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Lampiran A. Data Kadar Air Papan

Kayu

Pada Tahun 2003 Bulan 1-5

Tahun

Bulan

Pengovenan

Pale!

Kadar air

X

I

R

I

XI I X2 X3 X4 X5

2003

I

I 1 I I I 1. I 12.1 12.1 12.1 11.8 I 1.84 1.0

I

I 2 12.3 . ILl 11.1 11.5 II 7 I L54 1.2

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3

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i

4 12.1 11.5 11.9 12.0 12.4 II 98 0.9

i

5 12.1 11.2 11.9 12.4 12.0 I I. 92

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6 10.2 10.6 12.0 11.4 10.9 1102 1.8

7 10.9 11.4 10.9 11.6 12.2 1140 U 8 11.5 Il.l 11.4 II.S 12.6 11.68 1.5

2

I 11.5 11.9 11.9 13.0 11.8 1202 1.5

i 2 12A 12A 12.2 11.5 12.5 12.20 1.0

3 11.4 9.9 II.J lOA 10.9 10.74 1.5

I I 4 11.2 10.9 11.6 11.0 lOA 1102

12

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8

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(3)

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2 10.0 11.6 9.8 10.7 11.1 10.64 1.8

3 10.7 10.6 11.0 11.0 12.0 11.06 1.4

4 10.& 1\.7 11.0 I \.6 10.4 1\.10 1.3

(4)

5 12.5 12.5 11.3 ILl 12.1 11.90 1.'1

6 11.6 12.1 10.9 11.7 12.1 I I. 6X 1.2

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2

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(5)

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(6)

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(7)

Lampiran

B.

Data Kadar Air Papan Kayu Basil Ekspcrimcn

Pengovcnan Pale!

---

Kadar air X

R

!

X4lX5

-XI X2 X3

I

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,

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(9)

Lampiran C.lIasil ANOYA Untuk Rata-Rata Kadar Air Papa" Kayu

Fractional Factorial Fit: Rata-rata versus FrekuenSi, Tebal, Sekat

Estimated Effects and Coefficients for Rata-rat (coded units)

Term Effect Coef SE Coef T P

Constant 11.4481 0.03231 354.35 0.000

Frekuensi 0.1600 0.0800 0.03231 2 .48 0.016

Teba1 0.3900 0.1950 0.03231 6.04 0.000

Sekat -0.4438 -0.2219 0.03231 -6.87 0.000

Frekuensi*Teba1 -0.0387 -0.0194 0.03231 -0.60 0.551

Frekuensi*Sekat -0.0575 -0.0288 0.03231 -0.89 0.371

Tebal*Sekat 0.0225 0.0113 0.03231 0.35 0.729

F~ekuensi+Tebal*Sekat 0.0012 0.0006 0.032"31 0.02 0.985

Analysis of Variance for Rata-rat (coded units)

Source

DF

Seq 55 Adj SS Adj MS

F

P

Main Effects 3 5.99383 5.99383 1. 99794 29.91 0.000

2-Way Interactions 3 0.08503 0.08503 0.02834 0.42

3-Way Interactions 1 0.00002 0.00002 0.00002 0.00

Residual Error 56 3.74090 3.74090 0.06680

Pure Error 56 3.74090 3.74090 0.06680

Total 63 9.81973

Unusual Observations for Rata-rat

Obs Rata-rat Fit SE fit Residual S'C Resid

3 10.6800 11.3575 0.0914 -0.6775 -2.80R

0" 10.8800 l1. 7650 O.~914 -0.8850 -3.6;JK

62 12.0200 11. 4650 0.0914 0.5550 2.30R

R denotes an observation with a large standardized residual

Estimated Coefficients for Rata-rat using data in uncoded units

Term

Constant

F:-ekuensi

Tcbal sei<at

Frekuensi *Tebal Frekuensi·Sekat

Teoa1*Sekat

F~ekuen5i~Tebal~Sekat

Coef 9.20500 1.03250 0.82500 -1.03000 -0.18000 -0.29500 0.15000

0.020CO

Least Squares Means for Rata-rata

frekuer.si

1

2

Teba1 3.000

3.5CO

Sekat 1.000 ::".500

Frekuensi"'re'oal

3.000

2 3.000

t-iean SE Mean

11.37 0.04569

11. 53 0.04569

11. 2 5 0.04569

1l. 64 0.04569

11.67 0.04569

l:.23 8.04569

11.:S 0.06462

11.35 0.06462

C-1

(10)

1

2

3.~OO

3.500

Frekuensi*Sekat

1 1

.ooe

2 1.000

-, 1.500

2 1.500

Teb2l1*Sekat

3.000 1.000

3.::00 1.000

3.000 1.500

3. :<10 1 • SOC!

F r (. k u"-~ n 5 i • T e Lhl 1 ,. :; I~ k i\ t.

1 3.00':" 1 • COO

2 3.000 1.000

3. SOC, 1.COO

2 3.500 1 . 000

3.JC!8 1.500

2 3.000 1. 500 1 3. SOO 1.500

2 3.500 1 .500

Alias S(:-ucture

I

Frekuensi

Teba1

Sekat

Frekuensi*Tebal Frek"..lensi*Sekar.

Tebal*Sekat

frekue~5i·lebal~Sekat

11. 5 B 0.06462 11.70 0.06462

11.56 0.06462 11. 7 8 0.06462 11. 18 0.06462 11. 28 0.06462

11. 49 0.06462 11. 85 0.06462

11. 02 0.06462 11.4:- 0.06462

11 .36 0.09138

11. 62 0.09138

11.76 0.09138 11. 94 0.09138

10.95 0.09138

(11)

Lampiran Dl. Basil

Plot

Kenormalan Data Proses Awal

Normal Probability Plot

.999 .99 .95

C

.80

:0

.50

C\l .0

0 .20

'-0.. .05

-F···~·_·-

.. -._--...

-i .... -... ----.

_.-i--...

_.+ .. _

..

-~---~---~---~---~---

---I

1 , ! I

, , I •

t~ ·~t ~ ~~ ~ ~ ~~~ ~: ~ ~~: r~: ::~:::::::::

::~:::~~

-".

~~:

f-

:::::~

i

' , , ,

I I I I

.

~~~~:t:::::::::::""::::::

....

:::::::J::::::::::::::::]:::::::

• I I \ I

I

I I I

I-·---~---~---i--- ,

,

, .01

__

-y_~---_---.JI---.JI--- ! 1 ! --i--- I

I I I I

.001 I I I I

_____ ~ _______________ ~ ________________ .J ________________ ~ ______ _

I I \ I

1 , ( 1

I I I I

10.5 110 11.5 120

xbar

Average 112390 StDev: 0.368682

N 78

Anderson.Darling NJrrrality Test

A.-5q.Jared 0.549

P.Va\ue 0 152

.~

15

C\l

.a

0

....

0.. 999

.99

+

, .95 t '

-.80

T

.50

-:-

-.20

Normal Probability Plot

--'.---~---~---~---~

---~--- .. ---~---~--- ---~

: I •

i

---;-~---~---

.

~--~---~

, ,

, ,

'--i---;

,

' .

--- __ ~ ________________ l _______ ~

, "

, I , I

,---~---~---J

I I I ) .05

.01 .001

, I I )

Er"'JJ::--:::-r:-i

Av",age: 1 1.2390 StDev: 0.368682 N 78

I

I I I I I

1 ;

I

;~

105 11.0 11.5

xbar

01-\

12.0

W-Iest for Normalit',

R: 09699

(12)

Normal Probability Plot

·999

.99 .95

.

. .

I

~ _____ L ________ ~ ______ ~ ________________ ~ ______________

--J---i

) : : : : I

+ ---

--~

---.--

~,---

----

---

---

~----

---

~

---

---1

\ : : : , . i

i---;--- -- -- -- --.- ";--- -- -- - - - --~--- -;JI"-~-

---1

Z.

.80

=

:is

.50

CIl

.D

0

.20

'-a..

.05

.01

.001

, :

:

:

:

\

---~---~--- i I I ---~---1 I

!

, ' , I ,

-+_ ... --~- ---- --- -- -----~- -.-- - --- - -. ...J, _____ - - - -~- ---1

I , I , :

I I \ I

~---_---~---~---J

,

,

' I

. . : : I

J-'. - - - - -- - ... -- - -- -- - - .'. -,--- -- - - -- - - "': - - -- -- -i

I : - ! : : ~

1:

i :

~ ~

I

~~ ~:: ~ ~ ~ ~ ~ ~ ~: ~

J::

'

~: ~ ~~:: ~:::

~

::L::::: :::::::::

i

J:::

:~::1

J 1

,

10.5

11.0

11.5

12.0

xbar

A,.raoe: ".2390

StOov' 0 368682 N: 78

Kolrrogorov-Srrirnov Norrmlily T .st

0+: 0.073 0-: 0.044 0 0.073

(13)

Lampiran D2. Basil

Plot

Kenormalan Data Proses

Control

Normal Probability Plot

, C t I I I I I

.999

99

.95

I

:

,

-rt~~~J~~~~~~~l~~~~~~~l~~~~~~~I~~~~~~~t~~~~~~~t~~~~~~-r~:~:::J~:::

I I , I I I , I

I I l I I I I I

, I I I I , I I

----,---,---T---r---r---r---r---,----I

I I I I I I I ,

-.2:-

.80

I I I I I I I I

I I , , I , I -""f'"

••• - . - -.. - _ • _ -4 - -.. • - - • . . -• • . I . • • ' -~. _ • . . , . . • • __ •

I I , I

15

, I

,

I I I , , ,

co

.50 _ _ _ _ ~ _______ J _______ ~ _______ ~ _____ _

---~---~-.----~----.0

0 .20

\...

a..

.05

.01

.001

Average: 1095 StOev 0.254334

i'!8

. 999

.99 .95

.80

:0

.50

CO .0

0 .20

...

a..

.05

.01

.001

Average: 10.95

StOov: 0.254334 i'!8

I I I I , , ,

,

,

, ,

,

,

, I I I I T

. - -

-~-

,

-. ---- 4-·-

T---}---~---~---~-·----~----,

I I I I I I

I I , I

I I I I I I I

---l---,---T---r---r---r---r---il---I I I I I I I I

I I I I I I I I

---~---~---~---~---~---~---~-.P j I j I I , I

___

~ ,

___ .

I I I I I I I

I I I ' 1 I

____ ~_ • • • ___ ~ _______ • _______ ~ _______ ~ _______ ~ ______ ~ ______ J . __ _

I I I I I I I j

I I I I ! I I

I I I I I

10.55 10.65 10.75 10.85 10.95 11.05 11 15 11.25

x

And8rson-Dar~ng N::>rrrality Test A..SQuared: 0201

p-Valu.· 0.815

Normal Probability Plot

,

'

• I I r 1 I I

I

I I ; I r , I

,

"~---~---~---t---~---~---~---~----~

: I r , I , I 1 ~ J

~ ___ ~ _______ J _______ l _______ ~ _______ ~ _______ ~ ______ .11- ______ ...: ____ j

I I I i ' : , , I I

-l- -- -

~-

- --- - -

~-

- -- - - -

~

- - - - -- -

t --

---

--

~

-

---

~

---

-~

---

~--

--

~

I

:

I • ; , I : : . I

I I " " I

-.... ---... --

-

-

--

-

-

--

-

-

-

-

...

--

-- - --

.

-

-

-

-

-

-

-

..

-

-

-

-

-

-

"

....

-

-

-.

-

-

-

-

-.... ----

.

• 1 I I I

I

I I I , • I • t I

~

---+--. --

-~I--

-

- --

-~-

--- -

--t ---

: --

---

+---

+ ----

--+

---i

:: ;

, I·

: : : ;

I

-~ -- -...,1. - - ----~.- - .. - . -t-- ----.~. ------~- - -----~ -- --.

--{----i

I

I I : : : : ~ \

-r -.

--:- --- -

~-

--- ---

!-- - - - -

-t ---

r ---

----~

--- ---

+ ---

~-

---1

I:::

J:::::::

j:

::::::L -

:::t: :::::

l::

:::::t::::-:::::::::

J::::

j

i ' I J : ; j

I J I ' : !

10.55 10.65 10.75 10.85 10.95 11.05 11.15 11.25

X

02-1

WIest for I'brmalit;

R 0.9828

(14)

·999

.99 .95

c-

.80

:.0

.50

C1l

.Q

0

.20

'-0..

.05

.01

.001

Average 10.95 SlDev 0.254334

N: 8

Normal Probability Plot

1 :

:

:

:

1

\

\

:

I,

+~

-

-~---

-~---

--.

-i---t --- -. --

~

--

---I~---

-

-~

-- --

--~-

___

1

I I ! , I, ' ) I ! \

~---~---~---~---t---~---~---~---~----~

! I I I I I I , I i

~---~---~---{---~---~---~---~---~----1

I

I I I f I I : I , . ,

• , I , I I I I I

, I I • I I , !

1--

---~-

---

---r-.--

--~-

---

~---~---

--.

-~

-

--:----1

! ~ I I J I I I I

r~:

r:::::

J,~:~

-

--::~::~::::~:::::

-~_:::::I::::::~::

:::

~r:~1

!::-j-:::_::j::--_::l:----:-l:::_:--t-:::::-[:::::::r:::_::j-:--!

: : : : I ~ .~"

I I I I I I

I

10.55 10.65 10.75 10.85 10.95 11.05 11.15 11.25

X

Kolrrogorov-Smrnov Norrrality Test

0.:0123 0-0.123 0:0.1n

(15)

Lampiran E. Data

Braillst(}rl1lin~

I

No.

i

I

.Ienis Bminstonlll11g

I I

LJenis kavlI van' dioven

GlFrekuensi penyemprotan yang kurang diperhatikan

.Iumlah

jPenyusunan papan kay11 yang kurang diperhatikan

4

iPenyusunan sekat yang kurang diperhatikan

7

\

5 IKurangnya pengilrahan

I

2

I

,

()

fJamllg dilakukall

lI/(/ill":II(IJ/c('

:?

~

7 fregangan tumn

I

.~-.~---.---.--. --- _. - - - - " ----_ ... ----_ ... , ... _-

-

---._-_.-. -

_._-"--8

I

ati lampu

I

44

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