МАШИНОСТРОЕНИЕ И ТЕХНОСФЕРА xxi...

316
1 Министерство образования и науки Украины Донецкая областная и городская администрации Международный союз машиностроителей Фонд поддержки прогрессивных реформ Национальная металлургическая академия Украины (НИИСТ) Донецкий и Севастопольский национальные технические университеты Брянский государственный технический университет Московский государственный университет инженерной экологии Таганрогский государственный радиотехнический университет Азербайджанский, Жешувский, Остравский, Силезский, Ясский технические университеты, Политехника Любельская Технический университет Молдовы, Политехника Ченстохова Магдебургский, Портсмутский, Тульский университеты Бухарестская военно-техническая академия Институт международного сотрудничества, Российско-Украинский университет Институт механики и сейсмологической стабильности АН РУ Донецкий институт холодильной техники Ассоциация металловедов и термистов Украины Научно-технический союз машиностроения Болгарии Научный центр проблем механики машин НАН Беларуси Издательство «Машиностроение» Брянский АО НИИ «Изотерм», ОАО «ДЗГА», АО «НОРД», ЗАО «НКМЗ» ОАО «Точмаш», НПП «Эталон», ЧП «Технополис», Снежнянский машзавод МАШИНОСТРОЕНИЕ И ТЕХНОСФЕРА XXI ВЕКА Сборник трудов XIII МЕЖДУНАРОДНОЙ НАУЧНО-ТЕХНИЧЕСКОЙ КОНФЕРЕНЦИИ Том 3 11-16 сентября 2006 г. в городе Севастополе Донецк-2006 2006

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  • 1

    ()

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    XXI

    XIII -

    3

    11-16 2006 .

    -2006

    2006

  • 2

    554 621.01(06) XXI // XIII - - . 11-16 2006 . 5- . : , 2006. . 3. 306 . ISBN 966-7907-20-1 XIII - XXI , - - , . , - . . , - . , - , . - , - .

    : , 83000, . , . , 58, , . .: +38 (062) 305-01-04, : +38 (062) 305-01-04 E-mail: [email protected] http://www.dgtu.donetsk.ua ISBN 966-7907-20-1 , 2006 .

    mailto:[email protected]://www.dgtu.donetsk.ua

  • 3

    -

    . . (..., . , )

    Lefficacit de la rectification de la force et de la vitesse se ralise par le choix correcte du disque rectificateur, par possibilits technologiques de la machine-outil, lautomatisation de charge et de dcharge des produits, des mthodes rationales de contrle, et lvolution de la machine-outil.

    . -

    , :

    1. n1, V=Dn1; : D ( ). - (- ), [1,3].

    2. , , , . - : S1 (mm/min); - S2 (mm/min) . : - , , . , : 21

    2 SVVr += 3.

    . : -, , - . C : - , , -, . . - , , . , - , . : , - , ( ), , - , - : , . - [1,3], ,

  • 4

    . , [4]. , - ( , , - , - ) . , - , . - , - - , :

    1. - ;

    2. .

    - . - (max), . , - , :

    )( 21

    21

    SSlKNSSn

    xk +

    = (1)

    i , (2):

    zNz

    zNrk

    cos

    cos13(max)

    = (2)

    : N (1). max min , - , , , - 50% , - , . :

    1. () () ;

    2. (), ;

    3. (t), - (i).

    4. -

  • 5

    , . Ma : Kkp += ; : (1) += ; , : ytioipK +++= )cos()sin( ; (3) y=KL; , [4], : scrr SF = 4,3 (4) : )3,11( += br - (); Ssc - ; b (); - . , - . , zz, - :

    g

    sizs

    pc dN

    tghN

    mShS

    5,12

    ])11(cos[ ++= (5)

    FH, - , hH. FH - : cos= RH FF . - , - :

    )2

    (g

    z

    dS

    acrtg= (6)

    , , . 40 HRC 53-56 -: z=30, =20 , D=150 mm, [4]: b =1760MPa, R =2592MPa, =0,35. , , =7 ; t=7 ; o=3 ; =7''=0,002 (). (4) =39. - Ssc=0028 2, FH=194H. , (3) - : =70.34+30.94+7+5=17,2 . , (max)=2,5 .

    .

  • 6

    , 7 .

    - = 17,2 .

    : 1. Mayuru S. . a. Cercetarea variaiei seciunii transversale teoretice a achiilor dintre scul i roat dinat conic recesional la rectificare i frezare. Buletinul institutului politehnic Iai, tomul LIV, Fascicula Vc, Iai, 2004, p. 753 756. 2. Procedeu de prelucrare a dinilor angrenajului precesional.Brevet nr.2120 MD . I.Cl.: B23 F9/06. Publ. BOPI 2003 nr. 3. .. . - . ul. XI conferinei tehnico-tiinifice internaionale I , Donek, 2004, volumul 2, p.183-186, ISBN 966-7907-17-1. 4. .. . - Tehnology 2000, . 2001.

    .., .., ..

    ( , , ., )

    Results of research of orthogonal cutting of details from scales aviation steels and alloys on various speeds of cutting are presented. It is proved, that optimum conditions of orthogonal cutting are defined proceeding from the optimum temperature of cutting corresponding to temperature of a failure of plasticity for the given material. Thus the minimal values of inten-sity of deterioration of the tool are observed, optimum values of parameters of quality of a superficial layer and fatigue durability of details are formed. The problem of optimization of process orthogonal cutting is solved by use of the developed method of high-speed orthogonal cutting, optimization of its parameters and the tool.

    - - - 30 1,5-60 / -, - .

    - - , . , , , , -, , - - . -

  • 7

    , [1].

    - . , -

    - - () . - , - . , , - .

    - . - , . .

    , 787 (.1) - h V Sz (.2) , - [2] , [1]. - h=f(V) - .

    , ho=f(V) Sz , - (.2). - 787 0,02; 0,06; 0,1 / h 30; 22; 15 / =700. 437 , 35; 28; 25 / - =720. 109 , 20; 15; 12 / =820.

    , , -, Sz , , . .

  • 8

    (V=2/) 18 - (V=26/) 8 , .

    9 N -

    22% 8%, h 22 15 . 961, N 4% 9%, h 25 8 . - 437, 698, 742 N ,

    .1. -

    (,) 787.

    .2. V () - h () 787

    Sz.

  • 9

    h . , - , - .

    9 18 - . - 9 40 110 , 18 -190 +180 . 961 742, . - 437, 698, (-380 320 ) , (+70 +130 ). , - - .

    8 - 24 / , .. - - ( - - Ra1,25 ) (.3). - .

    . 3. V Ra - 961 9, 18 -

    18 8

    -. 962 -4 8-10%, " " -1 18 - 60% .

  • 10

    - [1].

    , - , , , - , - - , , [1].

    : 1. .. . . ...-. , 1998. 2. .. - . -.: , -1976. 3. .. . -.: , -1969.

    -

    .., .., .., .. (, ., )

    In the represented work resulted the technology of hydraulic mining by boreholes and the law of quantitative distribution of heavy metals in technical looses.

    - , - ( 10-15 ). .

    - . , , -, . , : - , - - [1].

    [2] - , . , , , . .1.

    . - - . - .

  • 11

    , , .

    - ( ), -, . , , .

    - , , - [3].

    .1. :

    1 ; 2 ; 3 ; 4 ; 5 ; 6 ; 7 ; 8 ;9;10 ; 11

    ; 12 ; 13

    , - - , - - . , , . , - , [4].

    , .

  • 12

    42 . , . , . - 40 , . , , , , - 95-98 . , .

    , . 2005 182 - ( ). , - 50 , 40 , .

    , ( .), ( .), , () , .

    . , , , ( ). , - . , - .

    , - - -, , . , -, ( 95%), , , , (.2).

    ) ;

    )

  • 13

    .1. :

    1; 2 ; 3; 4 ; 5 ; 6 ; 7 ; 8 ;

    9 ; 10 ; 11 -

    -. , .

    , , 2, 3 . , -, , . , , - . -, , . , - .

    , , - , , , -, , .

    , - , -.

    , , , . - - . , , . - , . , - , -. , . , , (, ). .

  • 14

    , . , , - , , . - , . . , , -. , - , , , .

    8 . D , - h. D1 B1 9 8, - Hmax :

    tgHDD += max1 2 (1)

    tgHBB += max1 2 (2)

    - . 5 ,

    2, 10 , - 6 , 8 -. 11 6. 11 D1 - 9 8.

    8 , - . , . , . , , , - . , .

    , , 8 , , , .

    ' - , . - , - , , -

  • 15

    . 6, , , . - 8 . , - -, , , . , 9 8.

    , - .

    5, , , - , - . 8, 9 , .

    , 8. - , , . , , . - 5, . .

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  • 16

    - 40 , , .

    : 1. . . -

    . .-2002.- 372 . 2. .. - . ., 1975. 3. .., .., . ., .., .., .. - - . -.-: , 2005.- 560 . 4. .. -. . , 1956.

    .., .., .., ..

    (, . , )

    By experience of the operation of the manydrives plate-like conveyor in underground condi-tions is established, that in existence of two or three intermediate drives the normal mode of operations of such conveyors is infringed. However, in the case of synchronous work of the drives of a linkage of the manydrives conveyor through each drive in unit of time an identical amount passes of links with unequivalent step, and on those betweendrives plots where the links with a smaller step the additional elastic deformation is collected (leveling gain circu-latting on a closed chain outline), capable to burst the pulling organ.

    - , . - , - , , , - , -

    [1]. ,

    , - . , - - -- . , - ( - - ), . - , -

  • 17

    , , . , - , i- i- - . , , - , -. , . - - - .

    , - , - , : , , -, - ; - - , - , , - , - ; - - ; - , , - ; - , , - - ; - I ( ) II (- ) - , ; - , , - - - - ; , - - .

    , - () (), - .

  • 18

    () ( , ..) . -, . - - (- , , , - ..) , . , - , . - -, - , . ,

    - (- , -, , ..) - , . , - , - [2].

    , - , 2 3 (. 1).

    . 1.

    . -

    :

  • 19

    .M)(L)S(2PI;ML)()S(2PI

    ;L)()S(2ML)()12S(2PI

    3131

    1315.0

    1332

    3

    21

    121

    215.0

    1222

    2

    113

    113

    5.013

    112

    121

    5.01

    21

    =

    =

    +=+

    (1)

    I1 - , H2; I2, I3 - , H2; Si- - , ; Li- , ; - , ; 1, 2, i - - ; M , ; M2, 3- -

    , ; td

    dP = - ; 2

    2

    =

    dtdP .

    (1) :

    .0p ;)(5.0 ;0

    ;)(5.0 ;0p ;0 0t

    3135.0

    13332

    2125.0

    12211

    ===

    ====

    LSMp

    MLS

    12 13 z1,2

    [

    } .M1-)II(I)IM-M-M(t]coszz-

    -I])L()2(S)L()2(S[)L(I)2(Sz-

    -t]coszz-I])L()2(S)L()2(S[

    )L(I)[2(S{z]zIL[)S)(--(212

    221232122

    1-10

    1-13

    0.513

    1-12

    0.5120

    1-12

    12

    0.512

    2-1

    221

    1-10

    1-13

    0.513

    1-12

    0.5120

    1-12

    12

    0.512

    2-2

    1-)22-21(z112

    5,01232

    3 ++++

    ++

    ++

    +

    =

    .31-

    321332

    221

    1-10

    1-13

    0,513

    1-12

    0,5120

    1-13

    13

    0,513

    2-21

    22

    110

    113

    5,013

    112

    5,0120

    113

    13

    5,013

    21

    112

    22

    211

    5,0133213

    M)II(I)IM-M-M(

    t}]coszz-I])L()2(S)L()2(S[

    )L()[2(Sz-tcos]])(

    )(2)()(2[)()(2[{

    ])([))((2

    ++++

    +++

    +

    ++

    =

    IzzIL

    SLSLISz

    LzzISMMMM

    (2)

    {

    {} } .)IIILL)(II(I)S4(S-

    -])LI)(II(I)())(()[())(()())(()(

    0.50.51-3211312

    2321

    0.52312

    21-133132

    0.513

    1211321

    5.012

    1311331

    5.013

    1211221

    5.01212

    ++

    +++

    +++=

    SIILIISIILIISIILIISz

    (3)

    , . -8 I = 680 2, - = 0,14 ., w = 77,4 /. - = 57,83 . R = 0,4 . - i = 24 1 = 11,83 , 2 = 12,17 , - 12 = 42591,7 , 23 = 43817,8 , - S12 = 80 S23 = 120 . [111] I2 = 710 2, I3 = 740 2 n = 740

  • 20

    /. 13 = 38,36 12 = 35,86 . z1 = 4 - z2 = 7 - V = 1 /, - qc1 = 215 / qc2 = 400 /. = 1,2. 3,2 2,8 .

    qc 1,9 - 1,4 , 1,04, 1,02 , 1,04 . , - , - .

    (2) (3) - - .

    , . - ,

    .

    : 1. .., .., .. - - // . . . -1983.-2.- . 68-72.; 2. .. 962129. . . .. , .. , .. ; . 30.09.82, . 36-2: .

    -

    .., .., .. (, , )

    The executive subsystem as a part of run-time reconfigurable system is described in this pa-per. The detailed description of separate subsystems and overall system is done. Executive subsystem designing is realized using Unified Modeling Language. This approach tightly con-cerned with hardware-software co-design, that is why UML is used as modeling and design-ing tool.

    . , - - . , -. [1] - - . , - , , . , -

  • 21

    [2]. - [3].

    .

    () - , - - . - , , - .

    (. 1): - - , . , , - ;

    - -, . - , - ;

    - , - .

    . 1.

    : -

    , - (. 2).

  • 22

    . 2.

    , -

    . . - . . , , .

    . -

    . . : (. 3). . .

    . 3.

    , (. 4):

  • 23

    . 4.

    o - , - , -;

    o - , - . - , -. , - .

    (. 5) , - . -, - . - , . - , .

    . 5.

    .

  • 24

    - - , - , : . , , - , , ;

    - ;

    , - . , ;

    , .

    : 1. Nollet V., Mignolet J-Y., Hierarchical Run-Time Recon-

    figuration Managed by an Operating System for Reconfigurable Systems, IMEC, Leuven, Belgium, 2003. 7 pp. 2. Coyle F., Thornton M. From UML to HDL: a Model Driven Archi-tectural Approach for Hardware-Software Co-design, Computer Science and Engineering Dept. , Southern Methodist University, Dallas, USA, 2005. 5 pp 3. ., ., . UML. CS. 2- . / . .; . . .: , 2006 736 . : .

    .. (, . , )

    The article deals with a problem of a polishing glass intensification. -

    , - - . - , . - - , , , , . , - , -

    .

    , . ,

  • 25

    . - - . - , , , - .

    , -, , ( ) . - 7. - - - (N) (N). - 0,25 .

    - , 2 -1-1 1 , - . [1]. , .. - : , .

    .1 . N 180 () 360 /. () : 1 ; 2 - -

    ; 3 -

  • 26

    , - - . - ( ) - (N) (N) ( 1 .1). (360 /) ( 1 2 .1) - , - . ( ) - ( 3 .1, ). .

    - . , , - : 1). 20 380-71 ( - =12,010-6 1/); 2). 4-4-4 5017-74 (=18,110-6 1/); 3). 2 1521-76 (=21,110-6 1/); 4). -1 15809-70 (=7710-6 1/).

    2 N , . , , - . . , , - , -.

  • 27

    .2. N : 1- ; 2 ; 3 - 2; 4 -

    -1 ,

    . - , - [2]. . - , - . , - , . 3, 30 4-5 . - - . - .

    , - , - N=3..5, N=0,3..0,5 .

    - - [3].

  • 28

    . 4. () () - N N - c : 1 1 ; 2 - 1 ; 3 - - 1 ; 4 - 0,5

    , -

    16 40 3 - ( . 4), 0,5 1 ( . 4) - 0,5 ( . =16) 0,3 ( . >30). .

    1. , , .

    2. - .

    3. , , - . , , : - -

  • 29

    -

    63,0=dR ; - 30 =h

    h . 4. ,

    , . () - =0,592 /.

    5. - , . , - .

    6. - . , - 0,81 . ( 1 ) - . ( 0,5 ) , - .

    7. - .

    : 1. .., .. -

    . .: - , 1999. 212 . 2. .., ., .. // - . . . . . : , 2000, - . 12 . 229-233. 3. BY 5702 C1 24 13 /00 / .. , .. , .. , .. ; . - 19990942; . 1999.10.18; . 2003.07.22.

    .., .. (..., , )

    The paper presents the problem of practical applications of the relationships between struc-ture properties. In order to create a useful system of constitutive equations, a simultaneous

  • 30

    study of the material behavior at the level of material particles, structure elements and con-glomerates is necessary. The volume element 0V being homogeneous at a macroscopic scale, is considered to be composed of an infinite number of kinematically connected sub elements with different thermomecanical features. Based on the system of equations obtained previ-ously, a numerical analysis is performed on the analysis of the range of stress-state at a mi-croscopic scale in accordance with material structure and stress-state at a macroscopic scale.

    . :

    . , , , - - . , , , - , 0V . () 0V - ( ), . - , - , . - .

    1. - . 0V -,

    , ,

    0S - ; ijt~ , ijd~ -

    0V . 0V - . - 0S ijjiS

    ud ddxdu == 0~ , constdij = , (1.1)

    jijSP nt

    ni = 0

    )(, consttij = , (1.2)

    ijd , ijt - ; iu~ - -, 0V . iu~ iu , 0V .

  • 31

    0~ , =+ ijij bt

    ( ) ( )[ ]ijjiij ,du,dud~d += 21 , (1.1), (1.2),

    == 00

    1

    Vijijij dvt~V

    t~t , ijij d~ddd = , (1.3)

    pqpqnmnmijij ddtd~dt~d~dt~ == , (1.4)

    - 0V . - (). V , - ,

    == V

    ijVijijdvt~

    Vt~t 1 ,

    Vijijd~d

    = . (1.5)

    -

    ijijijij t~ttt~ ++= , ijijij ttt = , ijijij tt~t~ = ,

    ijijijij d~ddd~ ++= , ijijij ddd = , ijijij dd

    ~d~d = . (1.6)

    (1.6) (1.4) (1.3), (1.5) -

    0~~ =+V

    ijijijij dtdt && , (1.8)

    ; - . [ ]1 , 0~~

    Vijijdt & , 0

    ijijdt & . (1.9)

    ijt ijd - [ ]3,2 ( ) ijklklijklijij ddAtt += , ( ) = kllkijklij ddA , (1.10)

    Extrdt ijij = , (1.11)

    ijklA

    . ijklA

    : ijklijklijklijklijklijkl VIDBDVAA =+= , , klijijklV 31

    = .

  • 32

    - (), -. (1.3) ,

    = ijij tt ,= ijij dd (1.12)

    (1.10) (1.12), ijt ~ ijd , , , .

    1. ijt , (1.5)

    , , - . -, , - . - nmijnmij tSd = , (2.1) ijnmS - .

    ijnmS

    pqkllmknqjpiijnm SaaaaS = , (2.2) pqklS - - ( )iX ; ( )ippi XXa ,cos= ; iX - . (2.1) (2.2) - , -,

    ijji aaBSSBS

    111211

    112

    ++

    = , ijnnijij tt 31

    = ,

    ijji aaBSSBS

    221211

    222

    ++

    = , 221133 = (2.3)

    nmmjniij aaBSBS

    +

    +=

    4422 , ji , (2.4)

    ,31 ,

    31 ,2 ijnnijijijnnijijijij ddttS === (2.5)

  • 33

    (2.3) (2.5) ij , ij -

    ; ij - -

    ; 441211 u , SSS -

    ( ); G

    S212 = , G -

    . S B (2.3), (2.4), (1.5) (1.11); [2]

    ( ) ( )[ ]121144

    1211441211443

    34SSS

    SSSSSSB+

    += , (2.6)

    ( )[ ]( )121144121144121144

    343

    SSSSSSSSSS

    ++

    = . (2.7)

    BS NK , (2.3), (2.4) ( -) . ija

    sinsincoscoscos11 =a , sincoscoscossin12 +=a sinsin13 =a , cossincossincos21 =a

    coscoscossinsin22 +=a , cossin23 =a , sinsin31 =a cossin32 =a , cos33 =a ,

    (2.8) ( )nmijij ,,,= , 0 , 20 , 20 .

    3. . -

    ijij =

    Fe , : ( ,1161 = 582 = ) ( 1001 = , 1002 = ). [4] - 078.011 =S , 078.011 =S , 022.044 =S /1 . (2.6), (2.7) S B.

    , : ,, . - - , ( ) ,,ii = ( ) ,,= , . - ( 0 , 20 ) 48 , -

    , 4 . , -

    +4

  • 34

    4

    . ,

    4

    0 , 4

    0 , 21

    , )(sin1 arctg= .

    . 1 , ( ) -

    : 4max

    = , 0min = , . 1, , ( ) ,,11 = ( ) ,,22 = , 213 = .

    . 1.

    ( 100 ,100 21 == ). - . 2 ,.

  • 35

    . 2.

    .3.1 , .3.2 ,, ,

    . , - -, , .

    1. .. -

    // -: . - : , 2003, .25-.248-252. 2. .. - . ... , , 1988, N 2 (27), .16-24. 3. Marina V.I. The Principles of the Transition from a Macroscopic to a Macro-scopic State//Science of SINTERING. The international journal of basic and applied sintering and related processes, 2000, N3, p.115-124. 4. . , . : , 1987, 280 .

    .., .., .., .. (, , . , . , )

    In this scientific research it is resulted the technique of founding the factor and the moment of friction in the hinges of tractors caterpillars proceeding from a condition, that force of fric-tion depends on the actual area of contact, which turns out as a result of interaction of micro-roughness of rubbing bodies (a finger and an eye) and by that gives an opportunity to estab-lish their dependence on loading, geometrical parameters (radius of a finger, length of the

  • 36

    cartridge and a backlash between them) with the respect to the Young's modulus, the size of the area of contact and stress in the center of the contacting areas.

    [1]:

    T nM P r ,= (1)

    - ; P - , ; nr - . (1)

    0r , . , . , , , q( ).

    , ( ) , , , , . [2] , (), , .

    , , - , , , , . ' [2].

    , , , . , , - .

    , :

    TdF ( q ) q( x, y ) dS ,= (2) ( q ) - , q

    dS ; x, y - . (2)

    : 2

    T T n n ndM dF r ( q ) q( x, ) dS r r ( q ) q( x, ) dx d , = = = (3) , x - ;

    ndS r d dx.= (3), :

    2T n

    xM r ( q ) q( x, ) dx d .

    = (4)

    (1) (4) , (1) (4), , q .

  • 37

    , TM (1) . , (1) , - ' , -, ( q ).

    , q( x, ) ( q ) , ( x ).

    q( ) - q , , , . - :

    2T nM r l ( q ) q( ) d ,

    = (5)

    l - . ( q ) , ,

    , - . TM f ( P )= , TM ( P ) - (5) ( q ) ( P ) q( ,P ) .

    , ( q ) (5) . ,

    n 0 ( r r , r = = ) q( ) - :

    0

    n

    2 Pq( ) cos ,r

    =

    (6)

    0P - . , , ,

    TM f ( P )= 1-+ 55 40+ 40 -

    nT 0M A P .= , ( q ) :

    m1( q ) A q . = (7)

    (6), (7) TM (5) :

    n 2 m 1 m 1 m 10 n 1 0

    n

    2A P r l A ( ) P cos d .r

    + + +

    =

    (8)

    (8) , 0P , , 0P , m n 1=

    2 n n1 n

    n

    2A A /( r l ( ) cos d ),r

    =

    :

  • 38

    n 1 2 n nn n( q ) A q /( r l ( 2 /( r )) cos d ).

    = (9)

    (9) , m n 1= - , , , .

    - :

    nn n k 1 n k 1T 1 0 k 0 n 0 k 0

    k 1M A P ... A P ... A P A P . + +

    == + + + + = (10)

    ( q ) : mm m k 1 m k 1

    1 k m kk 1

    ( q ) A q ... A q ... A q A q . + +=

    = + + + + = (11)

    (10) (11) (5), : n mn k 1 2 m K 2

    k 0 n Kk 1 K 1

    A P r l A q d .

    + +

    = = = (12)

    (12) , n m 1= + n j 1 2 m j 2

    j n j0A P r l A q d ( j 1,n ).

    + +

    = = (13)

    q 0P , (13), - .

    n m ( 0 ), [2]:

    20 0 0 q( y ) 1 ( y / c ) q , q 0,59 P E ( D D ) /( D D ),= = (14)

    c - ; E - ; 0q - ; D , D - .

    nT 0M A P= m

    1( q ) A q = , (5) (14) - :

    cn m 1 2 0,5( m 1)0 n 1 0

    cA P r l A q [1 ( y / c ) ] dy.+ +

    = (15)

    (15), . :

    n m 1 0,5m 10 n 1 2 1 0A P r l A a a P [1 ( m 1) / 6 ],

    + + + (16)

    1 2 a 1,08 D D /( E ( D D )); a 0,59 E ( D D ) /( D D ).= = (16) m 2( n 1)=

    m 11 n 2 1A A /( r l a a [1 ( m 1) / 6 ]).

    + + , ' m n

    , m 0= n 1= , -

  • 39

    , q . 1A m .

    , ( q ) , - , , , .

    : 1. .. . - .:

    , 1949. 2. .., .., .. . .: , 1977. 3. .. / . . . - ., . 1982.

    .., .., .., .. ( , , . , )

    The possibilities for adsorbents obtaining from walnuts shell were shown. The optimal in-dexes for process of adsorbents obtaining were determined.

    , - -, . - , .

    , - , , - .

    , - (). - : -, , , , -, , - ( ) .[1-4]

    - . , , , .[5] . , .

    , , , : , .

    , - -. -

  • 40

    . - . -. 400-900 -. 700-900 . , , - . [6]

    . - , . , - - .

    , , . , , - . .

    - , , , . - .

    - . (). - - , .

    , . 0 45 800 .

    1. . , , 5, % 5, / S 10, /

    800 0 27 103 10 800 10 18 130 270 800 15 12 175 280 800 30 9 174 270 800 45 5 122 30

    ,

    . - , , 15-30 . - , .

  • 41

    , , . , S (.2), , -, , . - . 20 %.

    . 1

    . 2.

    -

    . 600 800 -

  • 42

    15 , .

    , , 700, - 800 .

    2.

    ,

    , 5,

    % 5, /

    S 10, /

    600 15 23 97 40 650 15 17 91 230 700 15 17 136 300 750 15 16 127 360 800 15 8 122 460

    . 3

    . - ,

    450 2/, . - , 330 2/.

    - 170 /, -, ( 200 /).

    - 20%, .

    - - , . : 700-800 - 15 .

  • 43

    , , .

    : 1. / .. -, .. , .. . // . .- . . , , (), 2001 . , 2001. - . 391-395. 2. .., .., .. // . . 311-315. 3. - / .. , .. , .. . // . - . 266-269. 4. / .. , .. , .. . // . - . 391-395. 5. .. , .. -, .- .- . . 1983.- 160 . 6. ., . . -.: , 1984.-216.

    ,

    .., .., .., ..

    ( . , . , )

    Results of cupola modification iron by dispersion and ultradispersion materials wich permit to increase hardness of grinding body up to 4,8% and their impact strength more then two times as compares with casting products without modification.

    ( ) - . 13 /.

    - - .

    (), [1, 2, 3] , , - ( 10 15%), ( 20-40%) ( 30-50%); -: , - 40%. , - 40%, 1,5 2 .

    - - - . .

    - .

  • 44

    -, 13/. - , , , , , 45% - . , . %: 3,24 3,35; 0,98 1,18; 0,37 0,56; 0,110 0,175; 0,172. 1320 13400. 800-900 10-15 15-20 .

    - 0,01 1,0 - 70 . : 24.6-24242050-001-2002 ( 14-20%; 44-56%, 6-10%, ) 6-09-112-75 (iN ~ 100%).

    :

    - ( - ~400/3) - 5 ;

    - ; -

    1/2// 2 ; - ,

    , .

    - . - , i2, 2,34% . ( i2 iN) - 2 1,46%. iN , , 17 . iN - :

    %100TiN

    TiN

    TiN

    GGG

    = ;

    TiNG - iN; TiNG - iN, . iN 70 1 . - iN . - iN , -: i2 iN. 82,5%,

  • 45

    iN.

    , , - . - ( ) 30,4 67,3 . , - 2 .

    ( ) - 9 ( ) .

    : - 422; - 440 ; - iN 444 . -

    , , . - 100-500 . - , - - ,

    .

    - -, ( 80%) .

    , - , 4-8% 2 .

    : 1. .

    , 2003. 3. 2. .., .., .. - . // -. 2003. 3. 3. .., .., .. - . // . 2004. - 2. . 25-29.

    .., .., .. (, , )

    The article describes the ways of improving the dependability and quality of gear systems in-cluding those based on multiple contacts. Results of bench tests are shown/. The issues of se-

  • 46

    curing multiple contacts in a real gear system given manufacturing error in unit and batch production are considered.

    - . - - -: , , , , .. -, 30 %, - . .

    - -, . , .., .. - , - . - . , -, , , - .

    , , - . - , . - , , - , . - ,

    2> . (1) -

    . . - - - - . : o20 ; - 2,1ah . 65,2h .

    1 , - (1)

  • 47

    , - :

    1 .3,1;20;045,0;11523;23;1 121 ======

    ahxzzm

    o

    2z

    2x

    2z

    2x

    23

    -0,045

    2,018

    35-36

    -0,492

    2,294

    24

    -0,100

    2,048

    37-38

    -0,493

    2,294

    25

    -0,160

    2,081

    39-42

    -0,494

    2,294

    26

    -0,220

    2,116

    43-45

    -0,495

    2,294

    27

    -0,279

    2,151

    46-49

    -0,496

    2,294

    28

    -0,337

    2,188

    50-53

    -0,497

    2,294

    29

    -0,396

    2,227

    54-58

    -0,498

    2,294

    30

    -0,454

    2,268

    59-63

    -0,499

    2,294

    31-34

    -0,491

    2,294

    64-115

    -0,500

    2,294 2121 ,,, xxzz - .

    1 , . - - 0 :

    2sin4

    0

    =ah . (2)

    0 =1,98 .. . - ah - 0 , ,

    ah -

    . , -. , -

  • 48

    .

    - . , , 0,4 - 0,7 . 0,60,7 , - 0,40,6. - - , . 21354-87. , - , . - - .

    [1] - -: 1,4-1,8 ; 2-5 . - , 3> , .. . - -: o17ah .

    - [2], .. - o20 , o20> . - - 10%-15%. . - . . -, , , -, - .

    , - , - , -. - [3], . - 2,2. -

  • 49

    . , - , - . 8 , - , - , - 2,3.

    - , - , -.

    : 1. .. - . , 1999, 4 , . 16-18. 2. .., .. - . - , 1986, 4, . 14-16. 3. .. - - . - , 1996, 9, . 22-24.

    -

    .. ( , . , )

    In work are brought results theoretical and experimental studies of the possibility of the using flint containing abrasive pastes for processing of the metallic surfaces.

    - [1, 2]. , , . , , , , . , , . .

    - , , .

    -, - , , -, () [3].

    , - , - ( -).

  • 50

    , . ,

    , - .

    - . , - (). , . - , , - .

    , , , , , , [4].

    , , , [5], - , , .

    - - , .

    : , 1G 2G . 2 1G Gf , , - .

    , , , -, , , , .

    (. 1), - "" ( ), , -

    . 2.

  • 51

    . 1. ;

    ,

    (. .1). , , - , - , .

    . . ( ) .

    , -, , -, , -, , -, , , -. .

    . 2. -,

    - , 40 50 , , - , - , . . - . - - - ,

  • 52

    - .

    -

    , , -, , - . , , - , - . , , - , - , . - , , , - , - , .

    . 3 , (), - ().

    , ( . 3, ) -, . .

    (. 3, ) , , - . , - , - .

    . 3. , : . ;

  • 53

    - . : - , - - ; - , - CFe ; .

    . , , , . . - .

    : 1. .. -

    .- .: , 1988. - 383. 2. / . .. , .. , .. -. - : , 1990. - 152. 3. .., .. . /, 1992. - 80. 4. .. . .: , 1983. 277. 5. : . . . , . / . .., ... .: , 1972. 599 .

    -

    .. ( , , )

    The mathematical modeling of thin-walled cylindrical shells of revolution is considered. The Furie method results in systems of ordinary differential equations. Thus there is a necessity of construction of such fundamental system of solution, which leads to well-posed matrix of the system of linear algebraic equations. The construction of the necessary fundamental system of solutions is provided by the offered method of the functional normalization [1].

    , , . , - . - [1].

  • 54

    [2]. - , . :

    ( ) 0rqQrkTcosTs

    rT111

    212

    1 =++

    +

    , (1)

    ( ) 0rqsinQcosTT

    srT

    2121212 =+++

    +

    , (2)

    ( ) 0rqsinTTrkQ

    srQ

    321121 =+

    +

    , (3)

    ( ) 0rmrQcosMM

    srM

    112121 =+

    +

    , (4)

    ( ) 0rmrQcosMM

    srM

    2212212 =++

    +

    , (5)

    R , r , r=R=const; - , 2/ = ; s,

    R/s= - , - -; 1T , 12T , 1Q - , consts = ( const= ); 2T , 21T , 2Q - , =const; 1M , 12M - consts = ; 2M , 21M - const= ; 1q , 2q , 3q - - q . k1=0, k2=1/R. -

    HkST 212 += , HkST 121 += , HMM 2112 == . (6) :

    wksu

    11 +

    = , (7)

    wkur

    cosvr1

    21 ++

    =

    , (8)

  • 55

    +

    =rv

    sru

    r1

    12 , (9)

    111

    1 ks

    = , (10)

    2212

    2 krcos

    r1

    +

    = , (11)

    +

    =

    svkcosvu

    rk

    rsr

    r1

    21

    1211

    12

    , (12)

    uksw

    111

    += , (13)

    vkwr1

    222

    +=

    , (14)

    u, v, w ; 1 , 2 - - ; 1 , 2 - , - . :

    2121111 T += , (15)

    2221122 T += , (16)

    1266S = , (17)

    2121111 DDM += , (18)

    2221122 DDM += , (19)

    1266D2H = , (20)

    1111 AQ = , (21)

    2222 AQ = . (22) , - const= . , , -.

  • 56

    .

    hC

    b ijij =,

    3ijij h12Dd =

    , hA

    a ijij = (i,j=1,2); h

    Cb 6633 =,

    3ijij h12Dd =

    . (23)

    ( ) ( ) ( ) ( ) ( )++=

    =

    = 0k

    *k1

    0kk1101 ksinsfkcossfsf),s(f , (24)

    ( ) ( ) ( ) ( ) ( ) ( )+=

    =

    = 1k

    *k2

    1kk2202 kcossfksinsfsf,sf , (25)

    s - , 1f 2f (, . .), - . (24-25) , - ( )sfik ( )sf *ik (i=1,2). (7-14) - (15-22) -. (1-5) (6), . Rh, , :

    ( ) 0hq

    sRwb

    sRvbb

    Rub

    sub 112

    2331222

    2332

    211 =+

    +

    ++

    +

    , (26)

    ( )

    +

    ++

    +

    +

    +

    Rw

    Rba

    Rv

    Ra

    Rvb

    svb

    sRud

    R12hbb 22222222

    2222

    233

    2332

    23312

    0h

    qR

    assR

    dR12

    h 22

    2222

    21

    233

    2=++

    +

    +

    , (27)

    0hq

    Ra

    sa

    Rwb

    Rwa

    swa

    Rv

    Rba

    su

    Rb 32

    221

    11222

    22

    2222

    211

    222212 =+

    +

    +

    +

    +

    +

    , (28)

    ++

    +

    swd

    R12ha

    sRvd

    R12h

    Rud

    R12h

    122

    211

    212

    2

    22

    233

    2

    ( ) 0h

    msR

    dd12ha

    Rd

    12h

    sd

    12h 12

    23312

    211122

    12

    332

    21

    211

    2=

    ++

    +

    , (29)

  • 57

    +

    ++

    +

    Rwd

    R12ha

    Rva

    Rvd

    R12h

    sRud

    R12h

    222

    2222222

    222

    2233

    2

    ( ) 0h

    maR

    d12h

    sd

    12h

    sRdd

    12h 2

    122222

    222

    2

    22

    233

    21

    23312

    2=+

    +

    ++

    . (30)

    =s/R. (24, 25)

    (26-30) : u = A exp( ) cos(k ), (31) v = B exp( ) sin(k ), (32) w = C exp( ) cos(k ), (33) 1 = D exp( ) cos(k )/R, (34) 2 = E exp( ) sin(k )/R. (35)

    A, B, C, D, E. , b11, b33, a11, d11, d33, - :

    + 0,0,bb,

    bbk

    bbk,

    bbk

    1112

    11

    33

    1112

    11

    332

    2 . (36)

    + ,bkb

    bka ,

    bbk

    ba ,

    bdka

    bbkk

    3322

    3322

    3322

    2

    33222

    33

    332

    3312

    +33

    3322

    33

    22

    33

    332

    bda

    ba ,

    bdka . (37)

    1122

    1122

    1122

    22

    1122

    1122

    1112

    aka , ,

    ab

    aak ,

    akb

    aka ,

    ab

    . (38)

    +11

    33

    11

    12

    11

    332

    112

    112

    11

    12

    112

    11

    11

    12

    11

    332

    ddk

    ddk ,

    ddk

    daa ,

    dd

    daa ,

    ddk ,

    ddk

    . (39)

  • 58

    ++33

    222

    332

    222

    33

    12

    33

    22

    332

    22

    33

    222

    332

    22ddk

    daa ,

    ddkk ,

    dkd

    daka ,

    ddk

    daa ,k . (40)

    2

    22

    R12ha = . (41)

    - - (36-40) - :

    0edcba *2

    *4

    *6

    *8

    *10 =+++++ (42)

    (42) - :

    ( )

    =

    =

    10

    1i

    i

    i

    i

    i

    i

    2

    1

    *ie

    EDCBA

    wvu

    , (43)

    ,min* = Rei 0. (43) . (24)- (25).

    1. .., .. -

    - // . 1998. . 358. 6. . 763-764. 2. .., .. . .: -, 1992. 366 .

    . ., . . (, . , ) The idea and the concept of the analysis vibration systems providing is stated on the basis of the mathematical device, theoretical positions of fluctuations of complex {difficult} dynamic systems. Modules of applied programs of mathematical penning of the experiment for re-search vibroloading are developed.

    ( -

  • 59

    ) -, . - - ().

    , , - , , , , . [1]. : - , , - , (), , , , () [1]. , . . : , . ., , -. .

    - , .

    , , , - . , , - . , .

    . . , - ( )nxxxY ,,, 21 K :

    ....;;;;

    ;;;;;;;;1

    1312221122

    2

    222

    211221100

    nnmnnnn

    nnnn

    xxXxxXxxXxX

    xXxXxXxXxXxX

    ++

    ++

    ====

    ======= KK

    ,

    : XBY = . (1)

    (1) ,...2211 mcmccocc bxbxbxby ++++= (2)

    +++==+=

    n

    iiiicji

    n

    jiijc

    n

    iiicocc xbxxbxbby

    1

    2

    1.

    -

  • 60

    , - . , .

    - () ,

    ==

    n

    iii xKP

    1min , (3)

    ix ;

    iK .

    () () -. (2) :

    ( )

    =

    =

    =

    *

    11

    21

    ;min

    0,,...,,

    XXxKP

    aXXXf

    in

    i

    n (4)

    (4) (2)

    *0*; ybayy == . y

    . . , - - .

    .

    , , :

    =

    =++=++

    =

    n

    iii

    rnnrrr

    nn

    xKP

    axbxbxbaxbbxxb

    1

    2211

    1221111

    min

    ......

    (5)

    (5) -

    . , -. , , X , , - . - 1y , - . . - .

  • 61

    . :

    ( )( )

    ( )( )

    =

    + ,...,;,...,

    ..................................;,...,

    ;,...,

    211

    21

    2212

    2111

    Pxxxfaxxxf

    axxxfxxxoptfy

    nr

    rnr

    n

    n

    ,

    (6)

    1f 1y ;

    rfff ,,, 32 K 1r ;

    1+rf ;

    raaa ,...,, 32 ; -

    ( ). -

    , , ( ) . -

    , - X .

    , , - . - .

    - , - ( 1).

    , . - , , . - , .

    1.

    -, /2

    ,

    , /

    ,

    , /2,

    x1 x2 x3 y 2,05 65 3398 0,45 1,12

    0,15 15 32 0,15 0,12

    1,9 50 3366 0,3 1 2,2 80 3430 0,6 1,24

  • 62

    0-4 , -. , - lI . - . - , :

    321 3168,0012,00133,0565,1 xxxy = . -

    (), 2 4 , 0,4, - .

    . , , - . -, , .

    : 1. . ., . ., //

    - // . 2003.. 47, 6. 2. . ., . ., . . // . .: , 1976. 280 . 3. . / . . . . .: , 1983, 392 .

  • 63

    -

    .. (, . , )

    In given work are considered questions of the syntheses of the new class technology fabrica-tions product machine building, which are identified function oriented. It is designed new principles of the syntheses designed technology. The general methodology of the creation these technology is offered. It is installed that technology data can serve the base of the crea-tion nanotechnology. They are brought main particularities and features designed technology. , - , - , - [1, 2, 3, 4, 6, 7]. , , - - [1, 2].

    - - [1] , , , . , , , , , , . - - , - / - . , - , .

    , - , . - - . , - , , . , - - . - , . -- -

  • 64

    . - , , - .

    , - () . , ( 1,

    2, ..., N) - - (. 1) , : - , - - , - -

    , - , - , - , - . - - , . 2: 1. . . .

    2. , , , , - .

    V W 1 2 3

    i= N1, 2, 3, ..., . 1.

    . 2. - -

  • 65

    Dj

    Dj1

    Dj2

    Dj3

    DjZ

    1

    1

    1

    1

    1

    1

    1

    T

    T

    T5

    T

    T

    T

    T1

    2

    3

    4

    6

    7

    . 4.

    3. - . - -, - . 4. - - . 5. - . - - (. 3)

    . -, - -. - - -,

    . - - jD - { }jZjjj D...,,D,DD 21= , - , - - - . . 4 -, - : - (- ), ( ), - ( ), - ( - ), -, -, .

    . 3. -: ,

  • 66

    , 7654321 T,T,T,T,T,T,T . , zjD - zjF -

    zjD , (. 5). jD - -

    jF . -

    - , , , , - -. , - ,

    }m,...,m,m{M 21= , }e,...,e,e{E 21= }i,...,i,i{I 21= , ttt i,e,m -

    I,E,M . . - ( ) :

    )}dldl(),i,e,m{( vttttTS ;

    )}dldldl(),i,e,m{( wvttttTV ,

    TS TV - , ;

    )i,e,m( ttt - , - t;

    )dldl( vt )dldldl( wvt - - w,v,t , . - :

    -

    )}dldl(),i,e,m{( vtp

    tttt

    SL =1

    1 , )}dldldl(),i,e,m{( wvtp

    tVL

    ttt =1

    1 ;

    -

    Dj

    Dj1

    Dj2

    Dj3

    DjZ

    F

    F

    F

    F

    j1

    j2

    j3

    jZ

    Fj

    . 5. - -

  • 67

    )}dldl(),ti,te,tm{( vttSL

    =12 , )}wvt

    tVL dldldl(),ti,te,tm{(

    =

    12

    ; -

    vtt

    dl}dl),i,e,m{( tttSL

    =13 , wvt

    tdldl}dl),i,e,m({ ttt

    VL

    =13 ;

    SLk VL

    k k- - , ; p t- .

    - , : -

    )}dldl(),i,e,m{( vtt

    r

    vv,tv,tv,t

    pSS

    == 111 ,

    )}dldldl(),i,e,m{( wvtt

    r

    vv,tv,tv,t

    pVS

    == 111 ;

    -

    )}dldl(),i,e,m{( vttv

    v,tv,tv,tSS

    =

    = 112 ,

    )}dldldl(),i,e,m{( wvttv

    v,tv,tv,tVS

    =

    = 112 ;

    -

    )}dldl(),i,e,m{( vv

    tt

    v,tv,tv,tSS

    =

    =

    113 ,

    )}dldldl(),i,e,m{( wvv

    tt

    v,tv,tv,tVS

    =

    = 113 ;

    - -

    )}dldl(),i,e,m{( vtt

    r

    vv,tv,tv,t

    SS

    == 114 ,

    )}dldldl(),i,e,m{( wvtt

    r

    vv,tv,tv,t

    VS

    == 114 ;

    - -

    )}dldl(),i,e,m{( vtt

    r

    vv,tv,tv,t

    SS

    == 115 ,

    )}dldldl(),i,e,m{( wvtt

    r

    vv,tv,tv,t

    VS

    == 115 ;

    - -

    )}dldl(),i,e,m{( vttv

    v,tv,tv,tSS

    =

    = 116 ,

  • 68

    )}dldldl(),i,e,m{( wvttv

    v,tv,tv,tVS

    =

    = 116 ;

    SSk VS

    k k- - , ;

    )i,e,m( v,tv,tv,t - , - t v; r v- .

    - :

    )}dldldl(),i,e,m{( wvtp

    t

    r

    v

    g

    ww,v,tw,v,tw,v,t

    V === 111

    1 ,

    )}dldldl(),i,e,m{( wvttvw

    w,v,tw,v,tw,v,tV

    =

    =

    = 1112 ,

    )}dldldl(),i,e,m{( ww

    vv

    tt

    w,v,tw,v,tw,v,tV

    =

    =

    =

    1113 ,

    )}dldldl(),i,e,m{( wvtt

    r

    v

    g

    ww,v,tw,v,tw,v,t

    V

    === 1114 ,

    )}dldldl(),i,e,m{( wvttv

    g

    ww,v,tw,v,tw,v,t

    V

    =

    == 1115 ,

    )}dldldl(),i,e,m{( ww

    vtp

    t

    r

    vw,v,tw,v,tw,v,t

    V

    ===

    1116 ,

    )}dldldl(),i,e,m{( ww

    vttv

    w,v,tw,v,tw,v,tV

    =

    =

    =

    1117 ,

    )}dldldl(),i,e,m{( ww

    vtp

    tvw,v,tw,v,tw,v,t

    V

    ==

    =

    1118 ,

    )}dldldl(),i,e,m{( ww

    vv

    tp

    tw,v,tw,v,tw,v,t

    V

    =

    ==

    1119 ,

    )}dldldl(),i,e,m{( ww

    vv

    tt

    w,v,tw,v,tw,v,tV

    =

    =

    =

    11110 ;

    Vk k- - ;

    )i,e,m( w,v,tw,v,tw,v,t - -, - t, v, w; ( )wvt dldldl - t-, v- w- ; g w- . , , -

  • 69

    , . , - .

    - - - -, - . - , . 6:

    1. - , , . 2. - - . 3. , , - , - .

    . 6. - -

  • 70

    4. - - - . , - () ( ), - , (. 7,). , , : ? - , . - [5]:

    ;),TB(G)F(G: const11 = 1 - )F(G )TB(G ;

    )F(G - , ;

    )TB(G - . -

    (. 7,). : - ? - , . -:

    ;),TB(F)C(F: const22 = 2 - )C(F )TB(F ;

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    . -

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    ;),TB(M)F(M: const33 = 3 - )F(M )TB(M ;

    )F(M - ; )TB(M - , -

    .

  • 71

    -- -

    . 7. , - - : , ; , ; , ; ,

  • 72

    (. 7, ). : - ( ) - ? , - - - . -:

    ;)z,y,x(f,dFdC: const44 = 3 - dC dF , - z,y,x ; dC - ; dF - - . , - (. 8): - (. 8,); - (. 8,); - (. 8,).

    , - - , - .

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  • 73

    , 1- - (1) , 2- - (2) , 3- - (3) , - (Y). - 1- - . , -

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    , - . - -

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    y = Y1, 2, ..., i = N1, 2, ...,

    1

    2

    3

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    Z

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    A B+++

    +++

    =

    =

    .8)6102115725,2)(0029,05103)(0032,0510(

    ;81)6102115725,2)(0029,05103)(00287,0510*42510(

    )()()(

    ntgtnA

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  • 110

    , ( n t ; ) Microsoft EXCEL, MathCAD.

    . 2. - KKSH for nonnormal process

    . , -

    - , .

    , .

    : :

    , . . - , , - , .

    : ( - ).

    ( ). ( - - ).

    , , - , .

    : 1. .., .. - // . 2005. - 9. -

    .., .. (, . , ) At the design of the power loading arising up at delivery of coke, three areas of deformation of coke mass are examined: way of barbell during deformation; length of more compact is made mass of coke; area of the not deformed part. Length of the not deformed part is deter-mined from the condition of durability of coke the masses. At determination of length of more

  • 111

    compact is made mass distributing of tensions on its length is taken into account. The method of computation of the power loading is offered. , , - , . , [1 - 6]. , , [7 10], - . , , - - , - . , -, . , . 1. [11]:

    - () - 1L ;

    - 2L , , 3L . F3 L3 L2 - ( )( ) gf

    oHHtBL

    F = 2

    33, (1)

    ; t - , 20 30 [11]; ; - ;

    - ;

    g - ; f - .

    3L 2L , , 32 2L 3L [12].

  • 112

    ( )( ) HHtB

    F =

    =

    23

    32. (2)

    - .

    v

    L3 L2 L1

    t max

    L0

    .1. : - ; , - -

    L3

    (1) (2)

    gf

    o

    L

    =

    3, (3)

    - [13]

    =

    25,01

    2cos

    25,01

    LSkf

    xL

    LS

    kf

    x

    , (4)

    x - - ; fk , - ;

    S , - - .

  • 113

    x = L2 -

    25,01

    25,01

    maxL

    S

    kf

    LSkf

    += . (5)

    (5) , , L2 , k, f, S, . , (5). , ( )( ) ( )( ) 02302212 tBLLotBLLBL =+= , (6) (6) ,

    ( )( )

    BtB

    L

    Lo

    L

    2

    2

    3

    = , (7)

    L0 ; - L2.

    =2

    02

    1 LxdxL

    , (8)

    - L2 L3.

    - [14] . , - , - [11, 15].

    E

    = , (9)

    - ; E ; - .

    =

    10 , (10)

    - dx, - L2 L3. (9) , / = . (11)

  • 114

    (8) (10), (11) (4), (7), (12), L2.

    ( )( )

    =

    2

    0

    )/2

    (5,01[

    )2

    /cos()/2

    (5,01[1

    23

    L

    SLkf

    LxSLkf

    dxB

    tBL

    L

    .

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    2. (12) L2 .

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    ( )HHBF = maxmax , (13) -

    Fmax L1 - - . : 1. .. // . 1970. - 12. . 42 48. 2. .., .., . , - // . 1981. - 3. . 43 46. 3. .., - .., .. . - 41.6 3 // . 1987. - 2. . 10 15. 4. .., .., .. // . 2002. - 8. . 19 22. 5. .., .., .. // . - 1978. 10. . 18 20. 6. .., .., .. . - // . 1988. - 11. . 13 17. 7. .., .., .. // . 1976. - 7. . 28 32. 8. .., .., .. - // . 1975. - 1. . 18 22. 9. .., .., .. - -

  • 115

    // . 1996. - 11. . 22 25. 10. .., .., .. . - // . 2002. - 5. . 36 38. 11. .. , . .: -, 1963. - 388. 12. .., .., .. . - // - . . . . . . .: . 1976. - 51. . 54 57. 13. .., .. - // -: . . : , 2002. - . 22. . 23 27. 14. .., .., .. // . 1978. - 5. .129 136. 15. .., .. - . .: , 1987. 143. -

    .., .., .. (, , , )

    Basic principles of diversification of machine-building enterprise are considered. For the in-crease of efficiency of diversification the generalized index which shows the change of percent of income of enterprise at the change of volume of sales of commodity on 1% is offered. - , , -, , .

    [1,2] [3,4] : -, - , - .

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  • 116

    - , -

    .

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  • 117

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    , - - [8], - - , -.

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  • 118

    0

    ( )100% 100%( )( ) ( )100% 100%

    ( )

    f x x FCf x FCL x f x x

    f x

    +

    =+

    ,

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    , -: ; ; ; .

    , k .

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    i - , 1,i k= ; 1 2( , ,..., )kH h h h= - , ih

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    - :

    1. , : ( )D X C H= .

    2. : ( )i i i id x c h= .

    3. -:

    ( )( )

    i i i id x c hD X C H

    =

    .

    4. -:

    1 20 0 1 0 2 0( ( ), ( ),..., ( ))

    kkL l x l x l x= ,

    0( )i

    il x - i - . 5. :

    *0 0L L V= ,

    *0 0

    1( )

    ki i

    ii

    dL l xD=

    = ,

  • 119

    V 21 , ,..., kdd dVD D D

    =

    .

    . - - . , - .

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    , (1) (2) [7], - - .

    : 1. -

    - -, 1%..

    2. (1) (2) - - .

    : 1 .. . // (. . .) / . . .. . : , 1999. .18-39. 2. .., .., - .. . . : , 2000. 176 . 3. .., .., .. // . 2000. - 1-2. .98-109. 4. . - // . - 3. 1994. .79-82. 5. - / . .. . .: - . .. , 1997. 204 . 6. : . / .. .. . .: -, 1999. 200 . 7. .., .. - . : , 1990. 187. 8. .. . .: -, 2000. 288 .

  • 120

    .. (, . , )

    The method of the approached synthesis of 2 and control by the multichannel system, based on decomposition of initial movement of multichannel system on movements of the separate channels which are included in system is developed. Thus synthesis of 2 and control of multichannel system is reduced to consecutive synthesis of separate channels since the first basic power channel and finishing last low-power high-speed channel.

    , -, , - , . - , - - [2]. - , - .. [1]. , , - .

    - . . - , . - . [1] , - . - . - [2-3].

    - , - - [4-6].

    , .1. ( ) ( ) ( )ky...ky,ky n33231 -, , . nf...f,f 21 . ( )kFi .

    iw0 - ir , . i - ( )kui

  • 121

    ( )kiu , i - ( )kxuir , -

    . -

    ( )ki . - ( )kn n - .

    . 1. ( ) ( ){ }kyky i33 =

    r , - ( ) ( ){ }kyky i=

    r , ( ) ( ){ }kyky i=r ,

    ( ) ( ){ }kfkf i=r

    , ( ) ( ){ }kFkF i=r

    , ( ) ( ){ }kuku i=

    r , ( ) ( ){ }kk i =r

    { }iuu =

    r. ( )zw i0 -

    ( ) ( ){ }zwdiagzw i00 = . - - , - . - [7]. - . - .

    . - ( )kxr ( )kF

    r -

    . , , . -

  • 122

    - .

    ( )ky3r ( )kF

    r , , -

    , . -, ( )ky3

    r ( )kF

    r , ( )kr -

    . , , , , - , - . , , , . ( )kxr ( )kF

    r

    - .

    , .2.

    .2. ( )kx0

    r -, ( )kyr ( )kxu

    r ( ) ( ) ( )kuBkxAkx 0000 1 +=+

    rr , ( ) ( )kxCky 00=

    r , ( ) ( ) ( )kfkxCkx uuu

    rrr+= 0

    ( )kxlr ,

    ( ) ( )kxCkx ll 0

    rr=

    ( )kx3r ( ) -

    ( )ky3r

    ( ) ( ) ( )kwBkxAkx 33333 1

    rrr+=+ , ( ) ( )kxCky 333

    rr=

  • 123

    ( )kxFr

    ( )kFr

    -

    ( ) ( ) ( )kwBkxAkx FFFFFrrr

    +=+1 , ( ) ( )kxCkF FFrr

    =

    ( )k ( )ky3r

    ( )kFr

    . , - . 2.

    ( ) ( ) ( ) ( )kFkykykrrrr

    = 3 ,

    ( ) ( ) ( )kFkykyrrr

    += . , 2H H

    [4]. ( )kxr , - ( )kx0

    r , - ( )kx3

    r ( )kxFr

    ( ) ( ) ( ) ( ){ }TTFTT kx,kx,kxkx rrrr 30= ( )kwr ,

    ( )kw3r ( )kwF

    r , ( )kx3

    r ( )kFr

    , ( )kfr

    ( )kr ( )kfur

    ( )kxur : ( ) ( ) ( ) ( ) ( ){ }TTuTFT kf,kf,kw,kwkw rrr 3= . ( )kyr , - ( )ku

    r ( )kxu

    r :

    ( ) ( ) ( ){ }TTuu kx,kky rrr = . ( )kzr ( )kr , ( )kxl

    r

    ( )kur ( ) ( ) ( ) ( ){ }ku,kx,kkz Tl rrrr = . -

    [7]. - 2H 61012 , 2. - - . -, 521 1012

    = . 2, 62

    2 1062= , 2.

    : 1. .., ..

    - . . : . 2005. - 59. .17

  • 124

    25. 2. .. - . // . . - 2003. - 2(17). - .62-65. 3. .. - . // . . . : .- 2003. - 10. 1. - .321-322. 4. Limebeer D., Green M., Walker D. Discrete Time H control Proc. Of Conf. on Decision and control, Tampa, Fl., Dec. 1989. 5. Khar-gonekar P., Petersen I., Rotea M., H ptimal control with state feedback , IEEE Trans. Automat. Contr., AC 33, pp.783 786, 1988. 6. J.Doyle, K. Glover, P.Khargonekar, and B. Francis, State space solutions to standard H2 and H control problems. IEEE Trans. Automat. Contr., AC 34, no 8. pp.831 847, Aug. 1989. 7. .., .., .. . , .2005. 511.

    , Fe-Si-C

    . ., . ., . ., . ., . ., . ., . ., . .

    ( ... , . , ) The results of studies of powders of diamond synthesized in Fe-Si-C system are presented in this paper. These powders are heterogeneous and consist of grains of different series from AC2 to AC50. But strength of diamond of all grain sizes corresponds to AC6 series. Quantity of intracrystalline inclusions varies from 7.2 % to 1.8 %.

    - - . , - - (Fe, Co, Ni).

    , Fe-Si- [1, 2] Fe : Si = 14 : 1. 30-36 % ( ).

    , - , 3292-95 .

    3 , . , ..., - BS-340 [3]. , - ( ), - ( ) , .

  • 125

    , - , , - , .

    - , , ....

    . 1.

    , , -, 160/12563/50. - 6. 17 28 %, - .

    0

    5

    10

    15

    20

    25

    30

    40/0

    50/40

    63/50

    80/63

    100/8

    0

    125/1

    00

    160/12

    5

    200/1

    60

    250/2

    00

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    50

    ,

    , % (

    )

    .1.

    ( ) . 2

    , 2 4. 15 20 10-15 % ( ).

    0

    5

    10

    15

    20

    25

    30

    35

    2 4 4 15 20 32 50

    , % (

    )

    .2. , Fe-Si-C

  • 126

    . 3 2 - 160/125 63/50.

    . 3 , 2 - : , - 2.

    0

    5

    10

    15

    20

    25

    30

    35

    40

    45

    63/50 80/63 125/100 160/125

    ,

    , % ( )

    . 3. 2

    - -

    . 1. - -

    . . .,

    .10-8 3/

    , % ( ) . . .

    , % ( )

    . . .

    , 10-8 3/

    200/160

    1- . 2- . 3- .

    25.0 50.6 24.4 100.0

    1890 300 134 418

    542 205 131 231

    - -

    160/125

    1- . 2- . 3- .

    16.5 61.2 22.3 100.0

    1318 284 136 342

    630 234 123 226

    6.964 3.115 2.252

    -

    9053 7528 5483

    -

    125/100

    1- . 2- . 3- .

    15.3 54.9 29.8 100.0

    1050 263 106 268

    629 198 106 209

    7.241 3.383 1.841

    -

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    -

    100/80

    1- . 2- . 3- .

    18.6 48.6 32.8 100.0

    977 251 92 244

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    - -

    80/63

    1- . 2- . 3- .

    10.6 56.1 33.3 100.0

    910 254 81 187

    550 210 80 150

    6.902 3.698 2.054

    -

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    -

  • 127

    , ,

    Fe-Si-, . - . , 3,51,5 , 10 %. , - , - - , .

    (. .) 160/125, 125/100 80/63 - .

    - , [4]. , -, , -, - .

    . 4 160/125.

    0

    5

    10

    15

    20

    25

    30

    35

    40

    45

    50

    =530*10^-8 =234*10^-8 =123*10^-8

    , % (

    )

    24615203250

    .4.

    160/125 . 4 , -

    2 50. , = 234.10-8 3/ = 123.10-8 3/, 2 36 %, (=530.10-8 3/) 21 %.

    , 44 %, .. 2 , -, .

    . Fe-Si- -

    ,

  • 128

    2 15.

    : 1. . ., . ., . . -

    Fe-Si-C. // . . 1999. - 3. 914. 2. . ., . ., . . - . .: , 1978. 208 . 3. Woods G. S. Investigation of stacking fault and microtwin in synthetic diamond. Philos. Mag. 1971, vol 23, P. 473-484. 4. . . . . . . : . , 1987. . 85-98.

    -

    .., .., .. (, )

    The important problems of using of Ukrainian language in educational process for interna-tional region are considering.

    . , .

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    - .

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    XVIII . . XIX XX - ,

  • 129

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    , : - ( , -), ( ), ( - ), (), - ().

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  • 130

    , , . , , , -, , - . . - .

    : ()

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  • 131

    : - - 2, 3, 4 ( -

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    - , , , , , . , , , -, , -. , .

    : 1. .., .., .. .// V VI - -. , 2005. .155-157. 2. .., .., .. .// . XII - - XXI , 2. , 2005. .280-284.

  • 132

    .., .. (, . , ) The communication and information processes in the system of management of machine building enterprises are considering. The criterions of quality of decisions are analyzing.

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    - .

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  • 133

    . . - [3, . 28]. - - .

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  • 134

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  • 135

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  • 136

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    Are examined questions of an increase in the quality indicators of the reinforced surfaces of the details of technology by application in the technological process of the surface hardening of ecologically clean gaseous media. Is proven the expediency of using as the medium oxygen, which leads to an increase in the microhardness of the reinforced surface and the exception of adhesive phenomena.

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