What is the optimal rotating speed for a wind turbine?
Best insight from top research papers
The optimal rotating speed for a wind turbine depends on various factors such as the design of the turbine, wind speed, and blade radius. In general, higher wind speeds and larger blade radii result in higher rotation speeds. The counter-rotational horizontal shaft wind turbine has been found to achieve maximum efficiency at a blade angle of 10° and a wind speed of 4.03m/s, with a maximum efficiency of up to 71.8% . Another study proposes an optimal rotating speed control method that automatically optimizes the generator rotating speed to achieve maximum wind energy capture . Additionally, the rotating speed of a Savonius turbine is influenced by variations in the blade radius, with larger blade radii resulting in smaller turbine rotational speeds . Therefore, the optimal rotating speed for a wind turbine can vary depending on the specific design and operating conditions.
Answers from top 5 papers
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| Papers (5) | Insight |
|---|---|
67 Citations | The optimal rotor speed for a wind turbine is estimated using a hybrid intelligent learning-based adaptive neuro-fuzzy inference system (ANFIS) in the provided paper. |
119 Citations | The optimal rotating speed for a wind turbine is not mentioned in the provided paper. The paper is about an adaptive hybrid intelligent MPPT controller for variable speed wind turbines. |
| The paper does not provide information about the optimal rotating speed for a wind turbine. The paper discusses the optimization of blade design and the efficiency of horizontal axis wind turbines. | |
| The paper does not explicitly mention the optimal rotating speed for a wind turbine. The paper discusses an optimal rotating speed control method for improving power generation performance, but does not provide a specific value for the optimal rotating speed. | |
| The paper does not provide information about the optimal rotating speed for a wind turbine. The paper focuses on the performance of a Savonius turbine with variations in blade radius. |
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