2.2 P1 Pemeliharaan korektif pada status 4 dan pemeliharaan Pencegahan pada
Status 3 .
Modules-1 Modules-2 Input Data Solution Options Help - MKV Problem Specification
∙ Enter the following fields to define your problem. ∙ Specify if you want to define the state names.
∙ Specify if you know the intial state probabilities. ∙ Specify if you know the costprofit associated with each state.
Problem Name? [Holzma ] Number of states? [4 ]
State name: Default Sn ♦ You define
Initial state probabilities: Known ♦ Unknown
Costprofit of states: Known ♦ Unknown
OK Print Cancel
Modules-1 Modules-2 Input Data Solution Options Help - MKV Transition Probabilities for Holzma
From \ To: │ S1 S2 S3 S4
S1 │[0.48 ][0.16 ][0.12 ][0.24 ]
S2 │[0 ][0.4286 ][0.2857 ][0.2857 ]
S3 │[0 ][1 ][0 ][0 ]
S4 │[1 ][0 ][0 ][0 ]
OK PgUp PgLt PgRt Help Print Cancel
Modules-1 Modules-2 Input Data Solution Options Help - MKV Steady State Solution for Holzma
07-01-2004 02:02:22 Page: 1 of 1 State
│ State │ Recurrence │ State │ State │ Recurrence │ Name
│Probability │ Time │ Name │Probability │ Time │ S1
│ .3448218 │ 2.900049 │ S3 │ .1379287 │ 7.250122 │ S2
│ .3379422 │ 2.959085 │ S4 │ .1793073 │ 5.577017 │ Expected CostProfit = 0 Elapsed CPU Seconds = 0
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2.3 P2 Pemeliharaan Korektif Pada Status 3 dan 4 dan Pemeliharaan Pencegahan pada Status 2 .
Modules-1 Modules-2 Input Data Solution Options Help - MKV Problem Specification
∙ Enter the following fields to define your problem. ∙ Specify if you want to define the state names.
∙ Specify if you know the intial state probabilities. ∙ Specify if you know the costprofit associated with each state.
Problem Name? [Holzma ] Number of states? [4 ]
State name: Default Sn ♦ You define
Initial state probabilities: Known ♦ Unknown
Costprofit of states: Known ♦ Unknown
OK Print Cancel Modules-1 Modules-2 Input Data Solution Options Help - MKV
Transition Probabilities for Holzma From \ To:
│ S1 S2 S3 S4 S1
│[0.48 ][0.16 ][0.12 ][0.24 ] S2
│[1 ][0 ][0 ][0 ] S3
│[1 ][0 ][0 ][0 ] S4
│[1 ][0 ][0 ][0 ] OK PgUp PgLt PgRt Help Print Cancel
Modules-1 Modules-2 Input Data Solution Options Help - MKV Steady State Solution for Holzma
07-01-2004 02:02:22 Page: 1 of 1 State
│ State │ Recurrence │ State │ State │ Recurrence │ Name
│Probability │ Time │ Name │Probability │ Time │ S1
│ .6578947 │ 1.52 │ S3 │ 0.078947 │ 12.66667 │ S2
│ .1052632 │ 9.500001 │ S4 │ .1578947 │ 6.333333 │ Expected CostProfit = 0 Elapsed CPU Seconds = 0
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2.4 P3 Pemeliharaan korektif pada status 4 dan Pemeliharaan Pencegahan pada
status 2 dan 3 .
Modules-1 Modules-2 Input Data Solution Options Help - MKV Problem Specification
∙ Enter the following fields to define your problem. ∙ Specify if you want to define the state names.
∙ Specify if you know the intial state probabilities. ∙ Specify if you know the costprofit associated with each state.
Problem Name? [Holzma ] Number of states? [4 ]
State name: Default Sn ♦ You define
Initial state probabilities: Known ♦ Unknown
Costprofit of states: Known ♦ Unknown
OK Print Cancel
Modules-1 Modules-2 Input Data Solution Options Help - MKV Transition Probabilities for Holzma
From \ To: │ S1 S2 S3 S4
S1 │[0.48 ][0.16 ][0.12 ][0.24 ]
S2 │[1 ][0 ][0 ][0 ]
S3 │[0 ][1 ][0 ][0 ]
S4 │[1 ][0 ][0 ][0 ]
OK PgUp PgLt PgRt Help Print Cancel
Modules-1 Modules-2 Input Data Solution Options Help - MKV Steady State Solution for Holzma
07-01-2004 02:02:22 Page: 1 of 1 State
│ State │ Recurrence │ State │ State │ Recurrence │ Name
│Probability │ Time │ Name │Probability │ Time │ S1
│ .6097561 │ 1.64 │ S3 │ 0.073170 │ 13.66667 │ S2
│ .1707317 │ 5.857143 │ S4 │ .1463415 │ 6.833333 │ Expected CostProfit = 0 Elapsed CPU Seconds = 0
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