Transcript
  • 1 7 1931 56- 28 .

    -

    9 8 1

    :

    - .

    .

    20 87 .

    .

    : .-

    . . 1 . . 8 . . 9

    16/03/1393:04/12/1393:

    :Email: [email protected]

    mailto:[email protected]

  • 139417 66.

    (8003) .

    .

    ( 8002) . .

    .

    .

    1 .

    .

    (. 1927 )

    ( 8011) . .

    . . 1

  • 67...

    . .

    . .

    . -

    .

    1

    .

    ( 8005) . .

    - (8018) . . Arena 8

    ( 8019)

    1. Desireability

    2. Discrete-Event Simulation

  • 139417 68 . -

    (8019)

    . ( 8011) . Arena

    .

    SIMAN .

    . ( 1939)

    .

    .

    .

    .

    Enterprise Dynamics -

    (ED) - -

  • 69...

    .

    .

    1

    .

    . (. 1376 ) - 1 .

    . . . 8 .

    9

    . .

    1. Desireability Function

    2. Goodness of fit

    3. Validation

  • 139417 70

    -.1

    .

    . . .

  • 71...

    . (. 1926 )

    . :

    . .

    . . .

    8 . .

    EDTM

    Incontrol . -

    36 .

  • 139417 72

    15

    61

    55 91

    78

    82

    59

    87

    50

    1

    16

    8

    26

    80

    20

    90

    9

    70 17

    69

    10

    1

    50

    .2

    -1 80 . 1

    . (+1) 90 0 : 1

    Normal (,), Lognormal ( ,),Weibull (Shape, Scale), Exponential (), Uniform

    (a ,b) . 8 25 . . 8000

    : .1

    .8

  • 73...

    .

    . . 0:

    . 1 : .

    . Minitab

    ( 31/29) =595/0p-value .

    .1

    +(1)(0)(-1)

    78 66 10

    1

    80 16 2

    6 10 16 8 2 16 90 9 18 86 10 1 (Lognormal (20/7, 14) Lognormal (16/5, 11) Lognormal (14/5, 9/7 (Lognormal (30, 3

    Normal (168/7, 51/7)

    Lognormal (24, 2/4)

    Normal (135, 41)

    Lognormal (20/3, 2)

    Normal (118, 36) (Normal (173, 77/7

    Exponential (18)

    Normal (138/5, 62/2)

    Exponential (14/4) Normal (121, 54/4)

    Exponential (12/6) 2 Normal (153, 62/4)

    Lognormal (26, 17/5)

    Normal (122/4, 49/8)

    Lognormal (20/6, 14) Normal (107, 43/7)

    Lognormal (18, 12/3) (Lognormal (30, 19/5) Lognormal (24, 15/6) Lognormal (21, 13/7 (Lognormal (294,80

    Exponential (42)

    Lognormal (235,64)

    Exponential (33/6) Lognormal (211/5,56)

    Exponential (29/4) (Weibull (1/9, 52

    Weibull (2/2,400/6)

    Weibull (1/9, 41/6)

    Weibull (2/2, 320/5) Weibull (1/9, 36/4)

    Weibull (2/2, 280/4) 3 Uniform (24, 56)

    Uniform (8, 16)

    Lognormal (482,198)

    Uniform (12, 28)

    Uniform (4, 8)

    Lognormal (241, 99)

    -

  • 139417 74().2

    1 1 2 8

    .

    . 89

    .

    PurequadraticSS/ ( 8001) 432 387 /EMS 36 35 F /0 11 ) 89 . , , ) /F 0 025 1 5 10 ) . 01 . , , )F F0 0 025 1 5

    /0 025 .

    (CCD) 1 . Minitab

    -1+ 1 89 . . .

    . 9 . .

    1. Response Surface Method (RSM)

  • 75...

    .3

    1 1 1 1 62/05 315 81 0 0 0 71/67 1041/7 8 -1 -1 -1 85/21 1987 88 0 0 0 74/97 1067 9 0 0 0 73/51 1059 89 -1 1 1 75/29 1198 1 0 0 0 72/62 1068 81 1 1 -1 65/87 325/2 6 -1 -1 1 83/86 1234 86 1 -1 -1 72/58 765 5 0 0 0 76/74 1048 85 0 0 1 65/65 765 7 0 -1 0 84/87 1189 87 1 0 0 67/86 422 2 0 1 0 69/84 999 82 0 0 1 68/4 699 3 0 1 0 70/39 897 83 0 0 0 76/13 1052/6 10 0 0 0 75/63 1084/5 90 0 0 0 71/95 1077/5 11 0 0 0 75/94 1071/4 91 1 1 -1 68/68 454 18 0 0 -1 77/12 1089 98 -1 1 -1 73/67 1618/8 19 0 0 0 77/17 1071/7 99 -1 1 1 74/83 1005 11 0 -1 0 83/15 1200 91 1 1 1 64/53 318 16 -1 1 -1 76/94 1765 96 -1 0 0 79/26 1597 15 -1 -1 1 86/75 1298 95 0 0 -1 76/39 1051 17 -1 -1 -1 85/72 1998 97 1 0 0 69/5 399 12 1 -1 1 76/87 323/4 92 0 0 0 74/33 1056/2 13 -1 0 0 77/4 1595 93 1 -1 -1 77/63 895 80 0 0 0 73/59 1084/8 10 1 -1 1 72/06 319/2

    ) 1 (. .

    . R . 2 99/75 82/21 31/27

    21 . 1 . adjR pre 2 dR . 2P 1 Value 0 .

  • 139417 76(1) / / / / / y x x x x x 2 21 1 2 3 2 374 27 5 07 5 33 1 48 3 18 2

    .4

    P 0

    0 /000 71/39 026/619 1 02/619 0 /000 29/109 826/652 1 82/652

    002/0 35/7 678/19 1 67/19 701/0 16/0 209/0 1 2/0 *

    009/0 19/10 163/66 1 15/66 * 061/0 01/1 396/81 1 31/81 * 757/0 03/0 13/0 1 13/0 *

    971/0 21/0 168/1 1 16/1 * 153/0 61/0 311/8 1 31/8 *

    179/6 90 8/151 39 7/1357

    1

    . 8 .

    .(8001 )

  • 77...

    .2.1

    -9 . ( )

    + 1 -1 + 1 + 1 1 . -1 +1 + 1 ) (

    . 26

    -9 . . ( )

    + 1 + 1 -1 . -1 ) ( ( -1 )

    + 1 + 1 -9.

    ) + 1 -1 . ( ) ( + 1+ 1 -1

    1. Contour Plot

  • 139417 78 -1 . -1

    ) ( + 1 + 1

    .

    .3

    .4

    70

    75

    80

    -1-10

    -1

    80

    85

    -11

    0

    1

    65

    70

    75

    -1-10

    75

    80

    -11

    0

    1

    70

    75

    80

    -1-10

    -1

    80

    85

    -11

    0

    1

    )(

    )(

    ()

  • 79...

    . 6

    .

    . R /2 98 87/32 27%predR . 2 96%

    8 . . P Value 0 .

    (8) / / / / / /

    y x x x

    x x x x x x

    2 1 2 32 22 3 1 3 2 3

    1044 32 538 115 68 223 6758 25 111 91 88 71 46

    .5

    0 P

    000/0 17/1918 6722220 1 6722220 000/0 07/58 857597 1 857597

    000/0 01/898 1000656 1 1000656 790/0 18/0 688 1 688 *

    015/0 99/1 12556 1 12556 * 000/0 00/15 52325 1 52325 * 221/0 08/0 33 1 33 *

    000/0 99/91 196039 1 196039 * 000/0 36/12 21710 1 21710 *

    1918 90 183951 39 7491658

    .

    + 1 -1 + 1 .

  • 139417 80 . + 1

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    .


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