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ดาวน์โหลด All Proceeding - AS Nida

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is to preserve system function rather than to keep an asset in service.<br />

Applications of RCM require a full understanding of the function of<br />

physical asset, and the nature of failures related to these functions. It<br />

recognizes that the not all failure are created equal, and some failures<br />

cannot be prevented by overhaul or preventive replacement. Thus,<br />

maintenance actions that are not cost-effective in preserving system<br />

function will not be performed [3].<br />

The RCM methodology develops the appropriate<br />

maintenance tactics through a thorough and rigorous decision process,<br />

as show in Figure 1 [4].<br />

Select<br />

Equipment<br />

(Assess<br />

Criticality)<br />

Failure<br />

Mode &<br />

Effect<br />

Criticality<br />

Analysis<br />

Failure Data<br />

Analysis<br />

Maintenance<br />

Task<br />

Analysis &<br />

Selection<br />

Figure 1 The RCM process.<br />

Implement &<br />

Refine the<br />

maintenance<br />

plan<br />

3.1 Machines Criticality<br />

Criticality of each machine (MC) was calculated based on<br />

the following four criteria: effect of the machine downtime on the<br />

production process (EM), utilization rate of the machine (Bottleneck or<br />

not) (UR), safety and environmental incidence of machine failure<br />

(SEI), technical complexity of the machine and need of external<br />

maintenance resources (MTC) [5].<br />

Each of the criteria was given a weight showing its<br />

importance relative to the criticality indices. The weight of each<br />

criterion ranges from zero (no effect) to three (very important effect).<br />

Machine criticality was then calculated using the following formula:<br />

MC = 3*EM + 2*UR + 3*SEI + 1*MTC (1)<br />

3.2 Failure Mode and Effect Criticality Analysis<br />

FMEA techniques were used to calculate the risk priority<br />

number (RPN) to rank the causes and consequences of failure or<br />

frustration. Including the severity (S), occurrence (O) and detection (D)<br />

by the following formula [6]:<br />

RPN = (S) × (O) × (D) (2)<br />

RPN can be used to make risk evaluations as follows: the<br />

risk is slightly (RPN

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