机场刚性路面承受的应变循环计算

A. Ioannides, J. A. Harrison, Carlos R. Gonzalez, Peter G Bly
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引用次数: 0

摘要

所谓的72英寸。美国国防部刚性路面设计中使用的规则,用于确定任何飞机在特定路面系统上通过时产生的应变循环数,使用机械工具,特别是层弹性理论和量纲分析,重新检查。在丹佛国际机场收集的现场数据使用分析模拟再现,这允许生成与不同路面系统和飞机齿轮配置相关的模拟合成结果。分析证实了建立应变循环数的准则不能简单地是一个固定值,仅由串联轮间距定义。更确切地说,双轮间距和每个轮胎印的半径也必须考虑在内。此外,需要考虑路面系统的相对刚度半径。在本研究中,这些变量以三个无维独立输入参数的形式容纳。单一因变量是比率(槽应变/最大应变),在这里表示为υ。制定了一个过程来确定υ是正的还是负的:如果υ>0,则可以预期一个应变周期;如果υ<0,则可能会出现两个应变循环。将工艺结果与72英寸井的结果进行比较。这些规则完全符合丹佛的条件,证明了后者令人钦佩的简单和值得称赞的智慧。该过程可以进一步细化应用于更复杂的齿轮配置,例如,三极管。
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Accounting of Strain Cycles Sustained by Airfield Rigid Pavements
The so-called 72-in. rule, employed in U.S. Department of Defense rigid pavement design for establishing the number of strain cycles arising under a pass of any aircraft on a particular pavement system, is re-examined using mechanistic tools, particularly layer elastic theory and dimensional analysis. Field data collected at Denver International Airport are reproduced using analytical simulations, which permit the generation of analogous synthetic results pertaining to different pavement systems and aircraft gear configurations. The analysis affirms the expectation that the criterion for establishing the number of strain cycles cannot be simply a fixed value, defined exclusively by the tandem wheel spacing. Rather, the dual wheel spacing and the radius of each tire-print must also be taken into consideration. In addition, the radius of relative stiffness of the pavement system needs to be accounted for. In this study, these variables are accommodated in the form of three dimensionless independent input parameters. The single dependent variable is the ratio (trough strain / maximum strain), denoted herein as υ. A process is formulated to ascertain whether υ is positive or negative: if υ>0, then one strain cycle may be expected; if υ<0, then two strain cycles may be expected. Comparisons of the process outcomes to those from the 72-in. rule show excellent agreement for the Denver conditions, testifying to the admirable simplicity and laudable wisdom of the latter. The process may be further refined for application to more complex gear configurations, e.g., tridems.
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