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analysis of water injection into high-temperature mixture of ...

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CHAPTER 4RESULTS AND DISCUSSIONThis chapter presents and discusses results obtained from simultaneousinvestigations <strong>of</strong> spark ignition engine models. Results were discussed to analyzeperformance parameters with variable <strong>of</strong> compression ratio range (8-12), equivalenceratio range (0.8-1.2) and engine speed range (1000-2500 RPM) which were doneusing MATLAB program. The model needs lots <strong>of</strong> parameters which aredistinguished such as engine geometries, fuel-air properties, and engine operatingcondition, in order to predict results. However, these were assumed in details <strong>of</strong>known parameters, mainly for the four stroke spark ignition without turbo or supercharger and Exhaust Gas Recirculation (EGR) system engine while the model wasdeveloped under no-load operating condition. An assumption on engine specificationto be used in the simulation is shown in Table 4-1 as below,TABLE 4-1 An assumption on engine specification for calculationEngine bore (m) 0.1Engine stroke (m) 0.08Half stroke to rod ratio (s/2l) 0.25Start <strong>of</strong> burning angle ( θ S)-35 (BTDC)Burn duration angle (Burn timing) (θb)60Engine surface <strong>temperature</strong> (K) 420Piston blow-by constant (s^-1) 0.8Residual fraction 0.1Start <strong>of</strong> compression angle-pi (BDC)Initial pressure (Pa) 100000Initial <strong>temperature</strong> (K) 350Initial volumeVBDCFuel typeGasolineAir dataJANAFMost <strong>of</strong> the discussions emphasize on the comparison <strong>of</strong> different molar <strong>water</strong><strong>injection</strong>-fuel ratio ( XW) and <strong>water</strong> <strong>injection</strong> duration angle ( θ W) between <strong>water</strong><strong>injection</strong> and without <strong>water</strong> <strong>injection</strong> system (normal) for comparison. Equationsforming are derived by considering the differential forms <strong>of</strong> crank angle ( θ ) changeswith time. So, <strong>water</strong> <strong>injection</strong> system can define to be the function <strong>of</strong> crank angle inthe studies. Table 4-2 defined the molar <strong>water</strong> <strong>injection</strong> for calculation <strong>of</strong>mathematical models.

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