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Managing Risks during CHP Plant Construction      255


             sampling, but Latin Hypercube sampling is an alternative approach, where the
             probability distribution is divided into intervals of equal probability. The approach
             does provide increased accuracy at the expense of more computer time and memory
             requirements and is beyond the scope of this chapter.
                Finally, one should be prepared to interpret the results carefully. Remember to look
             for any interdependence between the elemental categories. Contracting experience and
             intuition are required when employing Monte Carlo simulations. The strength of
             correlation between two variables will show the interdependence. Examine the shape
             of the resultant distribution and the cumulative frequency diagram. The cumulative
             frequency distribution allows one to examine the probability of obtaining a unit cost
             below a chosen unit cost. Basically, the distribution allows one to consider the chance of
             the most likely cost being achieved. Consider the statistics produced from the data, and,
             when possible, take the time to test the sensitivity of the data obtained and assumed by
             performing a sensitivity analysis on the key elements also used in the analysis.

        References

             Bowker, G. L., 1972, Engineering Statistics, 2d ed., Prentice-Hall, Inc., Englewood
                Cliffs, NJ.
             Flanagan, R. and Norman, G., 2003,  Risk Management and Construction, Blackwell
                Publishing, Oxford, UK.
             Langley, R., 1971, Practical Statistics Simply Explained, Dover Publications, Inc.,
                New York, NY.
             Larson, R. and Farber B., 2006, Elementary Statistics, 3d ed., Pearson Prentice Hall, Upper
                Saddle River, NJ.
             Lifson, M., 1972, Decision and Risk Analysis for Practicing Engineers, Cahners Books,
                Boston, MA.
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