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Improvement Dependability of Offshore Horizontal-Axis Wind Turbines by Applying New Mathematical Methods for Calculation the Excess Speed in Case of Wind Gusts

机译:近海水平轴风力涡轮机通过应用新数学方法计算风阵风的多余速度的改进可靠性

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摘要

The problem of increasing the reliability of wind turbines exists in the development of new offshore oil and natural gas fields. Reducing emergency situations is necessary due to the autonomous operation of drilling rigs and bulk seaports in the subarctic and Arctic climate. The relevance of the topic is linked with the development of a methodology for theoretical and practical studies of gas dynamics when gas flows in a pipe, based on a mathematical model using new mathematical methods for calculation of excess speeds in case of wind gusts. Problems in the operation of offshore wind turbines arise with storm gusts of wind, which is comparable to the wave movement of the gas flow. Thus, the scientific problem of increasing the reliability of wind turbines in conditions of strong wind gusts is solved. The authors indicate a gross error in the calculations when approximating through the use of the Fourier series. The obtained results will allow us to solve one of the essential problems of modeling at this stage of its development, namely: to reduce the calculation time and the adequacy of the model built for similar installations and devices. Experimental studies of gas-dynamic flows are carried out on the example of a physical model of a wind turbine. In addition, a computer simulation of the gas-dynamic flow process was carried out. The use of new approximation schemes in processing the results of experiments and computer simulation can reduce the calculation error by 1.2 percent.
机译:新型海上石油和天然气田的开发中存在增加风力涡轮机可靠性的问题。由于亚宫和北极气候中的钻井钻井平台和散装海港的自主运行,还需要减少紧急情况。该主题的相关性与在管道中的气体流动的气体动力学的理论和实际研究的方法的相关性有关,基于使用新的数学模型来计算风阵列的过度速度的数学模型。海上风力涡轮机的运行问题出现了风暴阵风的风力,其与气流的波动相当。因此,解决了强风阵风条件下提高风力涡轮机可靠性的科学问题。作者在近似于使用傅立叶系列时,在计算时表明计算中的总误差。获得的结果将使我们能够解决在其开发过程中建模的重要问题之一,即:减少用于类似安装和设备的模型的计算时间和适用率。对风力涡轮机的物理模型的示例进行了气体动力流的实验研究。此外,进行了气体动力学流程的计算机模拟。在处理实验和计算机仿真结果时使用新的近似方案可以将计算误差降低1.2%。

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