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provide additional information on the significance of the correlations, the p-value was also calculated. The p-value was found by subtracting the cumulative distribution function evaluated at the t-value from 1 [47]. The p-value represents the probability that the given t-value (or a more extreme t-value) would be found given that the null hypothesis is true. The results of the regression and statistical significance analysis are shown in Figure 4-1, which presents the probability that each correlation shown is statistically significant. The specific correlations will be discussed further in the Chapter 6: Results and Discussion. In the next chapter, the methods used to estimate the efficiency gains from utilizing engine coolant waste to drive a hypothetical Rankine WHR system, and the associated space requirements for adding this system. Figure 4-1. Regression analysis results for 3100 rpm and 18 N-m of torque used to determine correlations between parameters and coolant temperature and their significance using a 95% confidence interval. 67PDF Image | WASTE HEAT RECOVERY FROM A HIGH TEMPERATURE DIESEL ENGINE
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