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Two power coefficient calculation methods are proposed.
The corresponding power coefficient is 38%.
The helical Bach rotor yielded 0.2 power coefficient whereas the helical rotor yielded 0.18 power coefficient.
Moreover, it nicely explains the measured power coefficient β in Fig. 1d.
The generated power coefficient is selected as optimization objective.
The target function is the output power coefficient.
The highest power coefficient was 0.259 in current study.
Power coefficient of each models are calculated and compared.
The optimization results indicated that the optimized geometry can produce a maximum power coefficient, 44% higher than the maximum power coefficient of the original turbine.
Consistently, Fig. 1d shows that Iemission follows a power law (Epulse)β with a fitted power coefficient in the range of 2 ≤ β ≤ 3 for the investigated samples.
The relatively low power coefficient restricts the wide application of vertical axis wind turbines (VAWTs).
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