{ From user HNEIMEIE, Model Quepaperd at Sun, Oct 05, 2008 7:01 AM}
Softwareversion 4.1.1


{ System Variables with non-default values: }
Usetable := 0
Typechecking := 1
Checking := 1
Saveoptions := 2
Savevalues := 0
Distresol := 1
{!40000|Att_contlinestyle Graph_primary_valdim: 1}
{!40000|Att_catlinestyle Graph_primary_valdim: 9}
{!40000|Att_contlinestyle Graph_pdf_valdim: 6}
{!40000|Att_contlinestyle Graph_cdf_valdim: 1}

Attribute Reference

Model Quepaperd
Title: QuePaperD
Author: Hank Neimeier
Date: Mon, Nov 6, 1995 8:32 AM
Saveauthor: HNEIMEIE
Savedate: Sun, Oct 05, 2008 7:01 AM
Defaultsize: 48,20
Diagstate: 1,420,139,480,309,17
Fontstyle: Arial, 15
Fileinfo: 0,Model Quepaperd,2,2,0,0,C:\Documents and Settings\hneimeie~~
\Desktop\webinar\Milcom96.ana
Pagesetup: (0000A0C000DA0A)

Module Sensor
Title: Sensor~
Workload
Author: m21941
Date: Thu, Nov 16, 1995 10:28 AM
Defaultsize: 48,24
Nodelocation: 56,112
Nodesize: 48,20
Nodeinfo: 1,1,1,1,1,1,0
Diagstate: 1,448,454,281,144,1

Decision Arvr
Title: Arrival~
Rate
Definition: Table(Time,P3)(~
0.8,1.2,1.6,~
1.2,1.6,2,~
1.6,2,2.4~
)
Nodelocation: 64,40
Nodesize: 48,20
Windstate: 1,7,143
Reformdef: [Time,P3]
Reformval: [Time,P3]

Decision Cvarv
Title: CvArv
Definition: 1
Nodelocation: 184,40
Nodesize: 48,20

Close Sensor

Module Ground_pro3
Title: Command~
& Control
Author: m21941
Date: Fri, Nov 10, 1995 8:33 PM
Defaultsize: 48,20
Nodelocation: 112,64
Nodesize: 48,20
Diagstate: 1,72,82,472,373,1

Decision Sr2
Title: Service~
Rate
Definition: Table(Time,Q3)(~
1.5,2,2.5,~
1.25,1.75,2.25,~
1,1.5,2~
)
Nodelocation: 128,88,1
Nodesize: 40,24
Reformdef: [Time,Q3]
Reformval: [Time,Q3]

Chance Uc2
Title: Corrected~
Utilization
Definition: Uc(U2)
Nodelocation: 216,152,1
Nodesize: 56,28

Chance Dr2
Title: Departure~
Rate
Definition: (If (Ar2>Sr2) Then Sr2 Else Min([Ar2,Sr2]))
Nodelocation: 48,152,1
Nodesize: 56,24
Nodeinfo: 1,1,1,1,1,1,0

Objective Del2
Title: Delay
Definition: (((((Uc2*(Ca2+Cs2))/(2*(1-Uc2)))+1)/Sr2)+Ad2)
Nodelocation: 264,32
Nodesize: 48,20
Windstate: 2,102,90,631,349
Valuestate: 2,216,226,416,303,1,MIDM
Reformval: [Q3,P3]
{!40000|Att_resultslicestate: [Time,3,P3,1,Q3,1]}

Decision Cs2
Title: Service~
 CV Sq
Definition: 1
Nodelocation: 384,40,1
Nodesize: 52,28

Chance Cd2
Title: Departure~
CV Sq
Definition: Uc2*Uc2*Cs2+(1-Uc2*Uc2)*ca2
Nodelocation: 384,184,1
Nodesize: 56,32
Valuestate: 1,152,162,416,303,0,MIDM

Chance U2
Title: Utilization
Definition: (Ar2/Sr2)
Nodelocation: 152,224,1
Nodesize: 44,24
Reformval: [P3,Q3]

Decision Ad2
Title: Additional~
Delay
Definition: .5
Nodelocation: 136,32,1
Nodesize: 48,24

Variable Ar2
Title: Arrival~
Rate
Definition: dr1
Nodelocation: 48,224,0
Nodesize: 40,20
Reformval: [P3,Q3]

Chance Ca2
Title: Arrival~
CV Sq
Definition: cd1
Nodelocation: 312,104,1
Nodesize: 52,28
Reformval: [Time,Time]

Objective Th2
Title: Thruput
Definition: if u2>1 then 1/u2 else 1
Nodelocation: 272,224,0
Nodesize: 48,20
Reformval: [P3,Q3]

Close Ground_pro3

Module Indices
Title: indices
Author: Hank Neimeier
Date: Sat, Dec 9, 1995 10:15 AM
Nodelocation: 280,240,0
Nodesize: 48,20
Nodeinfo: 1,1,0,1,1,1,0
Diagstate: 1,167,486,416,435,1

Index Nd
Title: Node
Definition: ['Que 1','Que 2','Que 3']
Nodelocation: 56,24
Nodesize: 28,16
Windstate: 1,56,176

Index V
Title: Variable
Definition: ['Ca','Cs','Added Delay','Flow*']
Nodelocation: 144,24
Nodesize: 36,16
Windstate: 1,101,102

Index Fn
Title: Flow#
Definition: ['Flow1','Flow2','Flow3']
Nodelocation: 56,72
Nodesize: 32,12

Index Pa
Title: Parameter
Definition: ['Arrival R','Ca Sq','In Flow *']
Nodelocation: 144,72
Nodesize: 44,12

Index P3
Title: p3
Definition: ['p1/6-16.6','p1/2-50.0','p5/6-83.3']
Nodelocation: 48,168
Nodesize: 16,8
{!40000|Att_previndexvalue: ['p1/6-16.6','p1/2-50.0','p5/6-83.3']}

Index Q3
Title: q3
Definition: ['p1/6-16.6','p1/2-50.0','p5/6-83.3']
Nodelocation: 48,144
Nodesize: 16,8
{!40000|Att_previndexvalue: ['p1/6-16.6','p1/2-50.0','p5/6-83.3']}

Index F9
Title: f9
Definition: Sequence(1,9)
Nodelocation: 48,120
Nodesize: 16,8

Chance Time1
Title: time
Definition: Time
Nodelocation: 144,120
Nodesize: 24,12

Close Indices

Module Ground_pro1
Title: Data~
Processing
Author: m21941
Date: Fri, Nov 10, 1995 8:33 PM
Defaultsize: 48,24
Nodelocation: 112,176,1
Nodesize: 60,20
Diagstate: 1,117,462,811,480,1

Decision Sr1
Title: Service~
Rate
Definition: Table(Q3)(~
1.25,1.75,2.25)
Nodelocation: 160,96,1
Nodesize: 40,28
Reformval: [Time,Q3]

Chance Uc1
Title: Corrected~
Utilization
Definition: Uc(U1)
Nodelocation: 248,144,1
Nodesize: 52,28
Reformval: [P3,Q3]

Chance Dr1
Title: Departure~
Rate
Definition: (If (Ar1>Sr1) Then Sr1 Else Min([Ar1,Sr1]))
Nodelocation: 56,168,1
Nodesize: 56,32
Reformval: [P3,Q3]

Objective Del1
Title: Delay
Definition: (((((Uc1*(Ca1+Cs1))/(2*(1-Uc1)))+1)/Sr1)+Ad1)
Nodelocation: 296,40,0
Nodesize: 48,20
Reformval: [Q3,P3]

Decision Cs1
Title: Service~
 CV Sq
Definition: 1
Nodelocation: 456,40,1
Nodesize: 52,28

Chance Cd1
Title: Departure~
CV Sq
Definition: (((Uc1*Uc1)*Cs1)+((1-(Uc1*Uc1))*Ca1))
Nodelocation: 456,208,1
Nodesize: 80,28

Chance U1
Title: Utilization
Definition: (Ar1/Sr1)
Nodelocation: 176,248,1
Nodesize: 52,24
Reformval: [Q3,P3]

Decision Ad1
Title: Additional~
Delay
Definition: 2
Nodelocation: 64,40,1
Nodesize: 52,32

Variable Ar1
Title: Arrival~
Rate
Definition: arvr
Nodelocation: 56,248,1
Nodesize: 44,24
Reformval: [Time,P3]

Chance Ca1
Title: Arrival~
CV Sq
Definition: Cvarv
Nodelocation: 376,112,1
Nodesize: 60,28
Reformval: [Time,Time]

Objective Th1
Title: Thruput
Definition: if u1>1 then 1/u1 else 1
Nodelocation: 312,248,1
Nodesize: 40,32
Reformval: [P3,Q3]

Close Ground_pro1

Module Processing___weapon_
Title: Processing &~
Weapon Delay
Author: Hank Neimeier
Date: Mon, Jan 15, 1996 10:12 AM
Defaultsize: 48,24
Nodelocation: 256,64,1
Nodesize: 56,40
Diagstate: 1,120,130,596,434,1

Decision Weapdel
Title: Weapon~
Delay
Definition: Table(Bi)(~
2,15,10,2,0,0,0)
Nodelocation: 208,32,1
Nodesize: 48,24

Chance Delc2
Title: C2 Delay
Definition: parb(fr3_b(Del1+del2))
Nodelocation: 344,40
Nodesize: 48,20

Chance Deldir
Title: Delay Direct
Definition: parb(fr3_b(Del1))
Nodelocation: 72,40
Nodesize: 48,20
Reformval: [Q3,P3]

Chance Tdeldir
Title: Total Direct~
Beta Fit
Definition: Addb(Weapdel,Deldir)
Nodelocation: 72,104,1
Nodesize: 52,24

Chance Tdelc2
Title: Total C2~
Beta Fit
Definition: Addb(Weapdel,Delc2)
Nodelocation: 344,104,1
Nodesize: 48,24

Chance C2_min
Title: C2 Min~
Plot
Definition: Table(Time)(~
Bplotb(Tdelc2[Time=0]),Bplotb(Tdelc2[Time=1]),Bplotb(Tdelc2[Time=2]))~~

Nodelocation: 344,184,1
Nodesize: 48,28
Valuestate: 2,216,226,416,303,1,CDFP
Reformval: [Undefined,Time,Undefined,Undefined,1]

Chance Direct_min
Title: Direct Minutes~
Plot
Definition: Table(Time)(~
Bplotb(Tdeldir[Time=0]),Bplotb(Tdeldir[Time=1]),Bplotb(Tdeldir[Time=2~~
]))
Nodelocation: 72,184,1
Nodesize: 52,28
Valuestate: 1,72,82,416,303,1,CDFP
Graphsetup: Distresol:1~
Diststeps:1~
Symbolsize:6~
Linestyle:1~
Frame:1~
Grid:1~
Ticks:1~
Mesh:1~
Scales:1~
Frameauto:1~
Xminimum:20~
Xmaximum:40~
Yminimum:0~
Ymaximum:0.1~
Zminimum:-1u~
Zmaximum:1u~
Xintervals:0~
Yintervals:0~

Reformval: [Undefined,Time,Undefined,Undefined,1]

Chance Weapon_dis
Title: Weapon Delay~
Beta Fit
Definition: Parb( Weapdel )
Nodelocation: 208,104,1
Nodesize: 56,28

Chance Weapon_min
Title: Weapon Delay Minutes Plot
Definition: bplotb( Weapon_dis )
Nodelocation: 208,184,1
Nodesize: 52,36
Valuestate: 2,136,146,579,409,1,PDFP
Graphsetup: Distresol:1~
Diststeps:1~
Symbolsize:6~
Linestyle:1~
Frame:1~
Grid:1~
Ticks:1~
Mesh:1~
Scales:1~
Frameauto:1~
Xminimum:4~
Xmaximum:14~
Yminimum:0~
Ymaximum:0.2~
Zminimum:-1u~
Zmaximum:1u~
Xintervals:0~
Yintervals:0~


Close Processing___weapon_

Module Target_dwe1
Title: Target Dwell~
Minutes
Author: Hank Neimeier
Date: Mon, Jan 15, 1996 10:12 AM
Defaultsize: 48,24
Nodelocation: 392,48,1
Nodesize: 56,28
Diagstate: 1,97,347,437,291,1

Decision Targmin
Title: Target~
Dwell Min
Definition: Table(Bi)(~
5,45,15,5,0,0,0)
Nodelocation: 72,40
Nodesize: 48,20

Chance Dwell
Title: Dwell~
Distribution
Definition: Parb(Targmin)
Nodelocation: 200,40,1
Nodesize: 48,24

Chance Dwell_minutes
Title: Minutes
Definition: bplotb( Dwell )
Nodelocation: 328,40
Nodesize: 48,20
Valuestate: 2,190,375,416,303,1,CDFP

Close Target_dwe1

Module Spare_minu
Title: Spare~
Minutes
Author: Hank Neimeier
Date: Mon, Jan 15, 1996 10:12 AM
Defaultsize: 48,24
Nodelocation: 392,120
Nodesize: 48,20
Diagstate: 1,40,50,335,201,1

Chance Sdir
Title: Spare Min~
Direct
Definition: parb(subb(dwell,tdeldir))
Nodelocation: 80,48,1
Nodesize: 56,28
Reformval: [Time,Bi]

Chance Sc2
Title: Spare Min~
C2
Definition: Parb(Subb(Dwell,Tdelc2))
Nodelocation: 216,48,1
Nodesize: 60,28

Chance Direct_spa
Title: Direct Spare~
Minutes Plot
Definition: Table(Time)(~
Bplotb(Sdir[Time=0]),Bplotb(Sdir[Time=1]),Bplotb(Sdir[Time=2]))
Nodelocation: 80,120,1
Nodesize: 60,32
Valuestate: 2,120,130,416,303,1,CDFP
Graphsetup: Distresol:1~
Diststeps:1~
Symbolsize:6~
Linestyle:1~
Frame:1~
Grid:1~
Ticks:1~
Mesh:1~
Scales:1~
Frameauto:1~
Xminimum:-20~
Xmaximum:10~
Yminimum:0~
Ymaximum:0.1~
Zminimum:-1u~
Zmaximum:1u~
Xintervals:0~
Yintervals:0~

Reformval: [Undefined,Time,Undefined,Undefined,1]

Chance C2_spare_m
Title: Spare Minutes
Definition: Table(Time)(~
Bplotb(Sc2[Time=0]),Bplotb(Sc2[Time=1]),Bplotb(Sc2[Time=2]))
Nodelocation: 216,120,1
Nodesize: 56,28
Valuestate: 1,184,194,416,303,1,CDFP
Graphsetup: Distresol:1~
Diststeps:1~
Symbolsize:6~
Linestyle:1~
Frame:1~
Grid:1~
Ticks:1~
Mesh:1~
Scales:1~
Frameauto:1~
Xminimum:-30~
Xmaximum:20~
Yminimum:0~
Ymaximum:1~
Zminimum:0~
Zmaximum:2~
Xintervals:0~
Yintervals:0~


Close Spare_minu

Module Lethality
Title: Lethality
Author: Hank Neimeier
Date: Mon, Jan 15, 1996 10:12 AM
Defaultsize: 48,24
Nodelocation: 392,176
Nodesize: 48,20
Diagstate: 1,72,441,446,401,1

Chance Cbdir
Title: cbdir
Definition: bcum(slice(sdir,bi,5),slice(sdir,bi,6))
Nodelocation: 80,24,1
Nodesize: 32,20
Reformval: [Ns,Time]

Objective Lehality_d
Title: Lehality~
Direct
Definition: p0(slice(sdir,bi,1),slice(sdir,bi,2),cbdir)
Nodelocation: 80,72
Nodesize: 48,20
Windstate: 1,76,261
Valuestate: 1,104,114,416,303,1,MIDM
Graphsetup: Distresol:4~
Diststeps:1~
Symbolsize:6~
Linestyle:9~
Frame:1~
Grid:1~
Ticks:1~
Mesh:1~
Scales:1~
Frameauto:1~
Xminimum:0~
Xmaximum:2~
Yminimum:0.2~
Ymaximum:0.6~
Zminimum:1~
Zmaximum:1~
Xintervals:0~
Yintervals:0~


Chance Cbc2
Title: cbc2
Definition: Bcum(Slice(Sc2,Bi,5),Slice(Sc2,Bi,6))
Nodelocation: 216,24,1
Nodesize: 32,16

Objective Lehc2
Title: Lehality~
C2
Definition: P0(Slice(Sc2,Bi,1),Slice(Sc2,Bi,2),Cbc2)
Nodelocation: 216,72
Nodesize: 48,20
Valuestate: 1,88,98,416,303,1,MIDM
Graphsetup: Distresol:4~
Diststeps:1~
Symbolsize:6~
Linestyle:9~
Frame:1~
Grid:1~
Ticks:1~
Mesh:1~
Scales:1~
Frameauto:0~
Xminimum:0~
Xmaximum:3~
Yminimum:0~
Ymaximum:0.5~
Zminimum:1~
Zmaximum:1~
Xintervals:0~
Yintervals:0~


Close Lethality

Module Functions
Title: Functions
Author: Hank Neimeier
Date: Mon, Jan 15, 1996 11:57 AM
Defaultsize: 48,24
Nodelocation: 392,240,0
Nodesize: 48,20
Nodeinfo: 1,0,0,1,1,1,0
Diagstate: 1,56,66,712,568,1

Function Uc(u)
Title: uc
Definition: if u<.8 then u else if u>.9 then .9 else .8+(u-.8)/2
Nodelocation: 256,48,1
Nodesize: 32,20
Paramnames: u

Index Bi
Title: bi
Definition: ['min','max','mean','sd','a','b','Mode']
Nodelocation: 64,272,1
Nodesize: 32,20
Nodeinfo: 1,1,0,1,1,1,0
Windstate: 1,101,149
{!40000|Att_previndexvalue: ['min','max','mean','sd','a','b','Mode']}

Function Parb(x)
Title: parb
Description: Calculate beta distribution parameters
Definition: If (bi='min') Then Slice(X,bi,1) Else (If (bi='max') Then ~~
Slice(X,bi,2) Else (If (bi='mean') Then Slice(X,bi,3) Else (If (bi='s~~
d') Then Slice(X,bi,4) Else (If (bi='a') Then Apb(X) Else (If (bi='b'~~
) Then Bpb(X) Else (Slice(X,bi,1)+((Slice(X,bi,2)-Slice(X,bi,1))*((Ap~~
b(X)-1)/((Apb(X)+Bpb(X))-2)))))))))
Nodelocation: 160,192,1
Nodesize: 40,20
Windstate: 1,56,66
Paramnames: x

Function Subb(x,y)
Title: Subb
Description: Subtract uncertain y from x switch min and max if necessa~~
ry for max range
Definition: (If (bi='min') Then Min([(Slice(X,bi,1)-Slice( Y,bi,1)),(S~~
lice(X,bi,1)-Slice( Y,bi,2))]) Else (If (bi='max') Then Max([(Slice(X~~
,bi,2)-Slice( Y,bi,2)),(Slice(X,bi,2)-Slice( Y,bi,1))]) Else (If (bi=~~
'sd') Then Sqrt(((Slice(X,bi,4)*Slice(X,bi,4))+(Slice( Y,bi,4)*Slice(~~
 Y,bi,4)))) Else (X- Y))))
Nodelocation: 160,144,1
Nodesize: 44,20
Paramnames: x,y

Chance Steps
Title: steps
Description: number of calculation steps
Definition: 50
Nodelocation: 376,328,1
Nodesize: 32,20

Index Ns
Title: ns
Description: step index use to index beta densities and functions time~~
s beta densities
Definition: Sequence(1,Steps)
Nodelocation: 128,272,1
Nodesize: 36,20

Function Xrange(a,b)
Title: Xrange
Description: Sets up vector of x values between a and b
Definition: array(dummyx,sequence(a,b,(b-a)/steps))
Nodelocation: 160,48,1
Nodesize: 48,20
Paramnames: a,b

Index Dummyx
Title: dummyX
Definition: sequence(0,steps)
Nodelocation: 224,272,1
Nodesize: 48,24

Function Mbpd(xn,xx,a,b,x)
Title: Mbpd
Description: multiple unnormalized beta probability densities handles ~~
out of range x values
Definition: (If (( A<1.01) And ( X=Xn) or x<xn) Then 0 Else (If (( B<1~~
.01) And ( X= Xx) or x>xx) Then 0 Else (((( X-Xn)/( Xx-Xn))^( A-1))*(~~
(1-(( X-Xn)/( Xx-Xn)))^( B-1)))))
Nodelocation: 352,48,1
Nodesize: 44,20
Windstate: 2,102,90,611,461
Paramnames: xn,xx,a,b,x

Function Mbplot(xxn,xxx,xn,xx,a,b)
Title: Mbplot
Description: Plots multiple beta distributions (Mbplot in table) over ~~
a xxn to xxx range.  Individual distribution minimum and maximum is s~~
pecified in xn and xx; fit parameters are set in a & b.  Note set gra~~
ph style equal probability and 1 resolution, set uncertainty preferen~~
ces to median hypercube
Definition: using xv:=Xrange(xxn,xxx) do Probdist(mbpd(xn,xx,a,b,xv),x~~
v)
Nodelocation: 352,96,1
Nodesize: 44,20
Windstate: 2,56,66,539,363
Paramnames: xxn,xxx,xn,xx,a,b

Function Rb(x)
Title: rb
Description: variance/range^2 parameter
Definition: ((Slice(X,bi,4)*Slice(X,bi,4))/((Slice(X,bi,2)-Slice(X,bi,~~
1))^2))
Nodelocation: 80,96,1
Nodesize: 28,16
Paramnames: x

Function Sb(x)
Title: sb
Definition: ((Slice(X,bi,3)-Slice(X,bi,1))/(Slice(X,bi,2)-Slice(X,bi,1~~
)))
Nodelocation: 80,48,1
Nodesize: 32,16
Paramnames: x

Function Bpb(x)
Title: bpb
Definition: ((((Sb(X)*(1-Sb(X)))/Rb(X))-Apb(X))-1)
Nodelocation: 64,192,1
Nodesize: 40,20
Paramnames: x

Function Apb(x)
Title: apb
Definition: ((((Sb(X)*Sb(X))*(1-Sb(X)))/Rb(X))-Sb(X))
Nodelocation: 64,144,1
Nodesize: 44,20
Paramnames: x

Function Bplotb(x)
Title: Bplotb
Description: Plots beta distribution from its minimum xn to its maximu~~
m xx using steps cells. Note set uncertainty preferences to median hy~~
percube, graph style to equal probability, 1 resolution
Definition: Using xp := Xrange(Slice(X,Bi,1),Slice(X,Bi,2)) Do Probdis~~
t(bpd(Slice(X,Bi,1),Slice(X,Bi,2),Slice(X,Bi,5),Slice(X,Bi,6),xp),xp)~~

Nodelocation: 352,256,1
Nodesize: 48,24
Windstate: 2,133,318,598,363
Paramnames: x

Function Addb(x,y)
Title: Addb
Definition: (If (bi='sd') Then Sqrt(((Slice(X,bi,4)*Slice(X,bi,4))+(S~~
lice( Y,bi,4)*Slice( Y,bi,4)))) Else (X+ Y))
Nodelocation: 160,96,1
Nodesize: 44,20
Paramnames: x,y

Function Q_bdelay(del,sd)
Title: Q>Bdelay
Definition: if bi='min' then max([del-2*sd,0]) else if bi='max' then d~~
el+2*sd else if bi='mean' then del else if bi='sd' then sd else 0
Nodelocation: 264,344,1
Nodesize: 44,16
Windstate: 2,88,98,534,358
Paramnames: del,sd

Function Pk(xn,xx)
Title: pk
Description: Calculates probability >0 given uniform distribution
Definition: if xn>=0 then 1 else ifonly xx<=0 then 0 else 1-abs(xn)/(x~~
x-xn)
Nodelocation: 160,336,1
Nodesize: 32,20
Windstate: 2,102,90,547,254
Paramnames: xn,xx

Function Bcum(a,b)
Title: Bcum
Description: calculates cumulative beta density for fit beta a and b p~~
arameters over the ns dimension of steps cells
Definition: Using x := (ns-.5)/steps Do Cumulate((x^(a-1)) *(1-x)^(b-1~~
),ns)/sum((x^(a-1)) *(1-x)^(b-1),ns)
Nodelocation: 344,192,1
Nodesize: 36,20
Windstate: 2,122,218,516,290
Paramnames: a,b

Function Bfrac1(xn,xx,a,b)
Title: Bfrac
Description: Calculates .1,.3,.5,.7,.9 fractile x values for a beta di~~
stribution with minimum xn, maximum xx, and fit parameters a & b
Definition: xn+(xx-xn)*linearinterp(bcum(a,b), (ns-.5)/steps,[.1,.3,.5~~
,.7,.9])
Nodelocation: 80,344,1
Nodesize: 36,20
Windstate: 2,79,184,549,346
Paramnames: xn,xx,a,b

Function Bpd(xn,xx,a,b,x)
Title: Bpd
Description: unnormalized beta probability density
Definition: if a<1.01 and x=xn then 0 else if b<1.01 and x=xx then 0 e~~
lse ((x-xn)/(xx-xn))^(a-1)*(1-(x-xn)/(xx-xn))^(b-1)
Nodelocation: 344,144,1
Nodesize: 36,16
Paramnames: xn,xx,a,b,x

Function P0(xn,xx,cb)
Title: p0
Definition: ifonly xx<=0 then 0 else ifonly xn>=0 then 1 else 1-(cb[ns~~
=round(ri(xn,xx)-.5)]+ (ri(xn,xx)-round(ri(xn,xx)-.5))* (cb[ns=min([s~~
teps,round(ri(xn,xx)+.5)])]-cb[ns=round(ri(xn,xx)-.5)]))
Nodelocation: 256,200,1
Nodesize: 40,16
Windstate: 2,102,90,550,339
Paramnames: xn,xx,cb

Function Ri(xn,xx)
Title: Ri
Definition: ifonly xx<0 then steps-1 else ifonly xn>0 then 1 else abs(~~
xn)*(steps-1)/(xx-xn)+1
Nodelocation: 256,152,1
Nodesize: 28,16
Windstate: 2,102,90,490,242
Paramnames: xn,xx

Function Fr3_b(x)
Title: Fr3>B
Definition: slice(slice((if bi='min' then min(min(x,p3),q3)-(max(max(x~~
,p3),q3)-min(min(x,p3),q3))/18 else if bi='max' then max(max(x,p3),q3~~
)+(max(max(x,p3),q3)-min(min(x,p3),q3))/18 else if bi='mean' then ave~~
rage(average(x,p3),q3) else if bi='sd' then sqrt(average(average(x*x,~~
p3),q3)-average(average(x,p3),q3)^2) else x),p3,1),q3,1)
Nodelocation: 256,104,1
Nodesize: 36,20
Windstate: 1,192,181
Paramnames: x

Close Functions

Module Thruput
Title: Thruput
Author: Hank Neimeier
Date: Mon, Jan 15, 1996 3:44 PM
Defaultsize: 48,24
Nodelocation: 280,176
Nodesize: 48,20
Diagstate: 1,152,162,398,341,1

Chance Thdir
Title: Direct~
Thruput
Definition: parb(fr3_b(th1))
Nodelocation: 72,40,1
Nodesize: 52,32
Reformval: [Time,Bi]

Chance Thc2
Title: C2 Thruput~
Beta Fit
Definition: parb(fr3_b(th1*th2))
Nodelocation: 192,48,1
Nodesize: 52,28
Reformval: [Time,Bi]

Chance Thruput_pl
Title: Throughput
Definition: Table(Time)(~
Mbplot(0,1,Slice(Thc2[Time=0],Bi,1),Slice(Thc2[Time=0],Bi,2),Slice(Th~~
c2[Time=0],Bi,5),Slice(Thc2[Time=0],Bi,6)),Mbplot(0,1,Slice(Thc2[Time~~
=1],Bi,1),Slice(Thc2[Time=1],Bi,2),Slice(Thc2[Time=1],Bi,5),Slice(Thc~~
2[Time=1],Bi,6)),Mbplot(0,1,Slice(Thc2[Time=2],Bi,1),Slice(Thc2[Time=~~
2],Bi,2),Slice(Thc2[Time=2],Bi,5),Slice(Thc2[Time=2],Bi,6)))
Nodelocation: 328,48
Nodesize: 48,20
Defnstate: 1,23,152,867,210,0,MIDM
Valuestate: 1,232,242,416,303,1,CDFP
Graphsetup: Distresol:1~
Diststeps:1~
Symbolsize:6~
Linestyle:1~
Frame:1~
Grid:1~
Ticks:1~
Mesh:1~
Scales:1~
Frameauto:1~
Xminimum:0.4~
Xmaximum:1~
Yminimum:0~
Ymaximum:1~
Zminimum:0~
Zmaximum:2~
Xintervals:0~
Yintervals:0~

Reformval: [Time,Time]

Chance Thc2b
Title: C2 Thruput~
Bars
Definition: slice( Thc2 ,bi,3)
Nodelocation: 192,136,1
Nodesize: 52,24
Valuestate: 1,296,306,416,303,1,MIDM
Graphsetup: {!40000|Att_forcecategorical Graph_primary_valdim:1}~
Yintervals:0~
Xintervals:0~
Zmaximum:1~
Zminimum:1~
Ymaximum:1~
Yminimum:0.5~
Xmaximum:3~
Xminimum:0~
Frameauto:0~
Scales:1~
Mesh:1~
Ticks:1~
Grid:1~
Frame:1~
Linestyle:9~
Symbolsize:6~
Diststeps:1~
Distresol:1

Chance Direct_thr
Title: Direct~
Thruput Bars
Definition: Slice(Thdir,Bi,3)
Nodelocation: 72,136,1
Nodesize: 60,28
Valuestate: 1,328,338,416,303,1,MIDM
Graphsetup: Distresol:1~
Diststeps:1~
Symbolsize:6~
Linestyle:9~
Frame:1~
Grid:1~
Ticks:1~
Mesh:1~
Scales:1~
Frameauto:0~
Xminimum:0~
Xmaximum:3~
Yminimum:0.5~
Ymaximum:1~
Zminimum:1~
Zmaximum:1~
Xintervals:0~
Yintervals:0~


Close Thruput

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