Density Trace for Large
Lampirall I: Hasil distribusijittilJg
Density Trace for Large
,"
D.S
l.G
I ....
IX 100000)
Large
C" •• _ . , . ......
h'~.
...... _ j
Th15 analysis shows the results of f1tt1ng a Weibull distr1Dution
to the daca on Large.
The estimated par&~et€s
of the fitted
~-
.,~
0.--
-,'" _____ __-=.........
.. _ . . .
,.J~
-F¥::J. ...
~
~
-~·l
C"~,.
.....
,.+~
.... __
58
WJPper
~'C·r1e
!.irn~
Li~'t
at or below
7554, 83
, .:::."""'A .?
--"" "
2~El,(\
.,,,"", 0
_ .. ' - _ .. f
~J:)7.·!e
Chi-Square
=
E
7554, 83
15274, 3
2??f:!. ~
';1\~2,
(4(:'1, !
9~"?2,
1
?:'''''':?:,
... ."
?
.
';
Kolmogorov-Sncirnov D
0,149111
Anderson-Darling A·Z
0,984092
.. n
~.
=
1, 49
0, 08
,
"" . 4
., ""
~
"1, "€?
n
c.
P-Value
•' l
E2
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~
8,18919 with 5 d.f.
.
C?
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1
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5pec~aly
4, 63
4, 63
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n
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begin.
then
and
~5ufer4,2}>=3
T~
t.'eglT!
Q'~.&:er,(\
B~.f€r[412)
....... '-'-a... ....
e ....
I. ......... ,
.."
.... J
Buf€r42~
:.=
:=
IdlerS,Ccuntert5))>C then
End
., ,.
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If Buffer[lG,21>=43
;.....;
_
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B"Jfer.4/~
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t~€
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n ••
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~
f ..;...
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................... , _ ' .
->.-'JI
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c ...
:=
c..' .... ~
ccunte:- ~ 1 G]
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B~f2:-rLJ,
..... __ .... L
l]
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+- 24;
- 24;
f-\-.!::; ......
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.... .,
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£:512
3:: Buffer[14,2j>=24 trien
begir-:.
3ufferrl::.... 2J .. - Bufferilf,2] 1- 24;
Buffer·[14,2] :=- Buffer [:4,21 - 24;
If Idle[lCO then
,... ..... H'!">r~
24;
[:~,.
__
........... ............ \,. ....
r1r'l'
t ...
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tB~fer[18,3}=O)
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m~.
•
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1>2·;- ':?J
Flag:13 := False;
begin
o:,~+
.., . . .
0:" .... '")
:.~,
""
• ..:..c..:. z.-l._',.!oJ
:.")~
Duffer
.
- J
-
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tten
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t.eq:;:,
B",lfer[1~/2}
Buffe.:-[l:t:'l
"ETi.d
:=
B-.;f€=[l"t2~
: f DufferEl"",3}>=24 tben
Buffer:l:?, J}
Buff.6r
, l
-,'':
End;
,~
f~;uer[18/}'>=24)
(Buffer ~18(
}:..?giTl
3]
,-~
4\
~terJ
r:ag114
Flagl14 := False;
If Buffer(lB,1]>=24 tr:er:
, ,..
74
begin
Bufferi19,l} := BufferI19,1) + 24;
Buffer [18, 1] :=- Buffer[lo,l] - 24i
End
Else
If BufferrlS,2»=24 then
begin
!= Bufferi19,21 + 24;
:= Bufferf18,2] - 24;
Bufferi19,21
BufferflB,2]
End
Else
If Bufferi18,J}>=24 then
begin
Buffer[19,3] ;= Buffer[19,3J +- 24;
Buffer [18, 3J := Buffer [lS r 3] - 24;
En.d;
I f Idle[llrCounter[ll].l>O then
Counter- [111 : = counter {ll] + 1;
If t (Buffer[15,l}=O, and (Buffer[15,2}=O) and {Buffer[15,3}=O)
and
~BuferL16/}=O)
and (Bufferi16,2}=O) and (Bufferi16,3)=O)
and tBufferLlt,2j=C) and {Bufferil;,3}=O)
~Buferl17/=O)
ar~d
and (Buffer[18,2]=O) and (Buffer[18,3]=O»
~Bufer18,)=O
:?roses(4)C) c·r (Bufer[:;3~>C.
and {Proses(6)O) or (Buffer[18 r 2]>O) or (Buffer[lSr3]>O»
IP~aDr71=6G) ::)'r
(Buzfer[19 t 3]>=£.C.; thaTI
begin
: f Bufferf19,1»=60 then
7S
:= Buffer[19,l}
BDffer[19 t l]
-
60;
~
60;
v,
6 1'1·
End
Else
If Buffer[19,2]>=60 then
begin
Buffer[20,2] := Buffer[20,21
Buffer[19,2]
Buffer[19,2] ~End
ElSE
If Buffer[19,3]>=60 then
begin
Buffer[20,3]
Buffer[20,3] + 60;
Buffer{19,3] := Bufferr19,3] - 60;
End;
If Idler12,Counter(12))>O then
Counter [12J
:= Couf.:.ter (12J
4-
li
End
Else
IdleI12 / Cc1J.nter[1211
e= Idle[12,Counter[1211 + 1;
End;
procedure TFGrml.EditlKeynown(Sender: TObject;
Shift: TShiftState);
VaT LaIrtaSimulasi, Simul.s.si: Integer;
Lapor: Aray(1.~2]
~f
Integer;
LastC.ount: Intel!Jer i
LastCount2: Integer;
be(;rin
'\!~ar
Ke~i:
If Key=l} thE;}·.:
be9in
! f Editl.Text "
then
b·-e·':J ir:
Tnisialisasi;
SimlJl asi : = {1;
Lau.tctSimulEl.si ~=
3trToln~
{Editl. 'I'e:xt);
Whi 1 e Simul aSl .12~OC'0
C'.1 :2~'0(,
c' . 12~'
0 Co 0
C'.1 :2~'O
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C'. 1 :2~'O(,
C.
(>.12~'0,
C'. 1:2 ~·O(,
C'. j :2~,OG
C'.1 :2~'O
C'. 1:2 ~·O('
C'. 1:2 ~,O(·
C'.1 :2~oc.O
C'. 1 :2~,0(1
C'.1 :2~0(,
C'. 1 :2~'O(,0
C'. 1 :2~OG
C' . 1:2 :,0(,0
C'.1 :2~'O(!
C'. 1:2 :,000
C' .12:0(,0
C'. 1:2 :·0(,0
C'. 1:2 :,0(·0
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C' .12:%0
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C .12~'%O
(.12:%0
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f'IEST 1
E' H::3T
FIEST
f'IRST
FIEST
1
1
1
1
00
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PJF'FER S'I'OCK
vlait .17
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vlai t .] 7
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1
SAEUNG Tl'.NGAN SEX] T
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8ARUNG-·TANG.W-·N
8ARUNG=:TANGAN::::N
ME~
IN ['OTTI NC; Nt
HESIN'-PO'I'TINC:-]v[3
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SARUNG ='TANGAN:)!
SE'I'TE:R 1
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SE'I'TER=4
(,,: 5(,DCJ
(, .: 5(, ,)eJ
(, .: 5(,0(")
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v'ait .0368 ClCcum :'4
]
U\'F.TJlSG_ TLNC"J'·j H HEE:INJ'O'I'TINC_}O \Nait .C3(,8 accum 24
~AF,UNG_TLC"J'·I.lq
HEE.INJ'O'l'TJNC,_M4 v'ait ,('368 accum 24
1
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t
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SAP.UNG _TP.NC;AN _]v! Ope: ['(; te>("j
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j.
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it.
1
it: .1::-4(,
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WCl it .1346
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1
1
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:3ARUNG 'rAHGAN.L 0P'" catorS
Wil.
~-;
* * * * :ty
OCQUpied
Full
Down
99.98
99.98
96.08
94. 6 9
99.98
99.95
0.89
1.25
1.35
1.66
4. 5 4
4.56
4.56
2.28
0.32
4. 5 2
4.55
4.52
3.41
0.00
0.00
3.89
5.29
0.00
0.00
5.18
4.82
4.72
4.41
0.02
0.00
0.00
3.07
4.39
1).03
0.01
0.04
96.58
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
-~
0.02
0.02
0.03
0.02
0.02
0.05
93.93
93.93
93.93
93.93
95.44
95.44
95.44
94.65
95.29
95.44
95.44
95.44
0.01
FAILED l\lUI.IV.ALS
Entity
Looation
Name
N_
SARONG TANGAN $
SARONG TANGAN M
SARONG TANGAN 10
SUFFER STOCK
SUFFER STOCK
SUFFER STOCK
--------------- ----_ .... ------
Total
Fa:l.led
58367i
589157
592111
J:NTITY ACTIVITY
Entity
Name
---------------
Total
Exits
SARONG TANGAN S 17948
SARONG TANGAN M 15504
Current
Q\lant.itv
In System
Average
Minute.
In
System
Average
Minutes
In Mo_
Logio
-----_._--
--.-------
-_ .... _----
579
139
20.707()59
12.918755
0.000000
0.000000
Average
Minutes
In
OpElratin
Av.. rage
Minutes
Wait For
Res, etc.
-----..----
-~.
8.0618:l0
7.467000
0.937241
2.122485
Page
... -
~
Average
Minutes
Bloc:ked
----- ...
_--
11.707988
3.329271
Density Trace for Large
,"
D.S
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Large
C" •• _ . , . ......
h'~.
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Th15 analysis shows the results of f1tt1ng a Weibull distr1Dution
to the daca on Large.
The estimated par&~et€s
of the fitted
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58
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at or below
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=
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7554, 83
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£:512
3:: Buffer[14,2j>=24 trien
begir-:.
3ufferrl::.... 2J .. - Bufferilf,2] 1- 24;
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If Idle[lCO then
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Flag:13 := False;
begin
o:,~+
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• ..:..c..:. z.-l._',.!oJ
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Duffer
.
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:=
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End;
,~
f~;uer[18/}'>=24)
(Buffer ~18(
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r:ag114
Flagl14 := False;
If Buffer(lB,1]>=24 tr:er:
, ,..
74
begin
Bufferi19,l} := BufferI19,1) + 24;
Buffer [18, 1] :=- Buffer[lo,l] - 24i
End
Else
If BufferrlS,2»=24 then
begin
!= Bufferi19,21 + 24;
:= Bufferf18,2] - 24;
Bufferi19,21
BufferflB,2]
End
Else
If Bufferi18,J}>=24 then
begin
Buffer[19,3] ;= Buffer[19,3J +- 24;
Buffer [18, 3J := Buffer [lS r 3] - 24;
En.d;
I f Idle[llrCounter[ll].l>O then
Counter- [111 : = counter {ll] + 1;
If t (Buffer[15,l}=O, and (Buffer[15,2}=O) and {Buffer[15,3}=O)
and
~BuferL16/}=O)
and (Bufferi16,2}=O) and (Bufferi16,3)=O)
and tBufferLlt,2j=C) and {Bufferil;,3}=O)
~Buferl17/=O)
ar~d
and (Buffer[18,2]=O) and (Buffer[18,3]=O»
~Bufer18,)=O
:?roses(4)C) c·r (Bufer[:;3~>C.
and {Proses(6)O) or (Buffer[18 r 2]>O) or (Buffer[lSr3]>O»
IP~aDr71=6G) ::)'r
(Buzfer[19 t 3]>=£.C.; thaTI
begin
: f Bufferf19,1»=60 then
7S
:= Buffer[19,l}
BDffer[19 t l]
-
60;
~
60;
v,
6 1'1·
End
Else
If Buffer[19,2]>=60 then
begin
Buffer[20,2] := Buffer[20,21
Buffer[19,2]
Buffer[19,2] ~End
ElSE
If Buffer[19,3]>=60 then
begin
Buffer[20,3]
Buffer[20,3] + 60;
Buffer{19,3] := Bufferr19,3] - 60;
End;
If Idler12,Counter(12))>O then
Counter [12J
:= Couf.:.ter (12J
4-
li
End
Else
IdleI12 / Cc1J.nter[1211
e= Idle[12,Counter[1211 + 1;
End;
procedure TFGrml.EditlKeynown(Sender: TObject;
Shift: TShiftState);
VaT LaIrtaSimulasi, Simul.s.si: Integer;
Lapor: Aray(1.~2]
~f
Integer;
LastC.ount: Intel!Jer i
LastCount2: Integer;
be(;rin
'\!~ar
Ke~i:
If Key=l} thE;}·.:
be9in
! f Editl.Text "
then
b·-e·':J ir:
Tnisialisasi;
SimlJl asi : = {1;
Lau.tctSimulEl.si ~=
3trToln~
{Editl. 'I'e:xt);
Whi 1 e Simul aSl .12~OC'0
C'.1 :2~'0(,
c' . 12~'
0 Co 0
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(>.12~'0,
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C'. j :2~,OG
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C'. 1:2 ~·O('
C'. 1:2 ~,O(·
C'.1 :2~oc.O
C'. 1 :2~,0(1
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C'. 1 :2~'O(,0
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C' . 1:2 :,0(,0
C'.1 :2~'O(!
C'. 1:2 :,000
C' .12:0(,0
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C'. 1:2 :,0(·0
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C .12~'%O
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f'IEST 1
E' H::3T
FIEST
f'IRST
FIEST
1
1
1
1
00
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IN ['OTTI NC; Nt
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SE'I'TE:R 1
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(,,: 5(,DCJ
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v'ait .0368 ClCcum :'4
]
U\'F.TJlSG_ TLNC"J'·j H HEE:INJ'O'I'TINC_}O \Nait .C3(,8 accum 24
~AF,UNG_TLC"J'·I.lq
HEE.INJ'O'l'TJNC,_M4 v'ait ,('368 accum 24
1
cAfTJNG Tn-leAN N ~ET,R
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t
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Wil.
~-;
* * * * :ty
OCQUpied
Full
Down
99.98
99.98
96.08
94. 6 9
99.98
99.95
0.89
1.25
1.35
1.66
4. 5 4
4.56
4.56
2.28
0.32
4. 5 2
4.55
4.52
3.41
0.00
0.00
3.89
5.29
0.00
0.00
5.18
4.82
4.72
4.41
0.02
0.00
0.00
3.07
4.39
1).03
0.01
0.04
96.58
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
-~
0.02
0.02
0.03
0.02
0.02
0.05
93.93
93.93
93.93
93.93
95.44
95.44
95.44
94.65
95.29
95.44
95.44
95.44
0.01
FAILED l\lUI.IV.ALS
Entity
Looation
Name
N_
SARONG TANGAN $
SARONG TANGAN M
SARONG TANGAN 10
SUFFER STOCK
SUFFER STOCK
SUFFER STOCK
--------------- ----_ .... ------
Total
Fa:l.led
58367i
589157
592111
J:NTITY ACTIVITY
Entity
Name
---------------
Total
Exits
SARONG TANGAN S 17948
SARONG TANGAN M 15504
Current
Q\lant.itv
In System
Average
Minute.
In
System
Average
Minutes
In Mo_
Logio
-----_._--
--.-------
-_ .... _----
579
139
20.707()59
12.918755
0.000000
0.000000
Average
Minutes
In
OpElratin
Av.. rage
Minutes
Wait For
Res, etc.
-----..----
-~.
8.0618:l0
7.467000
0.937241
2.122485
Page
... -
~
Average
Minutes
Bloc:ked
----- ...
_--
11.707988
3.329271