ࡱ>  aw5@bjbj22 ~XX0`$6f6f6fPf*gdn:ij"kk4kttt$ҽR$`Itsttt'"k4ki tJk4k t Z eQD6k.i Te26fv&40d&L:tt ttttt' $`6f6f   Absolvent: Ivan Gabriel ndrumator:Prof. Ing. Buta doina  Cuprins Tipuri de lagre, definicie .................................................. 5 Caracteristici. Prci componente. Materiale ..................... 5 Caracteristici .................................................. 5 Prci componente ............................................ 6 Materiale ......................................................... 7 3 .Clasificarea _i simbolizarea rulmencilor & ...................... 7 3.1. Rulmencii standardizaci ................................... 7 3.2. Rulmencii nestandardizaci ............................... 10 3.3. Rulmencii de joas turacie ............................... 11 3.4. Rulmencii de nalt turacie .............................. 12 3.5. Simbolizarea rulmencilor ................................ 13 3.6. Alegerea rulmencilor ....................................... 13 4. Determinarea solicitrilor _i deformaciilor ..................... 15 4.1. Consideracii generale ......................................15 5. ncrcarea _i deformaciile elastice n rulmentul radial. Rigiditatea rulmentului radial ............................................. 15 5.1. Rulmentul nencrcat ....................................... 15 5.2. Rulmentul ncrcat ........................................... 16 6. Rulmenci radiali-axialimontaci pereche ........................... 16 6.1. ncrcare axial .............................................. 16 6.2. Force centrifuge ............................................... 17 7. Cinematica rumencilor ...................................................... 18 7.1. Rulmencii de joas turacie ............................... 18 7.2. Rulmencii de nalt turacie ............................... 18 7.3. Alunecarea diferencial .................................... 20 8. Frecarea n rulmenci ........................................................ 20 8.1. Rostogolirea n condiciile frecrii uscate sau mixte . ................................................................................... 20 8.2. Rostogolirea n condiciile frecrii fluide. Lubreficacia elasto-hidrodinamic ...................................... 22 9. Capacitatea de ncrcare a rulmencilor ........................... 24 9.1. Capacitatea de ncrcare static ...................... 24 9.2. . Capacitatea de ncrcare dinamic ................ 24 10. Probleme privind montajul, ungerea _i etan_area rulmencilor ............................................................................ 26 11. Bibliografie ..................................................................... 30 1. Tipuri de lagre, definicie Lagrele sunt organe de ma_ini avnd funccia de suscinere _i ghidare a arborilor _i a osiilor cu mi_care rotativ sub acciunea sarcinilor care accioneaz supra lor. Dup direccia sarcinii principale fac de axa de rotacie, lagrele se grupeaz n: - lagre radiale cu direccia sarcinii principale perpendicular pe axa de rotacie; - lagre axiale _i crapodine avnd direccia sarcinii principale paralela cu axa de rotacie; - lagre radial-axiale a cror sarcin are componente dup cele dou direccii menconate. Dup caracterul frecrii produse n funccionare, lagrele se grupeaz n: - lagre cu alunecare - ntre suprafaca exterioar a fusului _i suprafaca interioar a lagrului; - lagre cu rostogolire - ntre elementele rulmencilor; - lagre combinate. 2. Caracteristici. Prci componente. Materiale 2.1. Caracteristici Lagrul de rostogolire se obcine prin nlocuirea cuzinetului din lagrul cu alunecare printr-un rulment. De aceea lagrele se numesc _i lagre cu rulmenci. Celelalte elemente componente ale lagrelor cu rostogolire difer foarte pucin de elementele lagrelor cu alunecare. Ca urmare, studiul lagrelor cu rostogolire se reduce la studiul rulmencilor. Datorit nlocuirii frecrii de alunecare prin frecare de rostogolire , randamentul lagrelor cu rostogolire este superior lagrelor cu alunecare avnd valorile cuprinse ntre 0,98 pn la 0,995. 2.2. Prci Componente Elemente constructive caracteristice lagrelor cu rostogolire sunt:  - inelul interior _i cel exterior- inelele rulmencilor pot prezenta una sau dou ci de rulare, pe care se rostogolesc corpurile de rulare, acestea sunt supuse la solicitarea de frecarea prin rostogolire; - corpurile de rostogolire- sub form de bile sau role; -colivia- serve_te la mencinerea unei distance constante ntre corpurile de rostogolire _i se execut din oceluiri carbon obi_nuite, bronzuri, duraluminiu, materiale plastice etc.; - diferite elemente pentru asamblare _i etan_are. n figura 11.13 este reprezentat un lagr cu rostogolire cu bile pe care se pot urmri principalele elemente componente. Dimensiunile de baz ale rulmentului sunt: - "d" - reprezint diametrul nominal corespunztor diamentrului nominal al fusului; - "D" - reprezint diametrul exterior al inelului exterior corespunztor diametrului interior al corpului lagrului; - "B" - reprezint lcimea rulmentului. Lagrele cu rulmenci reprezint urmtoarele avantaje principale fac de lagrele cu alunecare: - pierderi mai mici de putere prin frecare; - turacii mari de 20000 - 30000rotacii/minut; - consum redus de lubrefiant n perioade de ntrecinere; - eficienc economic superioar, datorit avantajelor standardizrii _i posibilitcile centralizrii execuciei lor prin ntreprinderi specializate cu procese de produccie automatizate. Lagrele cu rostogolire au dimensiunea radial mai mare dect lagrele cu alunecare, de aceea necesit o precizie mai mare de execucie _i montaj, acestea sunt mai rigide _i mai pucin rezistente la _ocuri. n figura 11.13 este prezentat un lagr cu rulment cu bile pe care se pot urmri principalele elemente componente de mai sus.  2.3 Materiale Corpurile de rostogolire _i elementele cii de rulare, adic inelul interior _i inelul exterior, se execut din oceluri speciale pentru rulmenci, cunoscute sub denumirea de RUL 1, RUL 2 (STAS 1456/1-80). Colivia rulmentului se execut din oceluri obi_nuite, bronzuri, duraluminiu sau materiale plastice. 3. Clasificarea _i simbolizarea rulmencilor 3.1. Rulmencii standardizaci Pentru tipurile de rulmenci utilizate n mod curent n practic a aprut ca o necesitate economic, pentru simplificarea utilizrii _i aprovizionrii, stabilirea unui numr limitat de execucii tipo-dimensionale. S-a ajuns astfel la standardizarea construcciilor _i dimensiunilor tipurilor uzuale de rulmenci, reglementare fcut prin norme ISO, adoptate _i la noi prin STAS. Clasificarea rulmencilor se face dup diferite criterii: Dup modul cum accioneaz forca din exploatare asupra lagrelor, acestea pot fi: - rulmenci radiali; - rulmenci axiali; - rulmenci radial-axiali; - rulmenci radial-oscilante; - rulmenci axial-oscilante; Dup forma corpurilor de rostogolire se deosebesc: - rulmenci cu bile; - rulmenci cu role; Corpurile de rostogolire, n raport cu ncrcarea n condiciile de funccionare, pot fi dispuse pe un singur rnd, pe dou rnduri _i rareori pe mai multe rnduri .Exemple de rulmenci din aseste categorii sunt indicate schematic in figura 11.14. Dintre numeroasele variante constructive, cele mai utilizate lagre sunt cele cu rulmenci radiali (figura 11.15. a) _i cele cu rulmenci axiali cu bile (figura 11.15. d). Lagrele radial-axiale sau axial-radiale se pot executa _i din rulmenci radiali combinaci cu rulmenci axiali (figura 11.15. c). Rulmencii cu role cilindrice suport sarcini de 1,7 ori mai mari dect cei cu bile _i pot funcciona la turacii sporite. Rulmencii cu dou rnduri de corpuri de rulare suport sarcini de 1,5 ori mai mari. Rulmencii cu role cilindrice lungi sau cei cu ace se folosesc cnd sunt necesare diametre exterioare reduse sau foarte reduse. Rulmencii cu role conice _i cei cu role butoia_ dispuse pe dou rnduri pot fi ncrcaci de 1,9 ori mai mult fac de cei cu role dispuse pe un singur rnd. Rulmencii oscilanci pot suporta nclinarea axei de rotacie a arborilor sau osiilor cu 2-3. Dup precizia de execucie, care influenceaz precizia de funccionare, corespund necesitcilor de utilizare sunt prescrise un numr de patru clase de precizie P0, P6, P5, P4 (STAS 4207-70) tolerancele cele mai strnse fiind cele ale clasei P4.   Numrul mare al caracteristicilor constructive _i dimensionale care trebuie indicate pentru identificarea unui rulment au impus necesitatea unei simbolizri codificate. Dimensiunile rulmencilor au fost sistematizate n serii de diametre (notate cu una din cifrele 8, 9, 0, 1, 2, 3, 4) _i serii de lcimi (notate cu una din cifrele 0, 1, 2, 3, 4, 5, 6). Prin definicie rulmencii din aceea_i serie de diametre care au acela_i interior vor avea _i acela_i diametru exterior. Combinaciile seriilor de diametre _i lcimi dau na_tere seriilor de dimensiuni. n construccia de aparate, se utilizeaz de cele mai multe ori rulmenci de dimensiuni reduse, care pentru un diametru de alezaj mai mic de 10 mm, uneori sunt denumici  rulmenci miniaturali . Ca tipuri constructive se utilizeaz n special rulmenci radiali _i radiali-axiali cu bile. 3.2. Rulmenci nestandardizaci Pentru multe explicacii din domeniul construcciei de aparate, tipurile constructive _i dimensionale ale rulmencilor standardizaci nu pot fi utilizate datorit spaciului redus avut la dispozicie pentru lagr, sau a condiciilor tehnice speciale. S-au creat astfel tipuri noi de rulmenci cu o arie de utilizare mai restrns, rulmencii nestandardizaci care sunt de asemenea supu_i unui proces de tipizare _i normalizare odat cu cre_terea cantitativ a producciei. O clasificare a rulmencilor nestandardizaci poate fi fcut n raport cu turacia de lucru _i anume rulmencii de turacie joas _i rulmenci de turacie nalt. 3.3. Rulmencii de turacie joas Rulmencii de turacie joas cuprind o mare varietate de tipuri. n aceast categorie se poate ncadra rulmencii miniaturali de construccie special. Se ntlnesc _i rulmenci miniaturali de construccie simplificat, cu bile libere, sau la care lipse_te inelul interior sau exterior, nlocuici direct de arborele cilindric sau conic al aparatului sau de carcasa aparatului. Cercetrile experimentale nu arat c rulmencii miniaturali, care n locul inelului interior lucreaz direct cu terminacia conic a arborelui aparatului, prezint unele avantaje n comparacie cu lagrele pentru vrfuri sau cu centrajele. Astfel, la un moment de frecare comparabil ca mrime cu al lagrelor pentru vrfuri, variacia acestuia n timpul unei rotacii este de peste dou ori mai mic dect n lagrele pentru vrfuri _i concentrajele conice. n plus, trebuie mencionat montajul simplu _i un cost de fabricacie relativ sczut. n construccia aparatelor optico-mecanice de precizie se cer uneori lagre cu diametru mare al cilor de rulare. Acestea nu sunt ncrcate la capacitatea lor maxim, cerincele fiind axate mai ales de precizia deplasrii. S-au utilizat inicial lagre prin rostogolire cu patru ci de rulare. Pentru a avea capacitatea de ncrcare _i durabilitatea corespunztoare cile de rulare trebuie executate dintr-un material capabil s fie durificat prin tratament termic. Din aceast construccie s-au dezvoltat rulmencii cu cile de rulare din srm, la care cile de rulare sunt realizate din srm de ocel avnd o duritate HB= 4500 ... 5000 [N/mm]. n aceast construccie apare ca un avantaj deosebit faptul c materialul corpului nu trebuie s fie dur, deci nu este necesar clirea, eliminndu-se astfel _i o surs de deformacii, cea datorat tensiunilor termice. Solucia constructiv este destinat n special ncrcrilor axiale, unghiului  fiind  = 45 & 60. Din motive de montaj unul din corpuri se execut din dou bucci, plcucele intermediare fcnd posibil reglajul jocului din lagr. Precizia funccionrii este legat de execucia cilor de rulare, care pot fi libere sau ncastrate n corp, solucie mai avantajoas pentru montaj _i ntrecinere. n condiciile unor ncrcri mari _i a unei precizii de funccionare ridicate, este necesar rodarea lagrului. n cazul cilor de rulare ncastrate se poate executa nainte de rodaj o rectificare preliminar care scurteaz mult timpul necesar rodajului. Pentru unele aplicacii speciale, cum ar fi lagrele suspensiei cardanice a giroscoapelor, a aprut necesar creerea unor lagre de o sensibilitale deosebit, la care momentul de frecare care accioneaz asupra arborelui mobil este redus prin aplicarea unui moment oscilant asupra corpurilor de rostogolire cu o frecvenc mai mare dect frecvenca de rotacie a arborelui. Aceasta se obcine printr-o construccie deosebit a rulmentului, la care exist trei inele _i dou rnduri de bile. Inelul intermediar antrenat din exterior execut mi_carea de oscilacie care se transmite bilelor. Dac deplasrile axiale datorate dilatrilor termice sunt nsemnate se utilizeaz construccia cu inelul intermediar neted. Pentru simplificarea construcciei _i mic_orarea gabaritului, inelul interior poate fi eliminat, calea de rulare fiind realizat direct de arborele aparatului. 3.4. Rulmenci de turacie nalt Se consider c rulmencii la care produsul  EMBED Equation.3  ne"300 000 unde  EMBED Equation.3 este diametrul mediu al rulmentului [mm]; n- turacia n rot/min, sunt de turacie nalt. Ca tipuri constructive se folosesc rulmencii radiali _i radiali-axiali cu un singur rnd de bile. Mrimea unghiului de contact  (nchis la dreapta care une_te punctele de contact dintre bile _i inele _i urma planului perpendicular pe axa rulmentului), se alege n nfuccie de raportul dintre ncrcarea axial  EMBED Equation.3  _i ncrcarea radial  EMBED Equation.3  din rulment. Unele recomandri n aceast privinc sunt prezentate n tabelul 1.1. Raportul  EMBED Equation.3 / EMBED Equation.3  ncrcarea axial  EMBED Equation.3 Valoarea produsului  EMBED Equation.3  EMBED Equation.3 [mm " rot/min]  Unghiul  n grade 00,35  (mai mare de 0,25 nu se recomand  d" 450 000 (colivie matricat)  0  12  0,36-0,8   d" 1 200 000 12 0,36-1,2   d" 1 200 000 26 >1,2  d" 900 000 36Pentru turacii mai mari dect 100 000 rot/min _i EMBED Equation.3  mai mare dect 0,6  EMBED Equation.3  1 200 000 - 2 000 00012 - 26 3.4. Simbolizarea rulmenciilor Simbolizarea rulmenciilor este necesar: la marcarea pe fiecare rulment, la notarea pe desene tehnice _i n listele de schimb, la precizarea comenzilor _i livrrilor, pentru catalogarea tuturor tipodimensiunilor _i identificarea interschimbabilitcii lor din cataloage. Simbolizarea se face prin cifre sau prin grupe de cifre ce caracterizeaz rulmentul ca mrime  serie de lcimi pentru acela_i diametru interior d  tip  caracteristici speciale. Gradul preciziei al rulmencilor se simbolizeaz prin litere. Simbolul rulmencilor se compune din simbolul de baz, sub form de cifre, litere, sau alfanumeric _i din simbolurile suplimentare. Semnificativ este grupa ultimelor dou cifre caracteristice mrimii rulmentului. Pentru diametre interioare d cuprinse ntre 20 _i 495 mm, numrul constituit din ultimele dou cifre ale simbolului unui rulment prin nmulcire cu numrul 5 indic diametrul d. De exemplu, diametrul d al unui rulment reprezint simbolul 92218 este: d = 18 5 = 90 mm, care este _i diametrul nominal al fusului.Corespunztor acestei mrimi, celelalte dimensiuni ale rulmentului se extrag din catalog sau din tabele cuprinse n standarde. Citirea simbolurilor se face astfel : -prima cifr reprezint seria de lcimi, a doua cifr seria diametrelor exterioare pentru acela_i diametru interior. 3.6. Alegerea rulmencilor Alegera rulmencilor standardizaci comport dou faze  alegera orientativ _i alegera definitiv. Alegerea preliminar sau orientativ stabile_te tipul rulmentului pornind de la direccia forcei principale (reacciunii) din lagr, avndu-se n vedere caracteristicile de baz ale diferitelor tipuri de rulmenci. Alegera definitiv a seriei _i a dimensiunilor tipului de rulment ales n prima faz se face pe baza calculelor, n funccie de mrimea sarcinii, a turaciei, de durata de funccionare _i de alte condicii de funccionare cnd acestea se impun. Datorit avantajelor standardizrii, rulmencii se supun numai calculelor pentru determinarea sau verificarea capacitcii de ncrcare dinamic _i a durabilitcii, pe baza sarcinii dinamice echivalente, care-i solicit. n tabelul 1.2 de mai jos sunt prezentate diferite variante constructive de rulmenci ci recomandri de utilizare. Rulmenci cu bile Recomandri de utilizare Rulmenci cu role Recomandri de utilizare Radial pe un rnd - au fecrile cele mai mici - suport sarcini!(ncrcri) axiale mari _i viteze relativ mari Radiali cu role cilindrice simple sau nf_urate - capacitatea de ncrcare radial mai mare de 1,7 ori dect la cei cu bile Radial cu _aib de etan_are pe ambele prci Radiali cu role cilindrice pe dou rnduri - pentru situacii cnd se cere precizie mare _i capacitate portant ridicat Radial tip magneto - pentru turacii mari _i sarcini mici Radiali-axiali cu role conice  - preiau simultan sarcini radiale _i axiale mai mari dect la cei cu bile Radiali-axiali pe un rnd - preiau sarcini mari n ambele sensuri _i reglarea jocului axial Radiali-axiali cu role butoi - a_ezaci pe dou rnduri suport ncrcri mari _i permit nclinarea fusurilor cu 2-3 Radiali-axiali pe dou rnduri - capacitatea portant este de doar 1,5 ori mai mare dect a celor cu un singur rnd de bile Radiali cu ace - cnd gabaritul radial trebuie s fie mic Radiali-oscilanci pe dou rnduri - preiau sarcini axiale mici dar asigur paralelismul permanent al cuplei fus- cuzinet(unul din inele se poate nclina la 2 2OR(3MOD(9)) \# "#.##0,00" -3)  Axiali cu role cilindrice - pentru sarcini mari _i viteze mici(au frecri mari de alunecare) Axiali cu simplu efect - preiau numai sarcini axiale _i lucreaz la turacii medii Axiali cu role conice - funccioneaz cu frecri mai mici dect cei anteriori Axiali cu dublu efect Axiali-oscilanci- pentru ncasri mari _i turacii relativ reduse  Cnd se cunosc diametrul fusului, precizia impus n exploatare, mrimea, natura _i sensul sarcinii, se alege tipul de rulment _i apoi se verific durata de funccionare. Cnd se cunoa_te diametrul fusului, alegerea se realizeaz n dou etape: - etapa preliminar: se stabile_te tipul rulmentului n funccie de direccia sarcinii principale din lagr; - etapa final: se calculeaz dimensiunile _i seria tipului de rulment stabilit la prima etap, cinnd seama de valoarea sarcinii, a turaciei , de durata de funccionare _i de condiciile de exploatare. 4. Determinarea solicitrilor _i deformaciilor 4.1. Consideracii generale Calculul solicitrilor _i a deformaciilor din rulmenci se face cu ajutorul ralciilor lui Hertz _i pe baza cercetrilor ulterioare care au completat teoria lui Hertz _i relaciile obcinute pe aceast cale. De_i ipotezele care stau la baza acestei teorii nu sunt ndeplinite ntocmai, datele experimentale corespund n mare msur valorilor obcinute prin relaciile de calcul. Astfel, comparativ variacia presiunii de contact, maxime, n funccie de ncrcarea specific determinate teoretic _i experimental la contactul dintre dou suprafece sferice, identice. Se trateaz numai contactul teoretic punctiform, dat fiind utilizarea larg n construccia de aparate a rulmencilor cu bile. Pentru determinarea tensiunilor de contact s-a avut n vedere contactul dintre bil _i cile de rulare ntr-un rulment radial-axial, deoarece situacia n rulmencii radiali sau axiali este asemntoare _i se obcine prin particularizare ce se fac dup unghiul de presiune . Tensiunile de contact se distribuie dup un elipsoid, suprafaca de contact fiind o elips. 5. ncrcarea _i deformaciile elastice n rulmentul radial. Rigiditatea rulmentului radial 5.1. Rulmentul nencrcat Pentru lagrele radiale utilizate n construccia de aparate, mrimea jocului diametrului n rulmentul nemontat are valori ntre 5 ... 20 m. Aceste valori se grupeaz pe intervale, n funccie de domeniul de utilizare al rumentului. Prezenca jocului permite o deplasare axial relativ n rulmentul nencrcat. Preluarea acestei deplasri duce la un contact unghiular al bilei cu calea de rulare. Rulmentul nencrcat mai permite _i deplasarea unghiular relativ ale celor dou inele. Unghiul de neliniere este definit ca unghiul maxim cu care poate fi rotit inelul interior n raport cu cea a inelului exterior. 5.2.Rulmentul ncrcat La rumentul ncrcat, sarcina este transmis de la un inel la altul prin corpurile de rulare. Numrul acestora fiind mai mare dect doi, sistemul este static nedeterminat. ncrcarea fiecrui corp de rulare este influencat de deformaciile elastice din zonele de contact. Pentru determinarea acesteia s-a plecat de la ipoteza unui joc radial nul _i a unei astfel de dispozicii a bilelor, nct pe direccia ncrcrii s se gseasc o bil. n acest mod ncrcarea radial va fi suportat numai de bile care se gsesc sub diametrul orizontal. n rulment exist un joc radial, care n urma montajului pe arbore sau n carcas se poate anula sau deveni negativ, ntre bile _i inele existnd astfel o strngere. De obicei s-a considerat existenca unui joc pozitiv, iar coeficientul egal cu cinci. Cercetrile ulterioare au permis stabilirea dependencei ncrcrii bilelor n funccie _i de strngerea sau jocul din rulment. Deformacia din dreptul bilei se exprim n raport cu deplasarea bilei celei mai ncrcate. Valorile pozitive corespund jocului, iar cele negative strngerii. n definirea jocului trebuiue s se cin seama de modificrile produse de strngera inelelor la montaj _i variaciile de temperatur. Pentru o sarcin radial dat, un joc efectiv _i a anumit construccie a rulmentului carasterizat prin valorile ncrcrii maxime ce revine unei bile, ale mrimii porciunii ncrcate, precum _i deformarea _i deplasarea corespunztoare bilei cele mai ncrcate. Datorit neliniaritcii ecuaciilor, sistemul poate fi rezolvat numai numeric, prin iteracie. Dac este vorba de un montaj rigid al rumentului, deplasarea radial a centrului rulmentului este egal cu deplasarea maxim a bilei cele mai ncrcate. 6. Rulmenci radiali-axialimontaci pereche 6.1. ncracare axial Pentru o pozicie riguroas, se folose_te adesea o pereche de rulmenci montaci cu prestrngere, fr joc. n acest caz mecanismul ncrcrii _i deformaciilor prezint unele particularitci. Admicnd c ncrcarea este numai axial, iar montajul se face cu o prestrngere inicial, acesteia i va corespunde deplasarea axial relativ _i unghiul efectiv de contact. Forca axial exterioar va ncrca n mod diferit cei doi rulmenci _i anume, asupra unuia forca accioneaz n sensul prestrngerii, mrind ncrcarea, iar asupra celuilalt n sens invers, mic_ornd ncrcarea. La dep_irea valorii ncrcrii critice funccionarea lagrului devine defectuoas, ncrcarea fiind preluat numai de un singur rulment, iar jocurile ce apar n rulmentul descrcat influenceaz negativ precizia _i comportarea dinamic a asamblului. Va trebui respectat condicia Pa <Pacr. Pentru calculul componentelor care revin fiecrui rulment trebuie determinate valorile unghiurilor 1 _i 2, care se rezolv numeric prin iteracie, pornind de la valoarea inicial a lui 2 de forma : 2= m-(m-0) EMBED Equation.3  Dac se ia n consideracie rigiditatea carcasei n care sunt montaci rulmencii, acesteia li se altur ecuaciile deformaciilor : am + 1 = db cos 0 (tg 1  tg 0), (1) am  2 = db cos 0 (tg 2  tg 0), (2) 1 +  EMBED Equation.3  = 2 +  EMBED Equation.3 , unde Kc este rigiditatea carcasei. Fiecare din termenii ecuaciei sunt egali cu deplasarea axial a elementului lgruit. Dup cum rezult din aceste ecuacii, unghiurile de presiune depind de parametrii constructivi ai rulmentului, prestrngerea inicial, ncrcarea exterioar _i elasticitatea carcasei. n cazul n care 1 = 2 = m  FŻyo`RC4Ch]1Z56>*B*CJHphh]1Z56>*B*CJ0phh]1ZB*CJ(mHphsHjh]1ZB*CJ4Uphh]1ZB*CJ4phh]1ZB*CJ8ph*h]1Zh]1Z56>*B*CJ0mHphsHh]1ZB*CJ0mHphsHh]1ZB*CJ0phh]1ZCJ8mHsHh]1ZCJ`mHsH!jh]1Z56CJPUmHsH h]1ZCJHh]1Z5CJPmHsHj*h]1Z5CJPUh]1Zjh]1ZU Fv v PSv PSv Kuv Hv v ev `v `v `v ev `v `v }v v v `v v v ] ]^ $]^a$$ za$$a$gd]1Z$]a$$a$N R h v | ~  J 6 j RXf BHn磗ƇƇƇƇƇƇƇƸƇƇv!h]1Z56B*CJ(mHphsHh]1Z6B*CJ(mHphsHh]1Z6B*CJ(phh]1ZB*CJ(phh]1Z6CJ(mHsHh]1Z56>*CJ(mHsHh]1ZB*CJ(mHphsH$h]1Z56>*B*CJ(mHphsHh]1ZCJ(mHsHh]1Z56>*B*CJ(ph+P R f v x  $ @^`v v v v v v v v v v v v v v v v v v v ] ]^ & F n] & F ] h]^h ]^ & F V0]^V`08ft NP"$v v v v v v v v v v v v v v v v v v v v v v v v v  ]^] ]^ n]^`n(f@pJ*R"hJ8 ͽͽͬۗۗۗۗۗͽͽ̈́ub$h]1Z56>*B*CJ0mHphsHh]1Z56>*B*CJ0ph$h]1Z56>*B*CJ(mHphsHh]1Z6CJ(mHsHh]1ZCJ mHsH!h]1Z56B*CJ(mHphsHh]1Z6B*CJ(mHphsHh]1ZB*CJ(mHphsHh]1ZCJ(mHsHh]1Z56>*CJ(mHsHh]1Z56CJ(mHsH&24 :!!"F####F$H$t$v$6'v v v v J>v 2v 2v 2v 2v 2v 2v 2v 2v 2v 2v 2v 2v 2v 2v -v Wv |v 2v 2 $3W^3`Wa$$a$$a$ $]^a$ ]^#F$L$V$t$()))))))8+j+++v-x-..r/x/`0f0n055666Ŵ||||||k|]Sh]1ZCJmHsHjh]1ZCJUmHsH!h]1Z56B*CJmHphsH$h]1Z56>*B*CJmHphsH'jh]1ZB*CJUmHnHphu!h]1Z6>*B*CJ mHphsH!h]1Z6>*B*CJmHphsHh]1Z5B*CJmHphsH$h]1Z56>*B*CJ mHphsHh]1ZB*CJmHphsHh]1ZCJ0mHsH 6'((((((((()))))0++-x-z-l.n..n/v 2v 2v 2v 2v 2v 2v |v |v |v |v |v |v 2v 2v m v Wv ߼ v 2v 2v 2v 2v 2v Q $^`a$$^a$$]^`a$ $^`a$$a$n/X000p11,22466666666666|8H9J9L9v Qv Wv 2v 2v 2v 2v 2v 2v 0Gv gv 2v 2v 2v 2G"|G"|G"2G"2G"2G"2G"2$+]+a$ $^`a$  $`a$$a$ $^`a$66L999999<AABBB CC DJJJJ&QbQ@VVVbdde e4pͺଟoeYeYeh]1Z5B*CJphh]1ZB*CJph$j~h]1ZB*CJUmHphsH$jdh]1ZB*CJUmHphsHh]1ZCJmHsHh]1Z6>*CJ mHsHh]1Z56>*CJmHsH$h]1Z56>*B*CJmHphsH$h]1Z56>*B*CJ mHphsHh]1ZB*CJmHphsH!h]1Z6>*B*CJ mHphsHL999999<<<L=N=>R>>>?|???DEEG"-G"WG"WG"|G"2G"2G"2G"2G"2G"2G"2G"2G"2G"2G"2G"2G"2G"2G"G"2G"2$S`Sa$$p^pa$$ & Fa$$`a$ $^`a$$`a$$a$$a$EFGHJJJJJJN$Q&QbQdQ:VV@VVV]G"2G"2G"2G"2G"2G"2G"OG"Td8G"2G"2G"2G"2G"|G"2G"2G"2G"2G"2G"|G"W G"2$ a$$`a$ $^`a$ B ^ $]^a$$`a$$S`Sa$]ngji4m.p0ptpvpuuuuvvrvvwww>wG"Js3G"2G"2G"2G"2G"|G"WG"MG"2G"|s2s?n -n  2  222 $If`$If $$Ifa$$$If^`a$$`a$ $ `a$$ a$ $ `a$4p>ptpvpxpppppppqqq qFqHqJqLqqrlt¸{n\N@h]1ZB*CJmHphsHh]1ZB*CJmHphsH#jlh]1Z6B*CJEHUphh]1Z56B*CJph#j~h]1Z6B*CJEHUphjA h]1ZUVmHsHh]1Z6B*CJphjh]1Z6B*CJUphh]1ZB*CJph'jh]1ZB*CJUmHnHphuh]1Z56>*B*CJphh]1Z6>*B*CJ phh]1Z6>*B*CJphltntttttttttttuuuuuuuuuлvhYD4h]1Z5B*CJ mHphsH(j8h]1ZB*CJEHUmHphsHjA h]1ZUVmHsHh]1ZB*CJ mHphsH(jIh]1ZB*CJEHUmHphsHjvA h]1ZUVmHsH$jh]1ZB*CJUmHphsHh]1ZB*CJmHphsH(jZh]1ZB*CJEHUmHphsHjNA h]1ZUVmHsHh]1ZB*CJmHphsH$jh]1ZB*CJUmHphsHuuvvvvvBvDvjvlvnvpvvvvvvvvvvv>wлߙu`Q<(jh]1ZB*CJEHUmHphsHj֪A h]1ZUVmHsH(j h]1ZB*CJEHUmHphsHjŪA h]1ZUVmHsH(j h]1ZB*CJEHUmHphsHjA h]1ZUVmHsH$h]1Z56>*B*CJ mHphsH(j' h]1ZB*CJEHUmHphsHjWA h]1ZUVmHsHh]1ZB*CJmHphsH$jh]1ZB*CJUmHphsH>w@wBwVwXwZwwwwj Ys2Ps2Ys2Jn 2Jn 2Pn 2J 2$If $$Ifa$$$If^`a$kd$$Ifl\V$H? 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Pentru un exemplu concret, distribuciile ncrcrii axiale n cei doi rulmenci, pentru carcasa rigid _i carcasa elastic, precum _i mrimea deplasrilor axiale corespunztoare. Rezult c elasticitatea carcasei contribuie la distribuirea uniform a ncrcrii ntre cei doi rulmenci, mic_ornd ns valoarea sarcinii axiale critice. De asemenea, elasticitatea carcasei, duce, dup cum era de a_teptat, la mic_orarea rigiditcii sistemului, valorile deplasrilor axiale crescnd. 6.2. Force centrifuge Din cauza rotaciei n jurul axei, vor apare force centrifuge, care, adugate forcelor exterioare, provoac solicitri suplimentare n rulment. Efectul forcei centrifuge este mai complex la rulmencii radiali-axiali , deoarece sub acciunea forcei centrifuge se modific unghiurile de presiune dintre bile _i cile de rulare, cu influenc direct nu numai asupra solicitrilor ci _i asupra cinematicii rulmentului. Fenomenul de modificare a condiciilor de contact este cel mai accentuat la rulmencii axiali, la care sub acciunea forcelor centrifuge bilele se deplaseaz spre umerii cilor de rulare, procesul de rulare decurgnd n condicii mai pucin avantajoase. Forcele centrifuge ce apar la rotacia coliviei contribuie elementul unic de solicitare al acesteia, dar valorile reduse rezultate nu pun de obicei probleme de rezistenc. 7. Cinematica rumencilor 7.1. Rulmencii de turacie joas La vitezele reduse de rotacie sau la rulmencii puternic ncrcaci, n analiza mi_crii elementelor din lagr pot fi neglijate efectele dinamice. Se poate considera c unghiurile de presiune dintre bil _i cele dou inele sunt egale _i nu se modific n timpul funccionrii, n cazul general n care att inelul interior, ct _i cele exterior se rotesc. ntruct rotacia orbital a bilei are loc n general ntr-un plan diferit de planul rostogolirii, ntre bil _i cile de rulare va apare _i o mi_care relativ de pivotare care va afecta pozicia _i mrimea vectorului vitrzei unghiulare a bilei. Deoarece momentele frecrii de pivotare ale bilei n raport cu cele dou ci de rulare sunt inegale, se poate considera c aceast mi_care de pivotare va apare numai n raport cu calea de rulare la contactul cu care momentul frecrii de pivotare este mic. Cum de regul momentul de frecare la contactul cu calea interioar este mai mare, rezult c bila se rostogole_te fr pivotare pe calea interioar (despre care se spune astfel c va controla mi_carea) _i se rostogole_te _i pivoteaz n raport cu cea exterioar. 7.2. Rulmenci de turacie nalt Dac rulmentul funccioneaz la turacii nalte, datorit acciunii forcelor centrifuge, forca de apsare asupra bilei la contactul celor dou inele va fi diferit _i ca urmare _i unghiurile de presiune vor avea valori diferite. Sub acciunea momentelor giroscopice mai exist tendinca unor rotiri suplimentare ale bilei care, n funccie de vitez _i de condiciile de ungere din rulment, nu vor putea fi ntotdeauna mpiedicate de forcele de frecare. Apare n acest caz patinarea bilelor cu efecte defavorabile asupra momentului de frecare din rulment. Pentru o analiz riguroas va trebui s se considere vectorul vitezei unghiulare al bilei, care, n cazul general are urmtoarele componente dup cele trei direccii: jx = jb cos  cos   jy = jb cos  sin   jz = jb sin  Forcele exterioare care accioneaz asupra rulmentului sunt legate de deformaciile totale axiale _i radiale. Analiza teoretic poate fi adncit _i mai mult prin considerarea interacciunii ntre bile _i colivie, datorit creia se limiteaz practic amplititudinea de variacie a vitezelor orbitale a bilelor n jurul valorii medii, adic viteza unghiular a coliviei. Volumul mare al calculelor justific analiza complet numai n cazuri speciale cum s-a procedat, de exemplu, pentru rulmencii aparatelor utilizate n misiuni aerospaciale. n situacii particulare, mai simple, cum ar fi rulmencii radiali ncrcaci simetric, numrul necunoscutelor se reduce considerabil. n condiciile n care ntre bile _i cile de rulare exist un regim de frecare uscat sau mixt, se poate considera c momentul giroscopic este insuficient a produce rotacia bilei n zona ncrcat a lagrului. Ca urmare unghiul  va fi nul, vectorul rotaciei bilei gsindu-se astfel n planul ce trece prin axa rulmentului _i cetrul bilei. n plus, dac se utilizeaz ipoteza controlului bilei, adic se consider c bila se rostogole_te _i pivoteaz n raport cu calea de rulare care controleaz mi_carea _i se rostogole_te _i pivoteaz n raport cealalt cale de rulare, va rezulta c forca de frecare care se opune momentului giroscopic (momentul giroscopic fiind nul) va acciona numai la contactul cu calea conductoare. Analiza dinamicii _i cinematicii bilei este astfel mult simplificat. n condiciile frecrii uscate ipoteza controlului bilei d rezultate suficient de precise numai pentru vitezele orbitale ale bilei, _i pentru cale de pivotare care nu sunt n realitate nule n raport cu nici una dintre ci. Valorile unghiurilor care stabilesc pentru o anumit ncrcare _i turacie a rulmentului, trebuie determinate _i n acest caz, analizndu-se pozicia bilei care, pentru situacia ncrcrii simetrice a rulmentului, este mult simplificat. Controlul bilei de ctre inelul interior sau exterior rezult din analiza ecuaciei de momente pe direccia perpendicular pe cea a mi_crii orbitale (componente sunt momentele de pivotare). Nendeplinirea condiciilor duce la un control excitant de inelul exterior. La funccionarea n regim de turacie redus sau medie este de obicei ndeplinit, satfel nct controlul bilei va fi asigurat de inelul interior. La turacii nalte, datorit acciunii forcei centrifuge, forca devine mai mare _i peste o turacie limit controlul este preluat de ctre inelul exterior. Trebuie mencionat nc o dat c n condiciile frecrii fluide, ipoteza controlului bilei nu mai este valabil. Pentru analiza cinematic a rulmentului impunndu-se un calcul complex. 7.3. Alunecarea diferencial (microalunecarea) Din cauza formei geometrice a elementelor aflate n mi_care de rostogolire _i a deformaciilor elastice, suprafaca de contact va fi curb, raza ei n planul perpendicular pe direccia mi_crii fiind egal cu media armonic a razelor de curbur n planul respectiv. Din cauza acestei curburi vitezele liniare ale punctelor din zona de contact vor fi diferite. Numai anumite puncte vor realiza condicia egalitcii vitezelor, deci rostogolirea pur. Celelalte puncte vor fi supuse unor alunecri parcial naintate _i parcial napoi. Mrimea vitezelor de alunecare diferencial poate fi determinat prin calcule. Considerndu-se contactul bilei cu cele dou ci de rulare dintr-un rulment radial-axial, n care inelul exterior este fix, pentru a analiza mi_carea relativ se va da legat de centrul bilei s rmn fix. n condiciile regimului de frecare uscat sau mixt, n realitate nu va exista alunecare diferencial pe ntreaga suprafac de contact, forcele de frecare provocnd o aderenc care mpiedic alunecarea relativ pe o anumit porciune. Aderenca provoac n acele zone eforturi unitare tangenciale, care vor contribui ca _i cele din zona alunecrii diferenciale la crearea momentului rezistent de rostogolire, modificnd caracterul uzurii. Prin alegerea corespunztoare a parametrilor geometrici ai rulmentului se pate modifica pozicia liniilor de rostogolire pur, astfel nct zona central a elipsei de contact, cea mai solicitat de tensiunile normale de contact, s intre n zona de adeziune fr alunecare diferencial, rezultnd n acest mod o mic_orare a uzurii. 8. Frecarea n rulmenci 8.1. Rostogolirea n condiciile frecrii uscate sau mixte Pentru studiul pierderilor prin frecri (figura 11.11) n rulmenci se vor adnci n primul rnd aspectele frecrii de rostogolire. Dac pe suprafecele de contact exist o lubrifiere srac _i cnd vitezele de rotacie sunt reduse, va exista un regim de frecare uscat sau mixt. Forca de frecare elementar va avea direccia rezultantei vitezelor relative de alunecare diferencial, care, n cazul general, are componente pe direcciile celor dou axe ale elipsei de contact _i o component tangencial datorat vitezei unghiulare de pivotare. Dac nu se cine seama de adeziunea ce are loc pe o porciune a suprafecei de contact, atunci, n prima aproximacie, coeficientul de frecare va fi acela_i pe ntreaga zon de contact _i va depinde de natura materialelor _i de starea suprafecelor _i lubrifierea lor. Se pot calcula forcele _i momentele de frecare care apar n ecuaciile de echilibru.  Momentul forcelor de frecare elementare n raport cu axa care trece prin centrul bilei, perpendicular pe linia care define_te unghiul de presiune. Similar cu momentul forcelor de frecare luat n raport cu axa Oy, existent numai n cazul cnd momentul giroscopic nu este frnat de forcele de frecare. Calculul pierderilor prin frecare n rulmenci, se poate trata mai u_or dac se consider independent mi_carea de rostogolire _i cea de pivotare. Pe lng factorii mencionaci anterior frecarea de rostogolire mai depinde _i de fenomenul de adeziune de pe o anumit porciune a zonei de contact. n afar de pierderile prin frecare datorate alunecrii relative dintre suprafecele de contact, n procesul de rostogolire mai apar _i pierderi datorate histerezisului elastic. 8.2. Rostogolirea n condiciile frecrii fluide. Lubreficacia elasto-hidrodinamic n anumite condicii de viteze _i ncrcare este posibil ca n zonele de contact dintre corp _i calea de rulare s apar un film de lubrefiant de grosime suficient pentru a apare frecare fluid. n acest caz, pentru studiul fenomenelor din filmul de lubrefiant, pe lng ecuaciile hidrodinamicii care stabilesc mecanismul de formare a portancei, vor tebui considerate _i deformaciile elastice ale suprafecelor sub influenca presiunilor de film, a cror contribucie la stabilirea formei intersticiului este hotrtoare. Aceasta constituie problema lubreficaciei elasto-hidrodinamice la care se adaug problema modelului reologic al lubrefiantului, iar pentru o analiz mai riguroas _i influenca factorului termic. Complexitatea problemelor a fcut ca inicial s fie abordat numai cazul bidimensional, corespunztor rostogolirii unor cilindrii de lungime teoretic infinit, n condiciile unei evolicii izoterme a lubrefiantului _i a dependencei exponenciale a vscozitcii de presiune, sarcina ce revine de lungime este  EMBED Equation.3 . Sistemul de ecuacii care trbuie rezolvat n aceste ipoteze va fi dat de : - ecuacia lui Reynolds bidimensional :  EMBED Equation.3  - variacia exponencoal a vscozitcii cu presiunea :  EMBED Equation.3  - expresia grosimii intersticiului :  EMBED Equation.3  - expresia deplasrii elastice a suprafecelor de contact n funccie de ncrcare ntre limitele S1 _i S2 :  EMBED Equation.3  Condiciile la limit utilizate sunt :la intrare, p = 0, la o distanc mare de zona presiunilor nalte pentru y = S1 ; la ie_ire,  EMBED Equation.3  =  EMBED Equation.3  pentru y = S2. Un exemplu al aspectului intersticiului _i al formei distribuciei de presiuni n zona de contact, obcinut printr-un calcul bazat pe ipotezele de mai sus. La rostogolirea unei sfere problema este tridimensional. Trebuie s fie considerat lcimea finit a zonei de contact, iar apropierile marginale ale suprafecelor celor dou elemente apar pe ambele laturi ale suprafecei de contact. Rezultatele recente obcinute prin tratarea numeric a contactului dinre bil _i calea de rulare au stabilit _i dependenca grosimii minime a filmului, de elipticitate a zonei hertziene de contact. O relacie empiric care lag filmul este :  EMBED Equation.3  Valorile de mai sus, pentru grosimea filmului de lubrefiant, au fost deduse n ipoteza c se asigur o alimentare suficient cu lubrefiant a zonei de contact. Aceasta corespunde existencei lubrefiantului cel pucin la distanca S0 de centrul zonei de contact. Excesul de lubrefiant din zona care dep_e_te aceast limit nu va mai participa la ungere, revenindu-i pe de o parte un rol pozitiv n eliminarea cldurii, iar pe de alt parte altul negativ, mrind pierederile prin frecare. Valoarea distancei S0 pentru cazul sferei, poate fi luat aproximativ  EMBED Equation.3 . n vederea stabilirii unui regim de ungere complet fluid este necesar ca valoarea grosimii hm s fie mai mare dect grosimea limit hmin necesar evitrii strpungerii filmilui de microasperitcile suprafecelor. Forcele de frecare care apar n zona de contact vor depinde de vitezele relative de alunecare, fiind date de legea lui Newton :  EMBED Equation.3  Calculul forcelor _i momentelor de frecare care intervin n ecuacii se poate face n mod simpificat prin considerarea numai a forcelor care apar la nivelul elipsei de contact. Pentru calculul forcelor de frecare elementare, funccie de distribucia hertzian a presiunilor, trbuie determinat n prealabil valoarea vscozitcii locale ale lubrefiantului. 9. Capacitatea de ncrcare a rulmencilor 9.1. Capacitatea de ncrcare static Se consider c ncrarea static apare n situacia cnd rulmentul suport sarcina fr a se roti, sau efectueaz numai oscilacii de foarte mic amplitudine. n acest caz sarcinile limit se stabilesc pe baza deformaciilor permanente din corpurile de rostogolire _i inele. Se consider plastice mai mici de 0,0001 din diametrul corpurilor de rulare au un efect redus asupra funccionrii rulmentului. Dac deformaciile devin mai mari, n corpurile de rostogolire sau inele, vor provoca la rotacia rulmentului vibracii _i zgomot. De aceea, capacitatea de ncrcare static se define_te ca ncrcarea ce provoac o deformacie permanent de 0,0001 din diametrul bilei celei mai ncrcate. Mrimea deformaciilor plastice nu poate fi determinat direct cu ajutorul relaciilor lui Hertz. Bazat pe date experimentale, pentru ocelurile de calitate avnd o duritate de 63,5  65,5 HRC. Pentru rulmentcii standardizaci s-au stabilit relacii de calcul, asimilate _i de standardele noastre (STAS 7165-65) care permit determinarea direct a capacitcii de ncrcare statice. Compararea sacinei efective care accioneaz asupra rulmentului, cu capacitatea static de baz, se face prin intermediul sarcinii statice echivalente. Aceasta reprezint ncrcarea radial sau axial, dup caz, care provoac aceea_i deformacie permanent la locul de contact cel mai ncrcat ca _i sarcin real de ncrcare. Pentru rulmencii la care nu exist n catalog date privind capacitatea de ncrcare static, cum sunt rulmencii cu cile de rulare din srm, se poate face verificarea la deformacii permanente, dup deformarea n prealabil a sacinii care accioneaz asupra corpului de rulare cel mai ncrcat. Sarcina static echivalent admisibil n exploatare, depinde _i de condiciile de lucru ale rulmentului. 9.2. Capacitatea de ncrcare dinamic Dac pentru rulmencii aflaci n repaus, ncrcaci corect, se poate obcine o durat de viac practic nelimitat, la rulmencii n mi_care, ncrcaci, lubreficaci _i etan_aci corect, durabilitatea este limitat din cauza oboselilor materialelor. Semnele de oboseal apar fie pe calea de rulare, fie pe corpul de rulare _i se manifest inicial printr-o microfisurare sub stratul superficial care nainteaz progresiv spre suprafac, provocnd n final dislocri de material. Duabilitatea unui rulment se exprim prin numrul de rotacii efectuate de rulment nainte de aparicia primelor semne de oboseal. n cazul unei grupe de rulmenci identici care lucreaz n condicii, s-a constatat c nu toci au aceea_i durabilitate. Dispersia nu este efectul preciziei de prelucrare neuniforme, ci se datoreaz materialului, incluziunile din material constituind punctele de slab rezistenc de la care porne_te oboseala _i deteriorarea. Probabilitatea de distrugere se consider astfel proporcional cu ncrcarea materialului, cu schimbrile n condiciile de ncrcare _i cu volumul de material aflat sub tensiune. Toate aceste probleme privind dispersia fac ca toate aprecierile referitoare la durabilitatea rulmencilor s aib un caracter static. De aceea pentru a descrie durabilitatea se aleg practic unul sau dou puncte de pe curba disperiei _i anume : numrul de rotacii pe care le suport 90% din rulmenci cuprin_i ntr-un grup (S = 0,9), valoare denumit durabilitate de baz _i uneori numrul de rotacii pe care le suport 50% din rulmenci cuprin_i n grup. Cunoscnd durabilitatea _i pierderile corespunztoare unui grup de rulmenci la o anumit ncrcare. Capacitatea de ncrcare dinamic de baz a unui grup de rulmenci radiali (axiali) este definit ca sarcina radial (axial) de valoare constant, pentru care, cu inelul interior rotitor _i cel exterior fix, rulmencii au o durabilitate de baz egal cu un milion de rotacii. Pentru rulmencii radiali-axiali se ia n consideracie componenta radial a acelei sarcini care provoac o deplasare numai radial a inelului rulmentului. Calculul capacitcii dinamice a rulmentului porne_te de la capacitatea dinamic de baz a unui punct de contact bil-inel, determinndu-se apoi statistic valoarea corespunztoare rulmentului ntreg. Pentru rulmencii standardizaci s-au stabilit direct formule aproximative pentru calculul capacitcii dinamice de ncrcare, formule asimilate _i de standardele noastre (STAS 7160-65). n afar de aceasta, cataloagele firmelor productoare indic totdeauna, alturi de dimensiunile principale ale rulmencilor, _i valorile capacitcilor dinamice de baz. Ca _i n cazul ncrcrii statice a rulmencilor, pentru a putea compara sarcina efectiv cu capacitatea de ncrcare, este necesar s se determine sarcina echivalent, care reprezint ncrcarea radial (sau axial pentru rulmencii axiali), ce asigur o durat de funccionare identic cu a ncrcturii rele combinate. 10. Probleme privind montajul, ungerea _i etan_area rulmencilor Montajul are o mare importanc pentru buna funccionare a rulmencilor, experienca artnd c de cele mai multe ori defecciunile _i deteriorrile provin dintr-un montaj incorect. Montajul corect presupune n primul rnd alegerea unui ajustaj corespunztor, care depinde de o serie de factori cum sunt : calitatea suprafecelor, forma geomentric a arborelui _i alezajului, regimul termic, ncrcare, precizia _i rigiditatea cerute ansamblului. n alegerea ajustajelor trebuie cinut cont de faptul c rulmencii pozicia _i mrimea cmpurilor de toleranc pentru exteriorul inelului exterior _i pentru interiorul inelului sunt identice, _i anume, abaterea superioar este zero, iar cea inferioar depinde de mrimea _i clasa de precizie arulmentului. ntruct n domeniul diamensiunilor mici, cmpurile de tolerance standardizate nu sadisfac ntotdeauna cerincele ridicate de precizie impuse, adesea se utilizeaz cmpuride de tolerance nguste. Firmele productoare de rulmenci miniaturali vin n ntmpinarea acestei cerince, sortnd _i marcnd rulmenci n subgrupe dimensionale. ntre rulment _i elementul de fixare se alege o strngere cu att mai mare cu ct sarcina _i viteza cresc. n tabelul 1.3 sunt prezentate date privind tolerancele asamblrii rulmencilor miniaturali din clasa de precizie P5. Pentru definitivarea constructiv a montajului trebuie s se asigure o raz de racordare a suprafecei de sprijin mai mic dect corespunztoare inelului rulmentului, iar nlcimea acestei suprafece s fie suficient pentru a garanta o pozicionare corect a rulmentului la ncrcarea axial (figura 11.16).  Caracteristici de utilizareTolerance pentru inele [m] Ajustajul  Rulmentul al doilea este axial :Fr sortareCu sortare0 -50 -2,5-2,5 -5ArboreleTolerance pentru arbore [m]StacionarPentru aplicacii normale-5 -10-5 -7,5-7,5 -10jocLiber Stacionar sau rotitorAsigur un centraj _i o rigiditate radial bun. Pentru arborele rotitor viteze mici-3 -8-3 -5,5-5,5 -8 joc fixatRotitorPentru viteze mijlocii _i mari. Rigiditate radial bun0 -50 -2,5-2,5 -5intermediarfixat RotitorNumai pentru rulmencii radiali-axiali de turacie nalt. Rigiditate radial _i axial bun+3 -2+3 +0,5 +0,5 -2 strngere fixatCarcasaTolerance pentru alezaj [m]StacionarPentru aplicacii normale+5 0+5 +2,5+2,5 0jocliber StacionarAsigur un centraj _i o rigiditate radial bun. Carcasa din ocel ncrcri medii.+3 -2+3 +0,5+0,5 -2 joc fixatStacionar sau rotitoareCarcas din ocel-ncrcri mari. Carcas din aliaj u_or-ncrcri medii0 -50 -2,5-2,5 -5 intermediar fixatRotitoareSarcini mari, viteze mari (carcasa din ocel sau aliaj)-3 -8-3 -5,5-5,5 -8strngerefixat RotitoareNumai pentru carcas din aliaj u_or, la ncrcri _i viteze mari-5 -10-5 -7,5-7,5 -10strngerefixat (numai pe latura exterioar) Totodat nu trebuie atins dect un singur inel, recomandndu-se rondele intermediare . Pentru fixarea axial a rulmencilor se folosesc n general dou sisteme : Se fixeaz axial un singur rulment, iar cellalt se poate deplasa axial pentru a prelua modificrile dimensionale datorate variaciilor de temperatur ; Se fixeaz ambii rulmenci, iar preluarea variaciilor dimensionale termice este asigurat de un sistem de compensare elastic. Pentru aceasta se folosesc elemente elastice intermediare (figura 11.17 a) cu ajutorul crora se regleaz _i strngerea inicial de montaj, sau, chiar elasticitatea capacului n care este fixat rulmentul (figura 11.17 b). n cazul n care este dificil asigurarea alinierii alezajelor de fixare a rulmancilor direct din prelucrare, o solucie const n fixarea rulmentului la capac  liber , care, dup pozicionarea corect la montaj, se fixeaz de corpurile ansamblului. Pentru rulmencii miniaturali, reglarea jocului sau a strngerii de monatj se face adesea prin montare rulmentului ntr-o pies intermediar filetat (figura 11.18 a). Proteccia mpotriva _ocurilor mari poate fi asigurat tot cu ajutorul unor elemente elastice, ca n figura 11.18 b. O problem deosebit de important o constituie lubrefierea rulmencilor, care are rolul de a mic_ora momentul de frecare _i uzur, asigurnd n acela_i timp o proteccie anticoroziv, o funccionare mai silencioas _i contribuind la disiparea cldurii degajate prin frecare. Lubrifierea se face cu uleiuri sau unsori consistente, alegera tipului depinznd n primul rnd de condiciile de ncrcare _i funccionare. Uleiurile se aplic cu ajutorul unei seringi, o pictur (4 ... 8 mg) fiind n general suficient. Pentru doze mai mici se recurge la dizolvarea uleiului ntr-un solvent volatil adecvat. Unsorile se aplic cu ajutorul seringilor echipate cu un dispozitiv distribuitor special. n general se umple 25  50% din volumul disponibil n rulment. Pentru a mpiedica ptrunderea impuritcilor n zona de lucru a rulmentului, precum _i penru limitarea pierderilor de lubrefiant, trebuie luate msuri de etan_are a rulmencilor. Cele mai multe tipuri de rulmenci standardizaci sau tipizaci pot fi prevzute chiar din construccie cu elemente de etan_are. Pentru rulmencii de capt, capacele asigur un mijloc practic _i eficient de etan_are. Etan_area este de mai multe tipuri (figura 11.19) cum ar fi : etan_are cu inele de pist ; etan_are cu labirinci ; etan_are cu inel de cuciuc ; etan_are prin construccie. Bibliografie : Damian, Tr.  Calculul _i construccia elementelor de mecanic fin, vol. II, Edit., Didactic _i pedagogic, Bucure_ti, 1972 Damian, Tr.  Construccii la studiul _i ncarcarea lagrelor pentru vrfuri, Tez de doctorat, Institutul politehnic Bucure_ti, 1968 Damian, Tr.  Influenca uzurii din lagrele cu suprafece sferice asupra erorii fundamentale de indicare a aparatelor, Construccia de ma_ini, 6 (1973) Constantinescu, V.N.  Lubreficacia cu gaze. Edit. 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