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After the calculation process is completed, the program also creates the efficiency curves<br />

according to the blade number and propeller diameter, shown in Figure 3. Ideally, a good<br />

propeller has a large diameter, slow speed, low number ofbladcs and high efficiency.<br />

However, the real propeller parameters arc always restricted in size and speed. It is the<br />

purpose ofthe efficiency curves combined with different propeller diameters and speed to<br />

help designers to determine the optimum parameters for a propeller design. To clearly<br />

show the design approach for a propeller, Figure 3 is taken as an example. Due to the<br />

limitation ofa ship body geometry, the propeller diameter is restricted to three meters.<br />

The ideal number ofbladcs is small; however,less number ofbladcs perhaps causes<br />

propeller vibration due to the increased thrust on each bladc. For this reason, a four-blade<br />

design is adopted for this design. From the efficiency curves with three-meter diameter<br />

and four-blade, the propeller has the highest efficiency at 100 RPM. Finally, the propeller<br />

is chosen with thrce·mcter diameter, four blades and 100 RPM. Now, the three major<br />

propeller parameters have been determined. The detailed blade design is ready to be<br />

conduc\(.x! next.<br />

18

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