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水力发电学报 ›› 2020, Vol. 39 ›› Issue (10): 92-101.doi: 10.11660/slfdxb.20201007

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气垫式调压室临界稳定气体体积研究

  

  • 出版日期:2020-10-25 发布日期:2020-10-25

Study on critical stable gas volume in air cushion surge chamber

  • Online:2020-10-25 Published:2020-10-25

摘要: 借助开敞式调压室稳定理论建立的气垫式调压室临界稳定断面面积,其与气室气体高度相关,两者构成封闭气室体积。为摸清气垫式调压室水位波动稳定性与断面面积和室内气体体积关系,核实影响水位波动稳定的决定因素,通过分析“引水道-气垫式调压室”系统小波动稳定条件,发现其小波动稳定性与断面面积和室内气体体积均有关联,证实在满足结构、布置、施工等要求的“体积最小化条件”下,其小波动稳定性主要受室内气体体积影响,气垫式调压室临界稳定断面面积概念不准确,气垫式调压室不必局限于等面积体型。据此提出了气垫式调压室“临界稳定气体体积”及相应体型优化设计思路,建立了临界稳定气体体积计算公式,按照严格的求导判定法则分类分析确定了计算参数的取值,针对不同用途导出了多种实用计算公式。

关键词: 气垫式调压室, 稳定气体体积, 稳定断面面积, 临界稳定, 简化公式, 安全系数, 体型优化

Abstract: The critical stable cross-sectional area of an air cushion surge chamber (ACSC) determined by the open surge chamber stability theory is related to the height of the gas column in the chamber, and both are the factors of the closed gas chamber volume. To understand the relationship of the stability of ACSC water level fluctuations versus the cross-sectional area and the indoor gas volume and verify the factors that determine the water level stability, this paper presents an analysis on the stable conditions of small fluctuations in an ACSC system, and reveals the stability is related to the cross-sectional area and indoor gas volume. We confirm that under the volume minimization conditions that meet the requirements for the structure, layout, construction, etc., the small fluctuation stability of an ACSC system mainly depends on its indoor gas volume. The concept of critical stable cross-sectional area is inaccurate, and an ACSC need not be limited to the equal area type. Then, we come up with new ideas for an ACSC critical stable gas volume and the corresponding design optimization, and develop a calculation formula for the critical stable gas volume with its parameters determined according to strict derivation and determination rules. And a variety of formulas for practical calculations are also derived.

Key words: air cushion surge chamber, stable gas volume, stable cross section area, critical stability, simplified formula, safety factor, shape optimization

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