fatigue tests to be used for conventional tests or m echanical fatigue tests or for friction and wear testing under preset conditions. The Basic Test Schem es. A test object for m echanical fatigue tests is a structural element, for example, a cylindrical one o f a given geom etry (Fig. 2c). If the tests are perform ed in the sliding or rolling friction modes, the test object is a friction pair (Fig. 2b, c) consisting o f specimen 1 and counterspecimen 2; they are also called the body and the counterbody. N ote that here the specimen is always referred to as the cylindrical structural element and the counterspecimen (counter­ body) as the bushing or the roller. Finally, in wear-fatigue tests the test objects are the models o f active systems o f two elements - 1 and 2 (Fig. 2a, d). It should be mentioned that all the methods o f wear-fatigue testing (Fig. 2) im plemented on SI series machines are based on using a uniform smooth cylindrical specimen with a test portion diameter d = 2 r = 10 mm. It is identical to a standard fatigue test specimen. This provides both the consistency o f tests as well as comparability o f test results. L et’s address the m echano-sliding fatigue test scheme (Fig. 2e). The cylindrical specimen 1 is fixed in a spindle 2 and rotates with angular speed « 1. © A. V. BAHDANOVICH, S. A. TYURIN, V. A. ANDRIYASHIN, A. M. ELAVYI, 2009 ISSN 0556-171X. Проблемы прочности, 2009, № 1 121 A. V. Bahdanovich, S. A. Tyurin, V. A. Andriyashin, and A. M. Elavyi Friction and wear tests methods Fig. 1. Development of wear-fatigue test methods: MRF - mechano-rolling fatigue, MSF - mechano-sliding fatigue, FF - fretting fatigue. A vertical bending load Q (upwards or downwards) is applied to its free end. Also, a nonrotating counterspecimen 3, for example, a plate or a partial bushing, is in contact w ith the specimen test portion zone o f diam eter d = 10 m m under a contact load F N . Thus, the m aximum contact and bending stresses arise sim ultaneously in the specimen test portion zone. Im plementation o f the test scheme as shown in Fig. 2e makes it possible to perform the following tests: - wear-fatigue tests for m echano-sliding fatigue (Fig. 2e) w ith variables F N , Q , and w 1; - m echanical fatigue tests in bending w ith rotation (Fig. 2c) w ith variables Q and w 1. In this case, the counterspecimen 3 is removed, so F N = 0; - sliding friction and w ear tests (Fig. 2c) with variables F n and m. In this case, no bending loading is applied (Q = 0), and specimen 1 is made shorter for the sake o f m aterial saving. In m echanical fatigue tests (Fig. 2c) the bending load Q can be constant (invariable in time t), but the operating norm al stresses at every point o f the working section o f specimen 1 change during a symmetric cycle (Fig. 3) with period T due to rotation o f the specimen. I f the greatest bending m om ent in the specimen working section is M = Q l, where l is the distance from the w eakest section to a load action line Q; the highest norm al stresses in the same section are given by a = M / W , (1) where W is the m om ent o f resistance. In sliding friction tests (Fig. 2d), the contact load F n can be static, i.e., constant, but the operating contact stresses are cyclic too. Therefore, these tests are essentially the sliding fatigue tests (under asymmetric tension-compression conditions). M echanical fatigue tests methods 122 ISSN 0556-171X. npoôneMbi npoHHoemu, 2009, № 1 Wear-Fatigue Test Methods and Their Significance Fig. 2. Typical wear-fatigue test methods: 1, 1a, 1b - specimens; 2 - test apparatus spindle; 3, 4 - counterspecimena; Q is bending load, FN is contact load, and and w2 are rotational speeds of a specimen and counterspecimen, respectively. The conditions whereby sliding fatigue is realized can be described integrally by either contact loading F N or an average (nominal) contact pressure (2), or a specific sliding friction force called also the frictional stresses (3): P a = F N / A a > (2) r Ws = f sP a = F s / A a = f s F N / A a , (3) where A a is the nominal area o f contact, F s is the sliding friction force, and f s is the coefficient o f sliding friction. ISSN 0556-171X. npoôëeMbi nponnocmu, 2009, № 1 123 A. V. Bahdanovich, S. A. Tyurin, V. A. Andriyashin, and A. M. Elavyi Let us consider the m echano-rolling fatigue test scheme (Fig. 2a). It differs from the mechano-sliding fatigue test scheme (Fig. 2e) in that the fixed bushing is replaced w ith a rotating roller 3. Thus, the specimen and the roller can rotate generally w ith different angular speeds W j and m 2 and in different directions. Realization o f the test scheme as shown Fig. 2a enables one to carry out the following tests: - wear-fatigue tests for m echano-rolling fatigue (Fig. 2a) w ith variables F N , Q , W j, and m2 ; - m echanical fatigue tests in bending w ith rotation (Fig. 2c) w ith variables Q and m j . In this case, roller 3 is removed, so F N = 0 and m2 = 0; - tests in rolling friction or sliding-and-rolling friction (Fig. 2b) with variables F N , m 1, and m2. In this case, no bending load is applied (Q = 0), and specimen 1 is made shorter for the purpose o f m aterial saving. The conditions whereby rolling friction is realized (see Fig. 2b) can be described by either a contact load F n , or the highest pressure in the center o f a contact area (4) which is defined by the Hertz formula (for a case o f elastic deformation), or a specific rolling friction force (5) called also the frictional stress 'Wr p 0 n p F N / A p , = f r P 0 = F r l A a = f r F N / A a (4) (5) where A p is the area o f contact (A p = a for a circular contact area o f radius a, A p = lb for a band-shaped contact zone m easuring l X b , and A p = a b for an elliptic contact area o f dimensions a X b), n p is the factor (n p = 0.478 for circular and elliptic contact areas and n p = 0.637 for a band-shaped contact zone), F r is the rolling friction force, and f r is the coefficient o f rolling friction. Fig. 3 Fig. 4 Fig. 3. A symmetrical stress cycle in mechanical fatigue tests. Fig. 4. Cycle of stresses in rolling fatigue tests. In rolling friction tests (see Fig. 2b) the contact load F n , as in sliding friction, can be static, i.e., constant in time, but the operating contact pressure (for example, p 0 = a zmax) is cyclic (Fig. 4). Thus, the rolling friction tests by the scheme in Fig. 2, are essentially the rolling fatigue tests o f m aterial surface layer. 124 ISSN 0556-171X. npoôëeMbi npounocmu, 2009, N9 1 Wear-Fatigue Test Methods and Their Significance The fretting fatigue test scheme is shown in Fig. 5a. In this case, two counterspecimens 3 called the fretting bridges are pressed w ith a contact load F N to a test portion o f the rotating cylindrical specimen 1 subjected to a bending load Q. It can be given circumferential (with a speed v j) or axial (with a speed v 2) oscillatory m ovem ent o f small amplitude or to raise both simultaneously to the last. a b c Fig. 5. Test schemes for fretting fatigue (a), mechanical fatigue (b), and fretting (c). Implementation o f the test scheme as shown in Fig. 5 permits the following types o f tests: - wear-fatigue tests for fretting fatigue (see Fig. 5a) w ith variables F n , Q, w, v and v 2; - m echanical bending fatigue tests with rotation (see Fig. 5b) with variables Q and w. In this case, no fretting bridges are used, so F N = 0, v 2 = v 2 = 0; - fretting tests with axial and/or circumferential sliding (see Fig. 5c) with variables F N , v and v 2 . In this case, no bending load is applied (Q = 0), and specimen 1 is m ade shorter for the purpose o f m aterial saving. The conditions o f force interaction between the specimen and the counter­ specimen in fretting fatigue can be represented by cyclic stresses (1), frictional stresses (3) or nominal contact pressure, q = f n / a o , (6) where A 0 is the initial (nominal) area o f contact. ISSN 0556-171X. Проблемы прочности, 2009, № 1 125 A. V. Bahdanovich, S. A. Tyurin, V. A. Andriyashin, and A. M. Elavyi T he Basic C harac te ris tic s o f R esistance to W ear-Fatigue D am ages. The basic characteristics o f resistance to wear-fatigue damages are determined by wear-fatigue testing o f appropriate objects. The basic quantitative characteristics o f fracture strength are assessed by test results and by plotting a corresponding fatigue curve. By w ay o f example, Fig. 6 shows four experimental fatigue curves: a m echanical fatigue curve N ( a a ) plotted by test results for a specimen o f 0.45% carbon steel (normalized); a rolling fatigue curve N ( p 0 ) constructed by the rolling friction tests results for the pair o f 0.45 carbon steel specimen/25KhGT steel roller (after improvement), and two m echano-rolling fatigue curves plotted by wear-fatigue test results for the active system o f 0.45% carbon steel/25KhGT steel. Steel 45 specimen. Curve of mechanical fatigue N (oa ) Steel 45/steel 25KhGT friction pair. Curve of rolling fatigue N (p0) Mechano-rolling fatigue curves Direct effect N (aa , p0 = const) Inverse effect N (p0, a a = const) Fig. 6. For determination of basic characteristics of wear-fatigue damages (the point number indicates the sequence of tests). In the m echanical fatigue tests, disintegration o f a specimen serves as a limit state criterion. In rolling fatigue tests, a critical density o f pittings on a specim en’s test surface is taken as a limit state criterion. The limit states based on damage 126 ISSN 0556-171X. npoôneMu npounocmu, 2009, № 1 Wear-Fatigue Test Methods and Their Significance and fracture criteria for m echanical and rolling fatigue tests take place in tests for mechano-rolling fatigue. In all o f the four cases, the fatigue limits ( o _ 1, p j , o _ 1p , p f o ), parameters o f slope o f the left-hand branch o f fatigue curves (mo , M p , m op , Mpa ), and the abscissas o f critical points o f fatigue curves ( N Ga, N Gp , N Gop , N Gp a ) are determined. Note that the fatigue limits at m echanical ( o _ 1) and rolling fatigue ( p f ) are unequivocal and unique characteristics o f the test objects, while those in mechano-rolling fatigue tests ( o _ p , p f o ) are not. Similar fatigue curves to be plotted can be as m any as the num ber o f preset values o f parameters p 0 = const or o a = const in wear-fatigue tests when the mechanisms o f direct and back effects are studied. The influence o f friction and w ear processes on the variation o f mechanical fatigue resistance characteristics can be represented by the direct effect K D = ° _ 1 p / ° _ 1 . (7) In this case, the K d index is a characteristic o f strength. For the conditions for which the results are given in Fig. 6 we have K d = 256/165 = 1.62. The influence o f m echanical fatigue processes on the variation of characteristics o f a friction and w ear process can be represented by the back effect index K b = p fo I p f ■ (8) In this case, the K b index is a tribological characteristic. For the conditions for w hich the test results are presented in Fig. 6 we have K b = 2200/1760 = 1.25. Table 1 provides notations and summarizes num erical values o f all the parameters determined by fatigue curves as shown in Fig. 6. A study o f these experimental data enables us to make the following conclusions: (i) the lim it stresses in m echano-rolling fatigue are essentially higher than those in m echanical and rolling fatigue ( K d > 1, K b > 1); (ii) the fatigue curve exponent increases in passing from the mechanical fatigue curve to the corresponding m echano-rolling fatigue curve (m 0p > > m o ) and from the rolling fatigue curve to the corresponding m echano-rolling fatigue curve (m po > > mp ). T a b l e 1 System of Notation and Numerical Values of Basic Characteristics Characteristics Mechanical fatigue curves Rolling fatigue curves Mechano-rolling fatigue curves N (a a ) N (?0) N (aa , p0 = const) N (p0, oa = const) Fatigue limit, MPa 56w_1a p f = 1760 a_1 p = 256 pfo = 2200 Abscissas of critical points of fatigue curves, cycles N g q = 9-106 Nap = 2.6 • 107 N gqp = 5 • 106 Napo = 2 • 107 Fatigue curve exponent ma w 7.5 mp = 14.5 map w 11.6 mpo = 24-6 ISSN 0556-171X. Проблемы прочности, 2009, № 1 127 A. V. Bahdanovich, S. A. Tyurin, V. A. Andriyashin, and A. M. Elavyi Differently, under the given experim ental conditions the wear-fatigue resistance to damage has turned out to be higher than the m echanical or rolling fatigue resistance. C o n c l u s i o n s 1. Unified methods for complex wear-fatigue testing o f models o f active systems have been developed, which can be im plemented using m odern machines o f a SI series and ensure assessment o f fracture strength under preset conditions. 2. N ew characteristics o f resistance to wear-fatigue damages, w hich are determined from mechano-sliding, m echano-rolling fatigue, and fretting fatigue tests, are proposed. 1. L. A. Sosnovskii, “The m ethod o f wear fatigue tests o f power systems and their m odels,” In t. J . F r ic t . W ear , 14, No. 5, 937-952 (1993). 2. K. V. Frolov and N. A. M akhutov, “N ew test machines and m ethods,” Z a v o d . L a b ., No. 5, 32-33 (1995). 3. M. S. Vysotskii, N. A M akhutov, V. N. Koreshkov, et al., “On development o f standard methods for wear-fatigue tests,” I b id , 35-38 (1995). 4. N. A. Mahutov, A. V. Bogdanovich, P. V. Andronov, et al., “M ethods of wear-fatigue tests and their realisation on the SI m achines,” Ib id , No. 6, 17-42 (1995). 5. “SI series machines for wear-fatigue tests,” in: L. A. Sosnovskii and M. S. Vysotskii (Eds.), T r ib o -F a tig u e -9 5 : A n n u a l [in Russian], Tribo-Fatigue Ltd., Gomel (1996). Received 11. 06. 2008 128 ISSN 0556-171X. Проблемы прочности, 2009, № 1