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Cogent Mathematics & Statistics Volume 5, 2018 - Issue 1
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Research Article

Stochastic outlook of two non-identical unit parallel system with priority in repair

Pramendra Singh PundirDepartment of Statistics, University of Allahabad, Allahabad, IndiaView further author information
,
Rohit PatawaDepartment of Statistics, University of Allahabad, Allahabad, IndiaView further author information
&
Puneet Kumar GuptaDepartment of Statistics, University of Allahabad, Allahabad, IndiaCorrespondence[email protected]
ORCID Iconhttps://orcid.org/0000-0002-3458-5655View further author information
ORCID Icon |
Hiroshi ShiraishiKeio University, Japan
(Reviewing Editor)
Article: 1467208 | Received 24 Aug 2017, Accepted 13 Apr 2018, Published online: 04 May 2018

Figures & data

Table

Table

Figure 1. Transition diagram.

Figure 1. Transition diagram.

Table 1. Various estimates of MTSF for fixed λ = 0.75, β1 = 0.6 and varying α1

Table 2. Various estimates of profit for fixed λ = 0.75, β1 = 0.6 and varying α1

Table 3. Various estimates of MTSF for fixed λ = 1.00, β1 = 0.6 and varying α1

Table 4. Various estimates of profit for fixed λ = 1.00, β1 = 0.6 and varying α1

Table 5. Various estimates of MTSF for fixed λ = 1.25, β1 = 0.6 and varying α1

Table 6. Various estimates of profit for fixed λ = 1.25, β1 = 0.6 and varying α1

Table 7. Various estimates of MTSF for fixed λ = 0.75, β1 = 0.7 and varying α1

Table 8. Various estimates of profit for fixed λ = 0.75, β1 = 0.7 and varying α1

Table 9. Various estimates of MTSF for fixed λ = 1.00, β1 = 0.7 and varying α1

Table 10. Various estimates of profit for fixed λ = 1.00, β1 = 0.7 and varying α1

Table 11. Various estimates of MTSF for fixed λ = 1.25, β1 = 0.7 and varying α1

Table 12. Various estimates of profit for fixed λ = 1.25, β1 = 0.7 and varying α1

Figure 2. Behaviour of net profit for different values of α1 with λ = 0.75 and β1 = 0.6, 0.7.

Figure 2. Behaviour of net profit for different values of α1 with λ = 0.75 and β1 = 0.6, 0.7.

Figure 3. Behaviour of net profit for different values of α1 with λ = 1.00 and β1 = 0.6, 0.7.

Figure 3. Behaviour of net profit for different values of α1 with λ = 1.00 and β1 = 0.6, 0.7.

Figure 4. Behaviour of net profit for different values of α1 with λ = 1.25 and β1 = 0.6, 0.7.

Figure 4. Behaviour of net profit for different values of α1 with λ = 1.25 and β1 = 0.6, 0.7.

Figure 5. Behaviour of MTSF for different values of α1 with λ = 0.75 and β1 = 0.6, 0.7.

Figure 5. Behaviour of MTSF for different values of α1 with λ = 0.75 and β1 = 0.6, 0.7.

Figure 6. Behaviour of MTSF for different values of α1 with λ = 1.00 and β1 = 0.6, 0.7.

Figure 6. Behaviour of MTSF for different values of α1 with λ = 1.00 and β1 = 0.6, 0.7.

Figure 7. Behaviour of MTSF for different values of α1 with λ = 1.25 and β1 = 0.6, 0.7.

Figure 7. Behaviour of MTSF for different values of α1 with λ = 1.25 and β1 = 0.6, 0.7.

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