Environmental crisis: serious greenhouse effect, destroyed ozonosphere, acid rain pollution, water resources cri-sis, land desertization, forest decrease, water and soil loss, species deracination, poisonous chemical ...Environmental crisis: serious greenhouse effect, destroyed ozonosphere, acid rain pollution, water resources cri-sis, land desertization, forest decrease, water and soil loss, species deracination, poisonous chemical pollution...... Dripping andleakage phenomena during chemical process, not only cause economic losses but also cause serious pollution accident and also could damage people's health. Develop green chemical industry and adopt green technology are the important ways to reduce pollution and to advance chemical sustainable development.展开更多
泵站、长距离供水等有压输水系统中,精准、高效的水力计算对于系统水力安全、智慧调控至关重要。然而,现有的水锤计算大多基于稳态摩阻假定,低估了水锤衰减;尤其是采用的特征线法因插值计算或调整波速,常会引起计算误差。为了精准、高...泵站、长距离供水等有压输水系统中,精准、高效的水力计算对于系统水力安全、智慧调控至关重要。然而,现有的水锤计算大多基于稳态摩阻假定,低估了水锤衰减;尤其是采用的特征线法因插值计算或调整波速,常会引起计算误差。为了精准、高效地模拟水锤问题,构建了Urbanowicz and Zarzycki简化加权类动态摩阻水锤模型,采用二阶Godunov格式进行模型求解,并设计搭建了水锤试验台,将所建模型计算结果与Zielke模型、Brunone模型、传统的特征线法结果、试验结果进行对比分析。结果表明,所建模型可以精准仿真水锤压力的波动峰值与周期,与试验结果基本吻合;Zielke模型与所建模型具有基本一致的计算精度,纳什效率系数可达0.94,但Zielke模型计算耗时量巨大;Brunone模型计算效率略优于所建模型,但计算精度较差,纳什效率系数为0.87;当库朗数小于1时,特征线法会出现严重的数值耗散,而本文模型仅有轻微的数值衰减。可见,所建模型提供了一种精准、高效、稳定的水锤模拟方法。展开更多
文摘Environmental crisis: serious greenhouse effect, destroyed ozonosphere, acid rain pollution, water resources cri-sis, land desertization, forest decrease, water and soil loss, species deracination, poisonous chemical pollution...... Dripping andleakage phenomena during chemical process, not only cause economic losses but also cause serious pollution accident and also could damage people's health. Develop green chemical industry and adopt green technology are the important ways to reduce pollution and to advance chemical sustainable development.
文摘泵站、长距离供水等有压输水系统中,精准、高效的水力计算对于系统水力安全、智慧调控至关重要。然而,现有的水锤计算大多基于稳态摩阻假定,低估了水锤衰减;尤其是采用的特征线法因插值计算或调整波速,常会引起计算误差。为了精准、高效地模拟水锤问题,构建了Urbanowicz and Zarzycki简化加权类动态摩阻水锤模型,采用二阶Godunov格式进行模型求解,并设计搭建了水锤试验台,将所建模型计算结果与Zielke模型、Brunone模型、传统的特征线法结果、试验结果进行对比分析。结果表明,所建模型可以精准仿真水锤压力的波动峰值与周期,与试验结果基本吻合;Zielke模型与所建模型具有基本一致的计算精度,纳什效率系数可达0.94,但Zielke模型计算耗时量巨大;Brunone模型计算效率略优于所建模型,但计算精度较差,纳什效率系数为0.87;当库朗数小于1时,特征线法会出现严重的数值耗散,而本文模型仅有轻微的数值衰减。可见,所建模型提供了一种精准、高效、稳定的水锤模拟方法。
