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Research Article

The Fuzzy Arithmetic Operations of Transmission Average on Pseudo-Hexagonal Fuzzy Numbers and Its Application in Fuzzy System Reliability Analysis

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Figures & data

Figure 1. The hexagonal fuzzy numbers of example 2.3.1.

Figure 1. The hexagonal fuzzy numbers of example 2.3.1.

Figure 2. The red graph based on the extension principle (α-cut). The black graph is based on the transmission average.

Figure 2. The red graph based on the extension principle (α-cut). The black graph is based on the transmission average.

Figure 3. The red graph based on the extension principle (α-cut). The black graph is based on the transmission average.

Figure 3. The red graph based on the extension principle (α-cut). The black graph is based on the transmission average.

Figure 4. The red graph based on the extension principle (α-cut). The black graph is based on the transmission average.

Figure 4. The red graph based on the extension principle (α-cut). The black graph is based on the transmission average.

Figure 5. The red graph based on the extension principle (α-cut). The black graph is based on the transmission average.

Figure 5. The red graph based on the extension principle (α-cut). The black graph is based on the transmission average.

Figure 6. Configuration of a serial system.

Figure 6. Configuration of a serial system.

Figure 7. Configuration of a parallel sysytem.

Figure 7. Configuration of a parallel sysytem.

Figure 8. Marine Power Plant.

Figure 8. Marine Power Plant.

Figure 9. Fault tree of marine power plant.

Figure 9. Fault tree of marine power plant.