Heave compensation systems work to reduce the influence of unpredictable marine environments on o... more Heave compensation systems work to reduce the influence of unpredictable marine environments on offshore operations and are powered by hydraulic systems. As an important approach in the reliability field, importance measure assesses the impact of components on a system. This paper considers the importance of hydraulic system components for system performance. By analyzing the working state of each component in the passive compensation and active compensation phases, the working principle of the hydraulic system of a semi-active heave compensation experimental system is explained. According to the actual design of the experimental system and its working principle, eight types of 27 components, whose failures affect the performance, are extracted. The servo valve and the accumulator are determined to be redundant while the other components are nonredundant. Two performance-related importance measures, Griffith importance measure (GIM) and integrated importance measure (IIM), are then applied to sort the components of the hydraulic system and determine the maintenance sequence. Finally, based on the IIM value and the maintenance cost of each component, optimization strategies are proposed under different conditions using total cost and time as independent variables.
Heave compensation systems work to reduce the influence of unpredictable marine environments on o... more Heave compensation systems work to reduce the influence of unpredictable marine environments on offshore operations and are powered by hydraulic systems. As an important approach in the reliability field, importance measure assesses the impact of components on a system. This paper considers the importance of hydraulic system components for system performance. By analyzing the working state of each component in the passive compensation and active compensation phases, the working principle of the hydraulic system of a semi-active heave compensation experimental system is explained. According to the actual design of the experimental system and its working principle, eight types of 27 components, whose failures affect the performance, are extracted. The servo valve and the accumulator are determined to be redundant while the other components are nonredundant. Two performance-related importance measures, Griffith importance measure (GIM) and integrated importance measure (IIM), are then applied to sort the components of the hydraulic system and determine the maintenance sequence. Finally, based on the IIM value and the maintenance cost of each component, optimization strategies are proposed under different conditions using total cost and time as independent variables.
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Papers by Chao Zhang