proceedings of the tsu. tehnichesskie science. issue 11. 2013. tula state university

400
Министерство образования и науки Российской Федерации Федеральное государственное бюджетное образовательное учреждение высшего профессионального образования «Тульский государственный университет» ISSN 2071-6168 ИЗВЕСТИЯ ТУЛЬСКОГО ГОСУДАРСТВЕННОГО УНИВЕРСИТЕТА ТЕХНИЧЕСКИЕ НАУКИ Выпуск 11 Тула Издательство ТулГУ 2013

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  • ISSN 2071-6168

    11

    2013

  • ISSN 2071-6168

    621.86/87

    . . . 11. : - , 2013. 400 .

    - ,

    , , - -

    , -

    , , , , , -

    , ,

    ,

    , -

    , -

    .

    , -

    , ,

    .

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

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

    ..

    27851

    , ,

    , 2013 , 2013

  • 3

    15-

    9 2013 . 15 - ( 691 9 1998 .).

    : 200100 , -

    - ; 201000 , -

    .

    200100 , , - , .

    , - ():

    - , , , . 12 : -

    , , ..; .., .., .., .., .., .., .., .., .., .., .. ., . , .., .., .., .. ( 2010 .), .. ( 2009 .).

  • . . 2013. . 11

    4

    60 20- , -. - 9- 8- -.

    427 , 71 , 382 , 7 ; 17 , 5 , 5 , 340 , 63 . - 3 , 170 , - 275 .

    - -:

    -- ;

    - ;

    , - ;

    ( () ; ; ; ).

    5 ( ), , , 1254 . . (114 ). 3 ( .., ..); ( ..); ( ) ( 1476 7.04.2005 . 30.12.2004 .); 28.12.2006 812-37 ; . - .

  • 5

    5 .., .., .., .. . .. ; .. -2010, I- - , . .. , 2- , , , , , ; .., .. . .. ; .. , . .., ; .., .., .., .., .. 300 , .. 3- - , .. . ; .. . ( 15 ) .

    - . . 30 .

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

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

  • . . 2013. . 11

    6

    (- ).

    , - , . , - .. , - , - , 1- 2- ; .. - , - , 3- ; .. - , - .. - , , , 1- 2- ; .. - , ; .. - - - , 4- 5- ; .. ; .. - ; .. -, , 1- 2- .

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

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

  • 7

    , ( -), , -.

    . , - . , .,

    ..

  • . . 2013. . 11

    8

    681.2

    ,

    .. , ..

    , -

    .

    ,

    .

    : ,

    , .

    () , - (), - (), ( ). () [21], - (), () . , , - . - - .

    , - , [10, 20 .], - , , - - .

  • 9

    - - . , , - . - , - [13], .

    , , .

    . - , - -350 [22] ( ).

    -

    , . [19] () -90.02 [9]:

    6378136=a , 25784,298/1= ,

    60,006694362 22 =e , 6356751= aab .

    7803284,9=eg /2 510292115,7 = /. [8].

    -90.02 OXYZ (. 1), O , O Z - , OX , XOZ -, OY OX OZ .

    OXYZ , H - . (. 2, 3), , ,

  • . . 2013. . 11

    10

    OXgYgZg, O , OXg

    , OYg

    , OZg . OXgYgZg - OXgYgZg )0( . OXYZ, - - OXgYgZg, OX , OY , OZ OX OY , (. 2). . 2 , : , , . - . - - , , - . - (. 3) 0d . - Y Z , - .

    . 1. OXYZ OXgYgZg

  • 11

    . 4 - .

    . 2. OXgYgZg OXYZ,

    . 3.

  • . . 2013. . 11

    12

    . 4. :

    cx ,

    cy ,

    cz ,

    ,

    y , z - ; t - ,

    ; )0( , )0( , )0( )0( - , , ; h - ,

    ; R - , ; R -

    ; 1R 22R - , ; 0g -

    ; 0 , 1 , 2 , 3 - - ( ); 0

    cx , 0

    cy , 0

    cz - ;

    cx ,

    cy ,

    cz -

    ; , , - , ; D , H , E - (, , )

    , , - . , - , , . , - [3]. [14 15]. , , .

    - -

  • 13

    . [4] ( ). . , - - [4], - [5]. , , [16] - [17].

    , , - , ( )0(0 , )0(1 , )0(2 , )0(3 ), 0

    cx , 0

    cy , 0

    cz ,

    ( 0g ) R , R 1R , . :

    ( )0 , , )0( , )0( )0( . t

    . , , . , t , - . , t [12]. , 20=t .

    t - , . . :

    cx ,

    cy , cz ,

    , y z , -

    , , - D , H E (, ).

    . 5 . , -

  • . . 2013. . 11

    14

    [1, 11]

    )0(sin1 22 =

    e

    aR ; ( )

    ( ) 23222

    )0(sin1

    1

    =e

    eaR ;

    ( )( ) )0(cos1)0(sin 1 22222

    1+

    =

    e

    eaR ; )0(2)0( 122122 HRHRR ++= ; (1)

    ( )0cos=gX ; )0(sin= gY ; 0= gZ ; ( ) ( ))0()0()0()0(2)0()0()0()0( 231023222120 +++= gg YXX ;

    ( ) ( ))0()0()0()0()0()0()0()0(2 232221201023 ++= gg YXY ; ( ) ( ))0()0()0()0(2)0()0()0()0(2 20313021 ++= gg YXZ . (2)

    . 5. : cx

    a)

    , cya

    ),

    cza)

    , cx

    )

    , cy

    ),

    cy)

    -

    ; gX , gY , gZ , X , Y , Z - ; gYg -

    - (11)

  • 15

    ( )

    += 2

    2

    21

    12

    22

    21

    0 1)0(cos)0(cos)0()0(cos)0(RRRH

    RRgg

    gY , (3)

    , - -90.02 [2]:

    ( )( ))0(2sin0000059,0)0(sin0053024,01 220 += egg .

    ccXxx =

    )0 ; cc

    Yyy =)0 ;

    ccZzz =

    )0.

    - :

    = )0(arcsin)0(

    g

    c

    Y

    x

    ga)

    ;

    =

    c

    c

    y

    z

    a

    a)

    )

    arctan)0( .

    - [6]:

    .

    2)0(

    cos2

    )0(cos

    2)0(

    sin2

    )0(sin

    2)0(

    sin2

    )0(cos)0(

    ;2

    )0(cos

    2)0(

    sin2

    )0(sin

    2)0(

    sin2

    )0(cos

    2)0(

    cos)0(

    ;2

    )0(sin

    2)0(

    cos2

    )0(sin

    2)0(

    cos2

    )0(sin

    2)0(

    cos)0(

    ;2

    )0(sin

    2)0(

    sin2

    )0(sin

    2)0(

    cos2

    )0(cos

    2)0(

    cos)0(

    3

    2

    1

    0

    +

    =

    +

    =

    =

    =

    , , -, -90.02, , -, R , R 1R -. .

    . 6 .

    , - : - ( 60 20 /). .

  • . . 2013. . 11

    16

    . 6. : 1 ; 2

    - , , - 0,20.

    . 7 . -

    0ccc x

    xx= ; 0

    ccc yyy= ; 0

    ccc zzz= ;

    ( ) += cos&gX ; ( ) += sin&gY ; = &gZ ,

    , , (2) )0(i

    3,2,1,0=i i , - :

    ( ) ( ) ( )( )( ) ( ) ( )( )( ) ( ) ( )( )( ) ( ) ( )( ) .

    21)0(

    ;21)0(

    ;21)0(

    ;21)0(

    021033

    013022

    032011

    032100

    ++=

    ++=

    ++=

    +=

    t

    ZzXxYy

    t

    YyZzXx

    t

    XxYyZz

    t

    YyXxZz

    dt

    dt

    dt

    dt

    ccc

    ccc

    ccc

    ccc

  • 3

    . 7. : xc

    a , yc

    a , zc

    a , gXa , gYa , gZa -

    ; X ga ,

    Yga ,

    Zga -

    ; NV& , V& , EV& , NV , HV , EV - , ; NV , EV -

    17

  • . . 2013. . 11

    18

    -, , [6] .

    , , -, 1800, 900:

    ++

    =

    K21arctg2 2

    220

    2130 ; ( )[ ]10322arcsin += ;

    ++

    =

    K21arctg2 2

    320

    3120 ; )0(= ,

    ( )2103241 +=K .

    , , (. 3),

    xca ,

    yc

    a , zc

    a -

    ( ) ( )( )220 ZzYyxx cccc daa ++= ; ( ) ( )( )YyXxzyy ccccc daa += &0 ; ( ) ( )( )ZzXxyzz ccccc daa += &0 ,

    cz

    & c

    & -

    . - ,

    cy& cz&

    , - .

    gXa , gYa , gZa -

    : ( ) ( ) ( )( ) ( ) ( )( ) ( ) ( ).22

    ;22

    ;22

    23

    22

    21

    2020313021

    201323

    22

    21

    201023

    3012103223

    22

    21

    20

    ++++=

    ++++=

    ++++=

    z

    y

    xgZ

    z

    y

    xgY

    z

    y

    xX

    ccc

    ccc

    cccg

    aaaa

    aaaa

    aaaa

  • 19

    , - [1],

    ++

    ++

    =

    sin2

    2E

    EHNX VtgHR

    VHR

    VVa g ;

    gg YEEN

    Y gVHRV

    HRV

    a ++

    +=

    cos2

    22;

    ++

    ++=

    sin2cos2 NNEHEH

    Z VtgHR

    VVHR

    VVVag ,

    NV , EV , HV - - , , - gYg

    (3) 22R - (1) )0(H .

    - , ( , - ):

    XXN gg aaV =

    & ; YY gg aaV =& ; ZZE gg aaV =

    & ;

    ( )= t NN dtVV0

    & ; ( )= t HH dtVV0& ; ( )= t EE dtVV

    0&

    .

    - ,

    ( )( ) ( )( )0sin0cos = ENN VVV ; ( )( ) ( )( )0sin0cos += NEE VVV , :

    ( )=t

    N dtVD0

    ; ( )=t

    H dtVH0

    ; ( )=t

    E dtVE0

    .

    , .

    - [1]:

    HRVN

    +=

    & , ( ) += cosHR

    VE&.

  • . . 2013. . 11

    20

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

    , -, , - , [18], . , [10], .. , , - , . - , . 8.

    . 8. ,

    . - 0 0& . -

    = &x , = sin&y , = cos&z , x , y , z -

    ,

    cx ,

    cy ,

    cz .

    , ozy cc=+ &22 , &&o - -

  • 21

    , .

    +

    =

    =

    22arcsinarcsin

    cc

    cc

    zy

    y

    o

    y

    &.

    - , .

    , , - , . - , . , - , - -, . , - [7]. - . 9. .

    . 9. : )(pW ;

    , - , ( )

    1 -

    ( ))(1 pW ; -

    , - , . , , 4- -

  • . . 2013. . 11

    22

    20.

    : , - , . , - , . .

    - , , , 100 / 10-3 /2.

    1. .., .. - / . . . . .. . .: , 1999. 356.

    2. .. - // . . : - , 2013. . 6. .1. . 204-213.

    3. - / .. [ .] // - . . 2 (60). .; : , 2009. . 31 34.

    4. - - / .. [ .] // . 3 (62). : , 2008. . 53 59.

    5. .., .. - - , // . . : , . 11. . 2. 2012. . 130-137.

    6. .., .. - . .: , 1992. 280 .

    7. .., .. -

  • 23

    . .: , 1976. 312 . 8. . .

    . L1 L2 ( 5.1). : - . 2008. 74 .

    9. 51794-2008. . . - . .: , 2009. 19 .

    10. - , / .. [ .] // -. 2009. 1. . 9-21.

    11. .., .. . .: , 1968. 236 .

    12. -320 - -100. , - / .. [ .] // . 2007. 3 (58). . 3-19.

    13. .. -. : , 1995. 280 .

    14. . 2140088 , 6 G 01 P9/02. - / .. , .. , .. / . 20.10.99. . 29. 04.12.98.

    15. . 2337316 , G 01 21/16. - / .., .., .., - .. / . 27.10.2008, . 30. 11.12.2006.

    16. . 2282199 , G 01 P 9/02. / .., .., .., .. / . 20.08.2006. . 23. 28.03.2005.

    17. . 2456546 , G 01 21/00. - / .., .., .., .. / . 12.07.2012. . 20. 16.12.2010.

    18. . 2244262 , G 01 21/00. - / .. [ .] / . 20.06.2004. 27.12.2002.

    19. 28.07.2000 568 [- ] // : []. URL: http://base.consultant.ru/cons/cgi/online.cgi?req=doc;base=LAW;n=28045 ( : 04.07.2013). 20.06.2007 797- [ ] // : []. URL: http://news-city.info/akty/legalsystem-17/tekst-wo-civil-rossiya.htm ( : 04.07.2013).

    20. .., .., .. -

  • . . 2013. . 11

    24

    ( ). .: , 2003. 583 .

    21. - / . .. , .. . .: , 2009. 556 .

    22. -350 [ ] // []. URL: http://isense.ru/ru/index/ ( : 04.07.2013).

    , - . , ., [email protected], , , ,

    , . . , ., [email protected], , ,

    MATHEMATICAL MODEL CALCULATION OF COORDINATES SMALL-SIZED GUIDED AIRCRAFT WITH A SMALL TIME FLIGHT

    MOVE IN THE INITIAL PERIOD A BALLISTIC TRAJECTORY

    V.V. Savelev, M.B. Bogdanov

    The article presents the mathematical equations underlying algorithmic software strapdown inertial navigation system. The above system is used on board the aircraft ma-naged small-sized, low-flying, moving initially on a ballistic trajectory.

    Key words: strapdown inertial navigation system, a mathematical model, the para-meters of orientation and navigation.

    Savelev Valeriy Viktorovich, doctor of technical sciences, professor, [email protected], Russia, Tula, Tula State University,

    Bogdanov Maksim Borisovich, candidate of technical science, docent, [email protected], Russia, Tula, Tula State University

  • 25

    621.833

    ..

    -

    , .

    .

    : , , -

    , , , .

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

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

    12 21 = kkN ( 2,1 kk ) - [2].

    , - , .1., : d KK , - - ; ,T - - , 31,, KKK -

    , - ; K -

  • . . 2013. . 11

    26

    ; 1T - , .

    . 1.

    - . , 11 = ycocd KKK ,

    )1()()(

    0

    0

    2

    2

    +=

    pppp

    TK

    XY

    ,

    ;2/0 TKKK d = = 2/0 TT . -

    ,

    0122(

    )11(01)(1

    )(1)10 +

    +

    +=

    pTpTppTK

    pp

    X

    Y

    );1/( 1110001 TKKKK += ;1 1010

    011TKK

    TTT

    +=

    )1/()(2 1010010 1 TKKTTT ++= .

  • 27

    , ,011 TmT = m , (6>m>1).

    )1/(2 0001 mmTT += , )1()1(2

    01100 TKK m

    m

    +

    += .

    0 )1( 0110 TmKK + . 00111 2/)1(/ +== mTTm . -

    .

    ))(2()2(

    2

    )1(

    1

    22

    101

    2201011

    20

    0101120

    0

    1

    mm

    mmm

    mmmmmm

    Tmm

    c

    +

    +

    +

    - 1m , ,

    ,16 1

  • . . 2013. . 11

    28

    , 01,00 T =

    1 68,473

    2 6261503

    = KK

    K .

    , - - - 62,99 , - 2087,19 , - .

    , - , .

    , - - -.

    , - .

    , .

    1. .., .., .. . . .III. , , ./ . .. . M.: . ., 1980.

    2. .. - // . . 1981. 3. . 61-64.

    , . . , .,

    [email protected], , ,

    ACCELEROMETR COMPENCATION TYPE.

    V.V. Kuleshov

  • 29

    The structural method bandwidth extension accelerometer compensation type cov-ered feedbacks of different signs is considered. These relationships can be used to develop and stabilize the precision navigation systems.

    Key words: bandwidth, corrective links, topological synthesis, feedback, cutoff fre-quency, astatizm.

    Vladimir Kuleshov Veniaminovich, candidate of technical sciences, docent, [email protected], Russia, Tula, Tula State University

    378:371.3

    -

    .. , ..

    -

    -

    , -

    .

    : -,

    .

    2011 () - - - , - (. -). - . , 2011 - , , , 2013 , , , , , -, . , - . - , -. , , -

  • . . 2013. . 11

    30

    -- (. 1).

    . - . - . - 80 - . - - . , - : - , - . , , , . 2011 , - - 1520 %.

    1 -

    - ,

    -

    11ds116064 09:38 - 10:33 26 26 15 57 %

    11ds116070 09:37 - 10:45 26 26 14 53 %

    11ds116065 09:33 - 10:42 26 26 13 50 %

    - www.i-exam.ru , -

  • 31

    . . 2

    , 200100 , 201000 ( 1 - - 2011 ., 2 - - 2011 .).

    2

    ( )

    1 ( )

    2 (

    ) 200100 46 35 48 201000 48 38 50

    , - -, , - , - .

    , . . , ., [email protected], , , ,

    , . . , ., [email protected], , ,

    DIAGNOSTIC INTERNET TESTING FIRST-YEAR STUDENTS - EFFECTIVE FORM CONTROL AND TRAINING

    E.S. Belyanskaya, S.K. Tusyuk

    The technique of diagnostic testing Internet Tula State University students in the sub-jects of school course, an analysis of the results students of "Devices and Biotechnical Sys-tems" chair are considered.

    Key words: Internet diagnostic testing, testing first-year students.

    Belyanskaya Elena Sergeevna, candidate of technical sciences, docent, [email protected], Russia, Tula, Tula State University,

    Tusyuk Sergey Konstantinovich, candidate of technical sciences, professor, [email protected], Russia, Tula, Tula State University

  • . . 2013. . 11

    32

    316 (075.8)

    -

    ..

    .

    : , , -

    .

    -. , -: ( ), (- ), ( ), ( ). . 80% [1].

    - ( ), 24.06.2010., - , - - , - . - , -; , - [2].

    - , . - - -, , - , -

  • 33

    , - . - . 1.

    1

    1. ? ( 3 )

    1.1. , . 1.2. . 1.3. . 1.4. . 1.5. , , . 1.6. , .. 1.7. . 1.8.

    2. -, ? ( 3 )

    2.1. . 2.2. . 2.3. . 2.4. . 2.5. . 2.6. . 2.7. . 2.8.

    3. - , , ? 4. , -?

    4.1. . 4.2. . 4.3. . 4.4. . 4.5. . 4.6. . 4.7. . 4.8. ()

    5. ?

    6. ? 7. ?

    7.1. (). 7.2. (). 7.3. . 7.4. . 7.5. (). 7.6. . 7.7. . 7.8. . 7.9.

  • . . 2013. . 11

    34

    . 1

    8. - ?

    8.1. . 8.2. . 8.3. . 8.4. . 8.5. . 8.6. . 8.7. . 8.8. ,

    9. , ? 10. - . -?

    10.1. ? ? ?. 10.2 . 10.3. . 10.4. . 10.5. . 10.6. . 10.7. - . 10.8. . 10.9.

    535 - 2004, 2011, 2012 2013 . 2. 2004 , - , -, .

    2

    - % -

    2013 2012 2011 2004* 2013 2012 2011 2004

    1

    1.1 176 62 172 85,02 81,58 86,43 1.2 4 2 10 1,93 2,63 5,03 1.3 124 44 118 59,90 57,89 59,30 1.4 10 5 21 4,83 6,58 10,55 1.5 58 20 43 28,02 26,32 21,61

  • 35

    . 2

    - % -

    2013 2012 2011 2004* 2013 2012 2011 2004

    1

    1.6 37 23 46 17,87 30,26 23,12 1.7 84 39 107 40,58 51,32 53,77 1.8 25 6 19 12,08 7,89 9,55

    2

    2.1 121 37 126 58,45 48,68 63,32 2.2 23 5 24 11,11 6,58 12,06 2.3 99 47 123 47,83 61,84 61,81 2.4 24 5 31 11,59 6,58 15,58 2.5 11 3 7 5,31 3,95 3,52 2.6 9 2 11 4,35 2,63 5,53 2.7 45 12 30 21,74 15,79 15,08 2.8 5 2 5 2,42 2,63 2,51

    3 3.1 39 17 50 18,84 22,37 25,13

    4

    4.1 9 2 13 4,35 2,63 6,53 4.2 2 0 7 0,97 0,00 3,52 4.3 31 14 34 14,98 18,42 17,09 4.4 1 0 2 0,48 0,00 1,01 4.5 1 1 1 0,48 1,32 0,50 4.6 1 2 0 0,48 2,63 0,00 4.7 3 0 1 1,45 0,00 0,50 4.8 4 1 8 1,93 1,32 4,02

    5 5.1 25 5 25 8 12,08 6,58 12,56 15,09 6 6.1 94 24 86 6 45,41 31,58 43,22 11,32

    7

    7.1 8 2 8 3,86 2,63 4,02 7.2 11 6 11 5,31 7,89 5,53 7.3 6 3 10 2,90 3,95 5,03 7.4 14 4 15 6,76 5,26 7,54 7.5 2 1 5 0,97 1,32 2,51 7.6 21 7 22 10,14 9,21 11,06

  • . . 2013. . 11

    36

    . 2

    - % -

    2013 2012 2011 2004* 2013 2012 2011 2004

    7

    7.7 28 10 30 13,53 13,16 15,08 7.8 21 8 23 10,14 10,53 11,56 7.9 20 6 13 9,66 7,89 6,53

    8

    8.1 45 15 36 5 21,74 19,74 18,09 9,43 8.2 58 16 55 12 28,02 21,05 27,64 22,64 8.3 4 0 5 1,93 0,00 2,51 8.4 79 30 70 37 38,16 39,47 35,18 69,81 8.5 10 8 14 4,83 10,53 7,04 8.6 61 29 73 24 29,47 38,16 36,68 45,28 8.7 34 12 54 0 16,43 15,79 27,14 8.8 28 9 44 13,53 11,84 22,11

    9 9.1 109 52 140 20 52,66 68,42 70,35 37,74

    10

    10.1 19 11 15 9,18 14,47 7,54 10.2 62 14 59 29,95 18,42 29,65 10.3 1 1 12 0,48 1,32 6,03 10.4 15 9 19 7,25 11,84 9,55 10.5 56 10 47 27,05 13,16 23,62 10.6 11 0 11 5,31 0,00 5,53 10.7 33 8 18 15,94 10,53 9,05 10.8 9 0 4 4,35 0,00 2,01 10.9 1 0 72 0,48 0,00 36,18

    10.10 0 0 9 0,00 0,00 4,52 207 76 199 53

    *- ( ).

    . 1-5 - ( ) - . - , -

  • 37

    . - 20-30 . - , 50-60 -.

    . 1. ?

    . 2. , ?

  • . . 2013. . 11

    38

    . 3. ?

    . 4. ?

  • 39

    . 5. ?

    . .. ( ) 2- -, 2012 1- . , 2004 , , , . , - . , - , ( 10 ), .

    . 62 , , - , , - -, , . .. , - , 1- . - , ??? -

  • . . 2013. . 11

    40

    . XI 4- . 2012 - ??? - , [3]. , , -.

    , , , - , . - .

    1. .., .. -. .: -, 2004. 768 .

    2. / . .. . .: -, 2008. 696 .

    3. .., .., - .. - // -. . . . : - , 2012. .11. .2. . 246-250.

    , . . , ., [email protected], , ,

    SOCIOLOGICAL RESEARCH STUDENTS FIRST COURSE - PART OF EXTRACURRICULAR WORK IN HIGH SCHOOL

    N.S. Tarhov

    The results of sociological research first-year students of the Faculty of Automatic Control Systems TSU are considered,

    Key words: opinion poll, survey, extracurricular educational work.

    Tarhov Nikolay Sergeevich, candidate of technical sciences, docent, [email protected], Russia, Tula, Tula State University

  • 41

    378:339.138

    ..

    -

    -. -

    .

    : ,

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

    , - - , -; ; , - .

    - . - , - , , . . .

    , - .

    , - . - . , .. -.

  • . . 2013. . 11

    42

    , , , -, - - .

    TNS ( ) 2013 - ( 80 %). 30 41 % , -. - 100 . 41 % [5].

    2013 5 (35 -, 30,7 .), Mail.ru (31 , 28 .), Vk.com ( 27,9 .), Odnoklassniki.ru (19 ) Google (ru+com, 13,6 .).

    (- ) 48 % 100 799 , 45 % 34 % -. - 18,4 . (49 %) . 2012 34 %. , , 6 16 % [5].

    25 44 . 48 % 46 % . , 76 % 18 24 .

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

    - -, - . -

  • 43

    - [2].

    (-) -, .. - . - (http://pbstulgu.ru). - , , , - , - ..

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

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

    ; ; ; -

    . -

    , , . -:

    - ;

    ( , -, , );

    ; (, )

    . ,

  • . . 2013. . 11

    44

    , - . , - . - - .

    1. .. // . 2005. 1. . 53-54.

    2. .. -// . 2012. . 12. . 57-62.

    3. .., .. // . 2012. 13 (149). . 228-231.

    4. . . . . . 2011. 3 (34). . 111-115.

    5. [ ]. : http://www.bizhit.ru/index/users_count/0-151, . . .

    , . . , ., [email protected], , ,

    SOCIAL NETWORKING AS A TOOL FOR CAREER GUIDANCE

    S.V. Antonenko

    In the article the question of brand promotion of educational institutions and educa-tional services in the Internet resources is considered. A method of using social networks to attract a wide audience of students is proposed.

    Key words: career guidance, promotion of social networks, marketing educational services.

    Svetlana Antonenko, candidate of biological sciences, docent, [email protected], Russia, Tula, Tula State University

  • 45

    681.324

    .. , ..

    .

    : , -

    , , -

    .

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

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

    , [3], - , - . - -

  • . . 2013. . 11

    46

    , - - .

    , , .

    - , , - , - :

    1) , ;

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    ; 6) , -

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    .

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    .

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

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

  • 47

    -.

    - , , - -.

    : -, .. - 20 %. ( -) 45 % , 15 %, 20 % .

    , , , , - , , - , - .

    7 - : 200100 -, 200401 200402 - - .

    , -, , - 200100, - . , . 2009 2011 . - . . , , , .. - 3,5 - 4. - , . 53 , - 61 [4]. 15 , , - ,

  • . . 2013. . 11

    48

    , , - , , 20 .

    - -

    --

    - .

    / .

    (.)

    --**

    // /

    . (. .)

    , . .

    . .

    . .

    - .

    . .

    . . .

    2013 200100 10/20 1/0/7/2 3.2 0 0 5 0 116 200401 10/11 5/2/2 3.8 2 2 6 0 130 200402 6/11 5/1/0 4.7 0 0 6 0 118

    2012 200100 10/20 2/5/3 3.9 0 1 0 0 111 200401 8/12 2/1/3 4.4 0 0 0 0 116 200402 9/11 7/2/0 4.9 1 0 0 3 109

    2011 200100 7/20 1/1/2 4 0 0 1 0 164 200401 10/12 4/4/2 4.4 0 1 4 2 160 200402 10/11 2/3/2 5 0 1 4 2 158

    2010 200100 11/17 4/3/3 4.4 4 0 0 1 164 200401 4/9 2/1/1 4.5 2 0 0 0 174 200402 8/9 5/0/2 4.9 0 2 0 1 142

    2009 200100 12/22 3/5/1 3.9 0 2 1 0 115 200401 9/12 4/3/2 4.8 0 1 2 2 121 200402 14*/11 7/5/2 5 2 6 2 2 126

    2008 200100 9/18 2/0/2 3.9 0 2 0 0

    . 200401 11/13 6/4/1 4.9 0 1 0 1

    . 200402 11/12 6/4/1 5 0 1 0 1

    .

    2007 200100 6/18 1/2/3 3.5 0 1 0 0 105 200401 8/13 3/5/0 4.8 3 0 0 2 126 200402 11/12 4/2/5 4.7 0 0 0 1 107 *- , ; **- -

    , . - -, .

  • 49

    , , , .. . - . - - .

    (1) (2)

    ( )

    , - [5], . , , . - . [6]. , -1 2008-2010 . - 200401 200402 -.

    - -, - .

    : , - - - , - .

  • . . 2013. . 11

    50

    1. : / . .. . .: -, 2008. 696 .

    2. 8.2.4-01-2010 [ ] // - : []. [2010]. URL: http://tsu.tula.ru/docs/ ( 1.07.2013).

    3. .., .., .., .. - () . : - , 2007. 32.

    4. .. -. .: . .. , 2012. 284 .

    5. .., .. - - // . . . - . : - , 2012. .11. .2, . 30-40.

    6. .., .. // - : . . IV- . .-. . / . .. . . 3 (186), : - . 2012. . 35-38.

    , . . , .,[email protected],, , ,

    , . . , ., [email protected],, ,

    TRAINING - HIGH QUALITY AND EFFICIENCY

    M.B. Bogdanov, N.S. Tarhov The problems of improving the quality of the preparation and execution of the final

    qualifying students graduate work are examined. Key words: Graduate work, pre-diploma practice schedule of the WRC, the final

    state certification of graduates.

    Bogdanov Maksim Borisovich, candidate of technical sciences, docent, [email protected], Russia, Tula, Tula State University,

    Tarhov Nikolay Sergeevich, candidate of technical sciences, docent, [email protected], Russia, Tula, Tula State Universit

  • 51

    (61+62):519.673

    .. , .. , ..

    - -

    . , -

    , -

    . -

    .

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    , .

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

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

    , - , ,

  • . . 2013. . 11

    52

    . - 2030 % , [1].

    - , - . , , , , , . .

    - () , , - . , -, .

    80 % - - [1]. , , - ( , ), - .

    , () - [2, 3], - [4].

    (. 1).

    . 1. .

    ( ). ( )

  • 53

    , - ; ; ; - ; ; VM , V - ; L V.

    - , - - ( 10 ) , - ( < 90 ) ( > 150 ) . 0,25 0,75 . . 1 , - , , , , - .

    - , .

    - , - . .

    1. : ),(sin30 tU

    =

    (t) , pi+=

    t dttt00

    )(2)( ; 0 = 0 ;

    >

  • . . 2013. . 11

    54

    ;1,0

    )1,0

    (1,02)(

    pi

    =

    tEtt ;

    0,5)25,0(2)( +pi= tt

    ;)()(75,0

    5,021 = dttt ;0625,0

    )75,0(6)(2

    2

    tt

    pi=

    ;1,0

    )1,0

    (1,02)(2

    pi+

    pi

    =

    tEtt

    .

    0,5)75,0(2)(2

    pi= tt

    3. :

  • 55

    . . 3.

    . 2. . : ,

    , ,

    . 3. : U ;

    ;

    ; ; ; ; - ; - ; - ;

    1 7 - ; L

  • . . 2013. . 11

    56

    . 3 . - , , . , - . - . , - , - . , - , VMX - VMK, , - , - , . , , - . , , - . , , , -. 0,25i 0,75i, i . , (3). UMX , , 2.

    - : , - .

    , , - , .

    - 2, . , , 6 (3 > 80 ), - 3 (1 > 160 ), - -. - , - . -, , ( ) 10 , 3 (2 > 330 ), . - , -

  • 57

    . -

    . -.

    : = ; = ; = ; = ; = ; = - ; = ; = .

    -

    k - , - y& .

    zk 2 cos 19, 2, zk 2 cos 21 (.1).

    , - (1) (3), - .

    ( )( )

    =

    =

    +=

    ,

    2cos

    sin2sin

    2cos

    ,cos][cos

    ,cossinsin

    z

    220

    2

    22

    zyzz

    z

    zyyyzyy

    zzyyz

    UKKU

    KKdtKU

    kKdtKU

    &

    &

    (4)

    , ; U , yU , zU ()

  • 71

    ; K , yK , zK ( ) - ; k (/) , y& ;

    yK , zK , .

    [2] (.2).

    .2.

    . - - (), - . - - - (, 941AS - , 25 , 2450 ) (, ADXRS620 Analog Devices, 0,5 ).

    , - .1 [8] Matlab. - .2. -

  • . . 2013. . 11

    72

    , .

    1 ,

    0 0Y 0Z

    , ai0 , /c 1 0,9 0,5

    0i , 1 0,5 1,5

    2 ,

    , .

    4,8 3 14,5 11 17 40 - 5,2 4,2 16 70 16 78

    - 5 4 13 22 14 50

    , - , - . - , - .

    1. .. -, / .. , .. // . , -, 2011. .80-86.

    2. / . .

  • 73

    , . ., , . . [ .]. .: , 1988. 240 .

    3. . . / .. - .: , 1975. 190 .

    4. .. / .. , .. . .: , 1961, 508 .

    5. .. . .1. / .. . .: , 1971. 567 .

    6. .. / .. . .: , 1989. 227 .

    7. .. - / ., , .. , .. // , 4. - , 2011. .4-11.

    8. .. -/ .. , .. . .: , 1973. 615 .

    9. . . / .. . .: , 1975. 190 .

    , . . , ., , , -

    ,

    , , , , -

    SYSTEM OF STABILIZATION AND GUIDANSE A LINE OF SIGHT WHICH EXTENDED FILD OF VIEW

    V.A. Smirnov, V.S. Zacharikov

    System stabilization and guidance providing extended range of horizon and vertical angles guidance was considered in this article. Errors of system stabilization and guidance of line of sight installing on board unmanned aerial vehicles was considered as a result mod-eling work system.

    Key words: stabilization system, guidance errors, targeting angles.

    Smirnov Vladimir Aleksandrovich, candidate of technical science, docent, Russia, Tula, [email protected], Tula State University,

    Zacharicov Vyacheslav Zacharovich, postgraduate, [email protected], Russia, Tula, Tula State University

  • . . 2013. . 11

    74

    621

    ..

    , -

    -

    () . - - .

    : , , -

    , .

    - () () - . - -, ( ), . - / GPS. , , , - .

    , - . , [6], ( - ( ) (- . ), , [1], [2], [3]. - , , [4, 5].

    , - .

    , - . - - .

    : gV , -

    () :

  • 75

    =

    Zg

    Yg

    Xg

    g

    V

    V

    V

    V . (1)

    gV , :

    =

    Zg

    Yg

    Xg

    g

    V

    V

    V

    V . (2)

    gV gV .

    [6], - , - , - .

    gV gV :

    222222*

    ***)cos(

    Zg

    YgXg

    Zg

    Yg

    Xg

    Zg

    Zg

    Yg

    Yg

    Xg

    Xg

    VVVVVV

    VVVVVV

    ++++

    ++= . (3)

    - , 10, , , , - .

    gV - (OXYZ)

    OXYZ - :

    X Y Z OXg

    11 12 13

    OYg 21 22 23

    OZg 31 32 33

  • . . 2013. . 11

    76

    = coscos11 ; = sin21 ; = cossin31 ; = sincoscossinsin12 ; (4)

    = coscos22 ; += sinsincoscossin32 ; += sincossinsincos31 ;

    = sincos32 ; = sinsinsincoscos33 ,

    ,, - , , . 1

    gV OX :

    222231

    221

    211

    3121111

    *

    ***)cos(

    Zg

    Yg

    Xg

    Zg

    Yg

    Xg

    VVV

    VVV

    ++++

    ++= . (5)

    2 gV OY :

    222232

    222

    212

    3222122

    *

    ***)cos(

    Zg

    Yg

    Xg

    Zg

    Yg

    Xg

    VVV

    VVV

    ++++

    ++= . (6)

    3 gV OZ :

    222233

    223

    213

    3323133

    *

    ***)cos(

    Zg

    Yg

    Xg

    Zg

    Yg

    Xg

    VVV

    VVV

    ++++

    ++= . (7)

    (5) (7) - gV - .

    , gV , . -

    , gV gV ,

    gV

    , gV - 5-7.

    gV - :

    1 gV OX :

  • 77

    2222*31

    2*21

    2*11

    *31

    *21

    *11

    1*

    ***)cos(

    Zg

    Yg

    Xg

    Zg

    Yg

    Xg

    VVV

    VVV

    ++++

    ++= . (5*)

    2 gV OY :

    2222*32

    2*22

    2*12

    *32

    *22

    *12

    2*

    ***)cos(

    Zg

    Yg

    Xg

    Zg

    Yg

    Xg

    VVV

    VVV

    ++++

    ++= . (6*)

    3 gV OZ :

    2222*33

    2*23

    2*13

    *33

    *23

    *13

    3*

    ***)cos(

    Zg

    Yg

    Xg

    Zg

    Yg

    Xg

    VVV

    VVV

    ++++

    ++= . (7*)

    *cos*cos*11 = ;

    *sin*21 = ; *cos*sin*31 = ;

    *sin*cos*cos*sin*sin*21 = ; (4*) *cos*cos*22 = ;

    *sin*sin*cos*cos*sin*32 += ; *sin*cos*sin*sin*cos*31 += ;

    *sin*cos*32 = ;

    *sin*sin*sin*cos*cos*33 = ; *** ,, - .

    (5) (5*), (6) (6*), (7) (7*) (4) (4*).

    , -,

    *** ,, . - *** ,, ,,

    .

    Mat , .

    .

  • . . 2013. . 11

    78

    , ,

    (1) (2)

    - .

    ( 12-08-00694-).

    1. .., .., ..

  • 79

    // XIII - , 2006. .142-144.

    2. .. -// .. . 2000. .43. 1-2. C. 48-55.

    3. 232 (SET-064), 2004.

    4. .. - // - XXI . : , 2003. . 209-216.

    5. .. - : . : - , 2011. 99 .

    6. .., .. .., .. - - - // . 2005. 6-7. . 90-95.

    , . . , ., [email protected], , ,

    CORRECTION OF THE POSSIBILITY OF SINS IN TESTIMONY ORIENTATION PARAMETERS ON SIGNALS OF ONE ANTENNA SNA

    AV Prohortsev

    Provided a method for compensating readings of strapdown inertial navigation sys-tem ( SINS ) Specify the orientation in which it suffices to information received from one an-tenna of satellite navigation system ( SNS) and the information from the SINS . This can sig-nificantly reduce the size of INS-GPS navigation system. Experimental studies have shown the effectiveness and efficiency of the proposed method of correction.

    Key words: orientation parameters , velocity vector, besplatfor mennaya - inertial navigation system , satellite navigation system

    Prohortsev Alexei Vjacheslavovich, candidate of technical sciences, docent, [email protected], Russia , Tula, Tula State University

  • . . 2013. . 11

    80

    616.8-073.7:004.9

    ..

    -

    . -

    , ,

    . -

    .

    : , , -

    , , ,

    .

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

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

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

    : - .

  • 81

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

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

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

    [2] . () , - . , (, - 300 , - ).

    () (, , . ) - , , . 50 100 , - , - , . . . , - , , ( ). , -

  • . . 2013. . 11

    82

    () 300 ( - , 300 ), , , , - , -. 300: - , . (25 50 ), . 300 - [1].

    [2], - , . 300. , 0,15 0,2 , N75 P100 - .

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

    - ; - () . . 1.

    . 1. : ; - ; ; ; - ; ; ;

    ;

    , - . -

  • 83

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

    . 2. : ,

    ,

    ; 1 4 ;

    :

    )1)(1(1)( 22 +++

    =

    TppTTphW ,

    , . , ,

    , . 3.

    . 3.

  • . . 2013. . 11

    84

    i bi . - , - , [2]. , .

    , - - .

    ( 40 -) - , , , , . - (, , , , , , ). . .

    - . - . - - .

    1. - / . .. , .. . .: -, 2001. 480 .

    2. .., .., .., .., .., .. - // 2240036 20.11.2004 .

    , , [email protected], , ,

    APPLICATION OF TECHNOLOGY FOR RECORDING EVOKED POTENTIALS IN THE DEVELOPMENT OF NEUROINTERFACES

    A.V. Tomashvili

  • 85

    The application of technology recording evoked potentials in developing neurointer-faces is shown. The paper considers a method and a device for registration of evoked poten-tials, based on the use of self-tuning filters, which distinguishes from the EEG dominant rhythm. The new material on the researched theme generalized.

    Key words: neurointerface, bioengineering system, electroencephalogram, the evoked potential, the self-tuning filter, the dominant rhythm.

    Tomashvili Anna Valeryevna, postgraduate, [email protected], Russia, Tula, Tula State University

    621

    ..

    -

    , -

    . , -

    -

    -

    -

    . ,

    , , -

    ,

    ,

    , ,

    .

    : ,

    , , , ,

    , .

    (), - - O0XgYgZg. .1 [1].

    - (), () ,

  • . . 2013. . 11

    86

    , , - , - .

    ( , , - )

    () (. .1)

    zg

    yg

    xg

    g

    a

    a

    a

    A = , (1)

    . 1. , : -

    ggg ZYOX ( ): O ; gOY -

    ; gOZ - ; gOX -

    ; - OXYZ : O ; OX ; OY

    , OX ; OZ

  • 87

    - - ( , , ) :

    .

    sinsinsincoscos

    sinsincoscossincossin

    sincoscoscossin

    sinsincossincos

    sincoscossinsin

    coscos

    ++

    ++

    =g

    :

    gTg

    z

    y

    x

    ACa

    a

    a

    A == , (2)

    TgC - ,

    gC . :

    AA

    a

    a

    a

    A

    z

    y

    x

    +==

    _

    _

    _

    , (3)

    z

    y

    x

    a

    a

    a

    A

    = - .

    , :

    ++

    ++

    =

    sinsinsincoscos

    sinsincoscossincossin

    sincoscoscossin

    sinsincossincos

    sincoscossinsin

    coscos

    g , (4)

    , , - , , .

  • . . 2013. . 11

    88

    [2] cgcgg CC += & , (5)

    c :

    =

    00

    0

    xy

    xz

    yz

    c ,

    x , y , z - . (5) , .

    :

    ggg ACA =_ , (6) (3): )(

    _

    AACA ggg += , (2) ACACA ggggg +=_ . (7)

    -

    ggg AAA __ = , (7))

    ACCACEA ggggg = )(_ , (8)

    100010001

    =E - .

    =

    t t

    zg

    t t

    yg

    t t

    xg

    g

    g

    g

    dtdta

    dtdta

    dtdta

    Z

    Y

    X

    00_

    00_

    00_

    . (9)

    (8) , :

    ggg ACEA = )(1_ ( );

  • 89

    ACCA ggg = 2_ , - , ( - ).

    .

    (8). .

    ;)()(

    )()1(

    331323121311

    321322121211

    311321121111

    131211_

    z

    y

    x

    zgygxgxg

    acccccc

    acccccc

    acccccc

    aaaa

    ++++

    ++=

    ++++

    +=

    y

    x

    ygygxgyg

    acccccc

    acccccc

    aaaa

    )()(

    )1(

    322322221221

    312321221121

    232221_ (10)

    ;)( 332323221321 zacccccc ++

    ,)()(

    )()1(

    333323321331

    323322321231

    313321321131

    333231_

    z

    y

    x

    zgygxgzg

    acccccc

    acccccc

    acccccc

    aaaa

    ++++

    +++=

    333231232221131211 ,,,,,,,, ccccccccc - gC ; 333231232221131211 ,,,,,,,, ccccccccc - gC .

    ,, 50, , 1cos = , 1cos = , 1cos = , =sin ,

    =sin , =sin . ,

    +

    +

    =

    1

    1

    1

    g . (11)

    (11) (10) - ,

  • . . 2013. . 11

    90

    ;131211_ zyxzgygxg acacacaaa =

    ;232221_ zyxzgxgyg acacacaaa += (12) zyxygxgzg acacacaaa = 333231_ .

    (5),

    , .

    =x , .

    =y , .

    =z .

    x=& , y= & , z= & .

    , dtt

    x = 0

    , dtt

    y = 0

    , dtt

    z = 0

    .

    (12)

    ;

    )()(

    131211

    00_

    zyx

    zgt

    yygt

    zxg

    acacac

    adtadta

    =

    += zgt

    xxgt

    zyg adtadta )()(00

    _

    ;232221 zyx acacac (13)

    zyx

    ygt

    xxgt

    yzg

    acacac

    adtadta

    =

    333231

    00_

    )()(

    (12) (13) , (.. ), , - . , - .

    (13) a

    xgxgxg aaa ___ += ;

    aygygyg aaa ___ +=

    ; (14) a

    zgzgzg aaa ___ +=

    ,

    iga _ - - , ;

    aiga _ - -

    , -

    (13)

  • 91

    ; i - x, y, z. (14). 001,0,, = zyx aaa /c

    2,

    10 (.. 0,017 ). , gC .. 1.

    . 1. : 100 /2,

    , 7,1

    __

    = xga /2; 001.0

    __

    = xga /2.

    2. : 0,2 /2, -,

    0034.0__

    = xga /2; 001.0

    __

    = xga /2.

    3. ( - ): 10 /2 , ,

    17,0__

    = xga /2; 001.0

    __

    = xga /2.

    4. : 0 /2, ,

    0__

    = xga /2; 001.0

    __

    = xga /2.

    , , , - - -. , - .

    , (14), (9) , - .

    (14) (9)

    agg

    t t

    xgg XXdtdtaX +==

    00

    _

    ;

    agg

    t t

    ygg YYdtdtaY +==

    00

    _

    ; (15)

    agg

    t t

    zgg ZZdtdtaZ +==

    00

    _

    ,

  • . . 2013. . 11

    92

    gi - i (i -X, Y, Z), - ; agi - -

    i (i -X, Y, Z), ; i - x, y, z.

    - Xg ( Yg Zg )

    aggg XXX +=

    , (16)

    ( (13))

    dtdtadtadtXt t

    zgt

    yygt

    zg

    =

    0 0 00)()( ;

    ( ) dtdtacacacX t t zyxag = 00

    131211 .

    (16) - . ,

    gX , -

    , , agX ,

    .

    ( ) . - X, Y Z [3].

    gX -

    t1 (16) ( , ):

    ++= dtdtaaXt

    t

    t

    txg

    axgg

    1 1

    )(__

    )()(11

    111

    __

    ++++ tga

    tgt

    ttxgt

    axg XXdtVV , (17)

  • 93

    =

    =

    ,)()(

    ,

    00_

    131211_

    zgt

    yygt

    zxg

    zyxa

    xg

    adtadta

    acacaca

    =

    +=

    1

    1

    1

    1

    02_

    01_

    ,)cos(

    ,)cos(

    t

    ta

    xg

    t

    ta

    xg

    dtaV

    dtaV

    ( )

    =

    =

    .)()(

    ,

    00 001

    001312111

    dtdtadtadtX

    dtdtacacacX

    t t

    zgt

    yygt

    ztg

    t t

    zyxtag

    (17) gX t1 -

    t - t; - gX ,

    ( xgV _ ) t1 - - t; - - gX , -

    t1 - t. .

    , .

    t1, , - t1, .. (17) - - ( 0

    1= a

    tgX , 0

    1=

    tgX ). ..

    gX

    += 1 11 1

    0 0_

    0 0_

    _

    t t

    xg

    t ta

    xggdtdtadtdtaX .

    - , t1

  • . . 2013. . 11

    94

    ( 01

    _

    =t

    axgV , 0

    1_

    = txg

    V ). gX t>t1 -

    t, .. (17) . .. gX

    +

    =

    t

    t

    t

    xg

    t

    t

    ta

    xggdtdtadtdtaX

    1

    1

    1

    1

    0_

    0_

    _

    ,

    . , -

    , t1 ( 010 = t , 010 = t ). -

    (17):

    ,)()(

    )()(

    1111

    1

    1

    1

    1

    00

    00

    00_

    zgtttygttt

    zg

    t

    t

    y

    t

    yyg

    t

    t

    z

    t

    z

    zg

    t

    yyg

    t

    zxg

    aa

    adtdtadtdt

    adtadta

    ++=

    =

    +

    +=

    ==

    10 t 10 t - ,

    t1, tt 1 , tt 1 - , t1 t. , - gX

    =

    t

    tzg

    t

    yygt

    zgdtdtadtadtX

    1

    11

    00_

    ,

    . , gX , ,

    , , .

    , - - - .

    -

  • 95

    130 , - - - (. 1).

    1

    12 10

    6 20

    3 30 , ,

    1 65

    , , - , , - . - .

    - . - () (. 2) ( , -11), .

    .2. . 3.

  • . . 2013. . 11

    96

    - . (.3), , . - : , - ; , ; - , . , , , , , , (. 2).

    2

    - -

    -

    -- -

    -

    - -

    -, -

    -,

    - 5 5 5 5 10

    - - 30 -,

    1200 556 110 98 40 84

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

  • 97

    .

    1. 20058-80. . , - . .: - , 1981. 52 .

    2. .., .., .. . .: - , 1996. 226 .

    3. .., .., .. // XIII - : . , 2006. . 142-144.

    , . . , ., [email protected], , ,

    STUDY OF THE EFFECTIVENESS OF VARIOUS TYPES OF CORRECTION OF READING SINS OF SIGNALS SNA

    A.V. Prohortsev

    An integrated system of orientation and navigation, you sokomanevrennogo - aircraft with a short flight , built -tion on the difference scheme aggregation is considered. Analytical dependences, giving a visual representation of the mechanism of reduction of errors IONS with various types of correction of reading strapdown inertial navigation system, in accor-dance with the signals of the equipment -hand navigation satellite system and to assess the effectiveness of various types of correction. It is shown that the introduction of correction by reading BINS orientation parameters of the aircraft defined by SNA, in addition to the posi-tion- speed correction can reduce the frequency of administration, or correction, while main-taining a predetermined accuracy, which is equivalent to an increase in reliability and im-munity IONS or improve positioning accuracy, for a given number of corrections.

    Key words: strapdown inertial navigation system, satellite navigation system, cor-rection, position, velocity, orientation parameters, efficiency.

    Prohortsev Alexei Vjacheslavovich, candidate of technical sciences, docent, [email protected], Russia, Tula, Tula State University

  • . . 2013. . 11

    98

    681.518.3

    ..

    ,

    . -

    .

    : , , , -

    .

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

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

    , - . - --. , , -

  • 99

    .

    , , -, [3]. , ,

    =

    +=N

    jjjj

    ba

    yxdxx1

    212 ])([)]([)( ,

    )( jx jx , 0> j , jy - , N- , . - j 0= j , ii yx = )( , .. jx - .

    , - - = j (.1,2).

    .1. 1,0=

  • . . 2013. . 11

    100

    .2. 2,0=

    , 2.0= , - . - , - N=64.

    , - , , . - .

    1. 115668 . 61 16/00. - / .. , .. . . 10.05.2012. . 13.

    2. .. - // VI -

  • 101

    : -, , 1, -2004. . 187-190.

    3. .. // , 1990. . 2, 8. . 112118.

    , . . , ., [email protected], -, ,

    USE SMOOTHING SPLINES IN SIGNAL PROCESSING BIOTECHNICAL SYSTEM SIMULATOR RESPIRATORY MUSCLES PATIENT

    N.V. Ivakhno

    The technique of smoothing spline signals received from the pressure sensor in the patient breathing circuit is examined. The main advantages of this method of processing in automated simulators respiratory muscles are shown.

    Key words: breathing simulator, the end of inhalation, spline, the slope of the pres-sure curve.

    Ivakhno Natalia Valerievna, candidate of technical sciences, docent, [email protected], Russia, Tula, Tula State University

  • . . 2013. . 11

    102

    ,

    338.43:621.646.98

    .. , . .

    -

    -

    , -

    .

    : , -

    , , .

    [1, 2] - , ,

    , .

    -

    .

    ,

    -

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    , ,

    , ..; ,

    .

    ,

    , -

    -

    -

    , .

    . 1 - .

  • ,

    103

    (.1), (), (Z) . (. 4), (. 5), (.6) (.7) .

    () , (.3), (.2) , -

    ..

    . 1.

    t1 t2 , -

    (..) [2]. ,

    (.3). , (Z). .

    (.1), , - , ..

    (.8), - , -

    .

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

    , (1)

  • . . 2013. . 11

    104

    ... -

    -

    , -

    , -

    [2]; .. - -

    ; ..

    ..; , -

    ...; - , -

    - f(..) , (.; ).

    :

    , (2) 1, 2

    -

    ; ..1, ..2 - .

    ,

    AUMATIC AC 01.2 Non-intrusive, - , ,

    .

    -

    , .2. -

    () (..).

    . 2, - , -

    -

    , :

    (3)

  • ,

    105

    . 2. .

  • . . 2013. . 11

    106

    (. 2, ) - -

    .

    , () (. 2, -).

    .., ,

    .. [2] (. 2, ):

    (4) (. . 2, ) -

    , -

    , ,

    . -

    , , -

    , -

    [2]. ,

    , -

    ,

    [3]. (.2) ,

    -

    , :

    (5) , , -

    : ... .

    (. .2), . ,

    -

    45. - , -

    , .

    , -

    ,

    -

    .

    -

  • ,

    107

    , -

    , -

    , , -

    .

    , -

    . 3.

    (. . 1) - ,

    . 3.

    (. 3) , (. . 1), (.1), ( ), (.4), (. 5) - (.3), (.6) (.9).

    (.3) : (.2); -

    (.5); l (.8). , -

    [4], -

    -

  • . . 2013. . 11

    108

    .

    . -

    ,

    .

    () - (.3).

    2 , .1. - Z - .

    7 (.3), , 2 , . 7, - .

    8, (.6), - ,

    (.9) ,

    (.1) (.6). 2,7 8 -

    , -

    .

    -

    8, 3 (.1) . - .

    , -

    .

    (. . 1, .3), - , -

    .

    ,

    ,

    , -

    (). , -

  • ,

    109

    .

    ,

    , ,

    , , ,

    , ,

    .

    1. .., .., // 5 (62). 2012 . 72-75.

    2. .. - / ..// . . . , , 2013. .6. 1. . 142-152.

    3. .. // 5 (37). 2005 . 48-51.

    4. .. : . . : - , 2001. 354 .

    , . . , .,

    [email protected], , , ,

    , - . , ., [email protected], , ,

    INCREASE OF EFFICIENCY OF SYSTEMS "STOP VALVES THE ELECTRIC DRIVE" METROLOGICAL METHODS

    E. V. Plahotnikova, V. B. Protasev

    Possibility of use in system "the electric drive stop valves " modern sensors of li-near and angular movements and damping elements for the purpose of increase of their functional characteristics, competitiveness and quality is considered.

    Key words: electrodriving stop valves, dynamic loadings, electrodynamics moment,, efficiency, sensors of linear and angular movements.

    Plahotnikova Elena Vladimirovna, candidate of technical sciences, docent, [email protected], Russia, Tula, Tula State University,

    Protasev Viktor Borisovich, doctor of technical sciences, professor, [email protected], Russia, Tula, Tula State University

  • . . 2013. . 11

    110

    531.733

    .. , ..

    -

    -

    .

    : ,

    , , .

    -

    -

    (, , , .) , ( ) , -

    ( ). , . -

    ( -), - . -

    ,

    .

    -

    : p VVV = , (1) V ; V -; pV .

    , -

    -

    . [1] , - pV V (..

    p VV ), , ( V V , ). , .. p VV > ,

  • ,

    111

    , ,

    , ..

    [1] , V -

    V V :

    2

    2 )()( VVVp += . (2)

    V - : = i VV . (3)

    ,

    , ( -) ( iV ) , ..

    , -

    , .

    , -

    , .

    , ,

    ,

    -

    .

    , -

    . ,

    -

    () , - , -

    -

    ( ), 50779.23-2005. , -

    ( / ) , - .

    , -

    -

    , -

    ( ). -

  • . . 2013. . 11

    112

    -

    .

    .

    ,

    (), - -

    .

    ,

    5725-2-2002.

    -

    . ,

    , - ( 50

  • ,

    113

    p ( p= 1 ) 1= nk ( n V V ).

    ptt < , (8) V V , .

    V V - , -

    -

    , -

    .

    -

    . , -

    ,

    ( ii VV > ), .. ( iV ) - .

    iV iV , , - () - 05,0= .

    , -

    iV . , . -

    - .

    .

    iV (- (2)):

    1,66=pV 3.

    (3) iV : 93,22=

    pVS 3.

  • . . 2013. . 11

    114

    t (4): 790,1530

    93,221,66

    ==t .

    ( 3)

    / 1 2 3 4 5 6 7 8 9 10 iV 4636 4321 4499 4943 4945 4991 4956 5049 4669 4289 iV 4622 4268 4469 4926 4909 4945 4913 5001 4615 4205

    iV 14 53 30 17 36 46 43 48 54 84 / 11 12 13 14 15 16 17 18 19 20

    iV 4395 4615 5006 5149 5001 4295 4162 4682 4504 4584 iV 4295 4528 4940 5075 4923 4212 4075 4631 4435 4525

    iV 100 87 66 74 78 83 87 51 69 59 / 21 22 23 24 25 26 27 28 29 30

    iV 4610 4385 3881 4034 4508 4841 4775 4720 4371 3978 iV 4533 4307 3793 3937 4425 4764 4712 4652 4296 3880

    iV 77 78 88 97 83 77 63 68 75 98

    ( ) 95,0=p ( 05,095,01 == ) -

    29130 ==k , -: 045,295,0 =t . , [3].

    045,2790,15 95,0 =>= tt , 95,0=p ( 05,0= ) V V .

    , -

    -

    , .. . -

    .

    .

  • ,

    115

    ,

    , ,

    , -

    .

    1. .., .. .. ( - ) // . 2012. 9. . 20-24.

    2. 50779.23-2005. . . .

    3. .., .. . .: - -, 1985. 256 .

    , . . , ., [email protected], , , ,

    , . . , ., sergei59bk.ru, , ,

    DETERMINATION OF THE IMPORTANCE OF DISTINCTIONS IN RESULTS OF SUPERVISION OF VOLUMES OF THE CONSUMED AND PUT RESOURCE STATISTICAL

    METHODS

    D.B. Belov, S.I. Solovyev

    The technique of determination of the importance of distinctions in results of super-vision of volumes of the consumed and put resource with use of statistical methods is consi-dered.

    Key words: volumes of the consumed and put resource, imbalance of volumes of a resource, distinction of results, statistical methods.

    Belov Dmitry Borisovich, candidate of tehnical sciences, docent, [email protected], Russia, Tula, Tula State University,

    Solovyev Sergei Igorevich, candidate of tehnical sciences, docent, sergei59bk.ru, Russia, Tula, Tula State University

  • . . 2013. . 11

    116

    531.733

    ..

    -

    -

    .

    : ,

    , , .

    , -

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

    ,

    V V . ,

    V V . , -

    , -

    iV iV .

    -

    ( iV ) iV iV , -

    , .

    ,

    ( 0== iii VVV ). -

    (, ) . - iV , -

  • ,

    117

    , -

    .

    -

    . -

    , -

    .

    , , -

    , ,

    ( V V ) [1].

    -

    iV iV - +, iii VVV = (.. ii VV > ), , iii VVV = (.. ii VV < ).

    , ii VV = , - , .. 0.

    )(+ ( +) )( ( ).

    V V , )(+ )( - )( ( ), [1], .. )())(),(min(

  • . . 2013. . 11

    118

    V V . , ,

    , ,

    [2]. , . 1, -

    (), , . , -

    ,

    . , -

    -

    .

    - , -

    .

    , , -

    .

    . 1, , - () , -

    . -

    -

    . , ,

    , , -

    , .

    , -

    iV iV , ..

    .

    , iV

    iV , -

    . () - , , , . 1.

    ,

    -

    V V - . -

    , -

    - . -

    -

  • ,

    119

    , -

    . -

    , -

    , .

    . 1.

    -

    ().

    ( 3)

    / 1 2 3 4 5 6 7 8 9 10 iV 5026 5016 4972 5005 5005 5057 5064 5036 5026 4992 iV 5016 5050 4948 5019 5016 5016 5040 5076 5070 4943

    iV 10 -34 24 -14 -11 41 24 -40 -44 49 / 11 12 13 14 15 16 17 18 19 20

    iV 5033 4948 5044 4957 4981 4944 5078 4986 4991 4995 iV 4991 4964 5026 4977 4970 4992 5068 5014 4969 4965

    iV 42 -16 18 -20 11 -48 10 -28 22 30 / 21 22 23 24 25 26 27 28 29 30

    iV 4966 5026 4979 5035 5075 5039 4959 4998 4937 5023 iV 4999 5004 4945 5056 5030 5060 4995 4966 4917 5002

    iV -33 22 34 -21 45 -21 -36 32 20 21

  • . . 2013. . 11

    120

    -

    (. 2).

    . 2. ,

    . 2 , - , .

    , -

    .

    ,

    , -

    iV iV . , -

    ,

    ( 17)(13)( =+= . , -

    iV iV 05,0= .

    ,

    -

    -

    - .

    1. .. . .: -

  • ,

    121

    , 2006. 816 . 2. . -

    : / .. [ .]. .: . 2005. 248.

    , . . , ., [email protected], , ,

    USE OF NONPARAMETRIC CRITERION OF SIGNS AND TEMPORARY RANKS FOR THE ASSESSMENT OF DIVERGENCES IN RESULTS OF THE ACCOUNTING

    OF QUANTITY OF THE CONSUMED AND PUT RESOURCE

    D.B. Belov

    The use of non-parametric sign test and time series to assess the variations in the re-sults of metering and supplied resource is considered.

    Key words: volumes of the consumed and put resource, results of the account, non-parametric criterion of signs, temporary ranks

    Belov Dmitry Borisovich, candidate of tehnical science, docent, [email protected], Russia, Tula, Tula State University

  • . . 2013. . 11

    122

    -

    621.9.047: 004.94

    -

    .. , , ..

    -

    -.

    -

    .

    , : -

    , -

    ; ; -- . -

    , .

    : , -

    , , .

    , -

    , -

    , , ,

    .

    -

    ,

    () - (). - [1 - 5], . -

    , -

    [6 - 11]. , : - ,

    ; - ; ; ( ) -

  • -

    123

    ( ) .. -

    -

    , ,

    , .

    [12], , -

    ,

    [13 16].

    -

    ( - ).

    (. 1) - , -

    [13]. -

    .

    ( ) 0graddiv = , (1) - .

    :

    = gradi , (2) i - ; - .

    , -

    ,

    0= , (3) .

    , -

    , -

    :

    ( )( )

    =

    ,

    ,

    p

    p

    EEU

    (4) U , ; pE - - ; de += - , e d -, .

    , -

  • . . 2013. . 11

    124

    , :

    nindt

    d

    =

    = , (5) ( ) ( )[ ]tlytlx aa ,,= -, -; ( ) ( )tlytlx aa , ,, - -; l - ; t - ; - ; - -; - ; n - .

    . 1. : 1 ; 2 ; 3

    ,

    - -

    [ ])(),( tytx cc , - -

    :

    )],(sin[)(

    )],(cos[)(

    ttvdt

    dy

    ttvdt

    dx

    cc

    c

    cc

    c

    =

    =

    (6)

    )(tvc - () -; )(tc - - .

    -

    . -

  • -

    125

    ( d ), (U), -

    ( 0v ): , , , , ,

    00

    td

    v

    v

    vViU

    dIUd

    yYd

    xX cc ===

    === , (7)

    X, Y ; - ; I - ; - ; cV - .

    :

    ( ) 0graddiv = . (8)

    YA

    ddY

    XA

    ddX aa

    =

    =

    , . (9)

    )].(sin[)(

    )],(cos[)(

    =

    =

    ccc

    ccc

    Vd

    dY

    Vd

    dX

    (10)

    (9) A, - . -

    :

    0vdUA

    = . (11)

    (8) (10) . (. 1) , ,

    :

    =. , 0

    , , 1 (12)

    , ,

    ,

    -

    S0. :

    ( )

    ( ) ,5.0

    sin5.0)0,(

    ,

    5.0cos5.0)0,(

    ,0)0()0(

    00

    00

    ++=

    ++=

    ==

    pi

    pi

    SLSLY

    SLSLX

    YX

    a

    a

    cc

    (13)

  • . . 2013. . 11

    126

    L , 0 )5.0( 0S+pi .

    -, -

    , -

    -

    d

    sS = :

    K

    AS = , (14)

    0

    svdUK

    = - ,

    -

    .

    , SA = , S . , K -

    . -

    (9) - :

    YS

    ddY

    XS

    ddX aa

    =

    =

    , . (15)

    (8), (10) (15) - . -

    ,

    , . -

    .

    -

    . : 1)

    ( , : ( ) 0graddiv =n , (16) [ ] ( ) ( ) 0,1 25.0 Y , 22 == =+== ncncnana Y-YXXYXX , (17)

    2) ( , ):

    YSYY

    XSXX

    nn

    an

    a

    nna

    na

    +=

    += ++ 1

    1

    , , (18)

  • -

    127

    3) :

    )].(sin[)()],(cos[)(

    11

    11

    nc

    nc

    nc

    nc

    nc

    nc

    nc

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    VYY

    VXX

    +=

    +=++

    ++

    (19)

    (17) (19) n - , .

    (16) (17) . -

    .

    . (16) (17)

    +=

    , ,

    )(),()(),()()( dGdFcn

    , (20)

    ( )YX ,= - , ( )YX = , - -, ),(G - ( ),

    n

    = ),(),( GF - = , )(c - , - .

    (21) - .

    ,

    .

    )(c .

    21),( ,),(

    1ln 21),(

    n

    pi=

    pi= r

    rF

    rG , (21)

    ( )=

    ==2

    1

    2),(

    iiir - .

    N . () . (20)

    21

    11==

    +=N

    mmkm

    N

    mmkmk GF , (22)

  • . . 2013. . 11

    128

    pi=

    pi=

    mm

    drr

    Fdr

    Gk

    kmk

    kmn),(

    121

    , ),(1ln

    21

    .

    kmF kmG - :

    ( ) ( ) ( )

    =

    +

    =

    , , 12

    ln

    , 1lnsin1lnsin

    21

    mkll

    mkhrrrrG m

    m

    bkm

    e

    kmkmb

    kmbkm

    bkm

    e

    kme

    kme

    km

    km

    pi(23)

    =

    =

    , , 0 ,

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    1. Metzger M. Electrolytic Saw // Review of Scientific Instruments. 1958. V.29. P. 620-621.

    2. .. - -. .: . 1976. 54 .

    3. Chikamori K. Electrochemical wire cutting method. U.S. Patent No. 4052274. 4 Oct. 1977.

    4. Itoh T. Method and apparatus for electrically cutting work pieces with a wire electrode. U.S. Patent No. 4317019. 23 Feb. 1982.

    5. Bejar M.A., Eterovich F. Wire-electrochemical cutting with a NaNO3 electrolyte // J. Materials Processing Tech. 1995. V.55 (3-4). P. 417-420.

    6. Zhu D., Wang K., Qu N.S. Micro wire electrochemical cutting by us-ing in situ fabricated wire electrode // Annals of the CIRP. 2007. V.56(1). P. 241-244.

    7. Shin H.Sh., Kim B.H., Chu Ch.N. Analysis of the side gap resulting from micro electrochemical machining with a tungsten wire and ultrashort vol-tage pulses // J. Micromech. Microeng. 2008. V.18. 075009.

    8. Wang S., Zhu D., Zeng Y., Liu Y. Micro wire electrode electrochemi-cal cutting with low frequency and small amplitude tool vibration //Int. J. Ad-vanced Manufacturing Technology. 2011. V.53 (5-8). P. 535-544

    9. Osipenko V.I., Stupak D.O., Trigub O.A., Bilan A.V. Calculation of the parameters of the technological-current density distribution during wire elec-trode electrochemical processing // Surface Engineering and Applied Electro-chemistry. 2012. V.48. No.2. P.105110.

  • -

    135

    10. Spieser A., Ivanov A. Recent developments and research challenges in electrochemical micromachining (ECM) // Int. J. Adv. Manuf. Technol. 2013. V.69. P. 563-581.

    11. Schuster R. Electrochemical microstructuring with short voltage pulses // ChemPhysChem. 2007 V.8. P. 34-39.

    12. Zhitnikov V.P., Fedorova G.I., Zinatullina O.V., Kamashev A.V. Simulation of non-stationary processes of electrochemical machining // J. Mate-rials Processing Technology.2004. V.149. P. 398-403.

    13. .., .., .. : // -. 2004. .40. N 12. . 1438-1480.

    14. Volgin V.M., Davydov A.D. Modeling of multistage electrochemical shaping // Journal of Materials Processing Technology. 2004. V.149. N 1-3. P. 466-471.

    15. Pattavanitch J., Hinduja S., Atkinson J. Modelling of the electro-chemical machining process by the boundary element method // CIRP Annals-Manufacturing Technology. 2010. V.59. P. 243-246.

    16. Hinduja S. Kunieda M. Modelling of ECM and EDM processes // CIRP Annals - Manufacturing Technology. 2013. V.62. P. 775-797.

    , - . , ., [email protected], , , ,

    , , [email protected], , , ,

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    SIMULATION OF ELECTROCHEMICAL MACHINING WITH WIRE TOOL-ELECTRODE

    V.M. Volgin, Do Van Dong, A.D. Davydov

    This paper is devoted to theoretical investigation of electrochemical machining with wire tool-electrode. Mathematical model of the process includes the Laplace equation for the potential of the electric field and the equation for evolution of the surface being treated. A scheme for computer simulation is as follows: numerical solution of boundary integral equa-tion for electric potential by the boundary element method; definition of the new position of the treated surface with taking into account the possible topological changes; moving wire electrode-tool along a predetermined path.

    Key words: electrochemical machining, wire tool-electrode, modeling, evolution of workpiece surface.

    Volgin Vladimir Mirovich, doctor of technical sciences, professor, [email protected], Russia, Tula, Tula State University,

  • . . 2013. . 11

    136

    Do Van Dong, postgraduate, [email protected], Russia, Tula, Tula State University,

    Davydov Alexey Dmitrievich, doctor of chemical sciences, professor, [email protected], Russia, Moscow, Frumkin Institute of Physical Chemistry and Electro-chemistry RAS

    621.9.047.7

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    1. G. Buyle Nanoscale finishing of textiles via plasma treatment // Mate-rials Technology, 2009 VOL 24. P. 46-51.

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

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    , 2011. . 78-87. 3. . ., .., ..

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    - // . VI - - ; - . , . - ..: 2 . : - , 2012. . I. . 236-239.

    , , [email protected], , ,

    RESEARCH OF THE RELIEF AND STRUCTURE OF THE TITANIUM NANOCOATING FORMED ON FIBROUS MATERIALS

    M.S. Salomatnikov

    A study of the structure and topography of the titanium coating of nano-meter thick-ness on the surface of the resulting fibrous material - fabric "Chiffon" by arc evaporation of the cathode material, followed by bombardment in conditions of low temperature argon plasma activation. The technique of carrying out researches is developed. An assessment of the geometric characteristics of the surface of the metallized fabric using atomic force micro-scopy.

    Key words: topography, structure, nano-coating, textile materials, powders, par-ticles, probe microscopy, nanoroughness.

    Salomatnikov Michal Sergeyevich, postgraduate, [email protected], Russia, Tula, Tula State University

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    2. . . . .: -, 1980. 183 .

    3. DiBitonto D.D., Eubank P.T., Patel M.R., Barrufet M.A., Theoretical models of the electrical discharge machining process-I: a simple cathode erosion model // Journal of Applied Physics 66 (9) (1989). P. 40954103.

    4. Ahsan Ali Khan, Role of Heat Transfer on Process Characteristics during Electrical Discharge Machining, Developments in Heat Transfer, Edi-tor M. A. Santos Bernardes, (2011).

  • . . 2013. . 11

    146

    5. Shuvra D., Mathias K., Klocke F. EDM simulation: finite element-based calculation of deformation, microstructure and residual stresses. Journal of Materials Processing Technology, Vol.142. 2003. P. 434-451.

    , , [email protected], , ,

    USE OF PLASMA CHANNEL OPTICAL BREAKDOWN AS A CATHODE IN ELECTRICAL DISCHARGE MACHINING

    D.V. Kozyr

    Experimental investigations of electrical discharge machining using plasma chan-nels obtained with the optical breakdown of the air by laser radiation were describes. The scheme of the laboratory installation was given. Parameters of processed samples were per-formed.

    Key words: pulsed plasma channel, electro-discharge machining, plasma cathode-tool.

    Denis Vladimirovich Kozyr, postgraduate, [email protected], Russia, Tula, Tula State University.

    621.9. 047

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    , , [email protected], , ,

    DEVELOPMENT OF THE DEVICE OF CLADDING OF POWDERS OF GLASS MICROSPHERES IN THE CONDITIONS OF THE COMBINED MIXING OF PARTICLES

    M.S. Salomatnikov

    The advantages of using metallic glass microspheres as fillers in various materials are described. An analysis of modern devices for cladding of powders of glass microspheres is provided in vacu