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CHAPTER 6: Three-Dimensional CFD Optimization of the Dual-Stage Organic RIT 6.7. Modelling and CFD analysis of the Volute Following the discussion in section 5.4.4, the volute is aimed for distributing the flow around the periphery of nozzle ring with almost uniform flow rate and static pressure. At the same time the total pressure drop should be minimized to avoid performance deterioration. Following the equations in section 5.4.4 and the mean-line results for stage one (Tables Table 5-9 and 5-10), the progression of the volute area (for a circular cross section) and mean and maximum radii were achieved. Based on such results the spiral coordinates at the outer diameter of the volute (dmax), Equation 5-26, against the polar angle were calculated and presented in Figure 6-25. Figure 6-25 Volute spiral coordinates at the outer diameter With the known area and radius progression, the volute cross sections (circular) were created at 15 equi-spaced planes (based on the polar angle). Then the cross sections were lofted together to create the volute solid geometry as presented in Figure 6-26. Theoretically, volute area should be zero at θ=360° (refer to Figure 6-25) but due to the 248 | P a g ePDF Image | SMALL-SCALE RADIAL INFLOW TURBINE FOR WHR ORC
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