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A fixed-point approach of a parachute problem

机译:降落伞问题的定点方法

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The object of this work is to determine the existence of that shape of a parachute, whichwould cause it to float indefinitely in an ascendant wind stream, even while subject to gravity. AHelmholtz type model is constructed for the unsteady, inviscid, incompressible and potential flowpast the parachute. The associated complex potential is determined by making certain reasonablesimplifying assumptions and the global action of the fluid (air) on the parachute is evaluated. Theexistence of a shape of the parachute that would result in its failure, i.e., floating indefinitely, is thendetermined using a fixed-point technique. A similar conclusion could be get for certain bucket shapeof a wind turbine, which leads to its immobility irrespective of the wind stream. This is a problemof practical interest for parachute (turbine) manufacturers, as such a shape should be avoided.
机译:这项工作的目的是确定降落伞形状的存在,即使在受到重力作用的情况下,也会使它无限地漂浮在上升的气流中。 AHelmholtz型模型是针对不稳定,不稳定,不可压缩和潜在降落伞而设计的。通过做出某些合理的简化假设来确定相关的复杂电势,并评估流体(空气)对降落伞的整体作用。然后使用定点技术确定将导致降落伞失效的形状的形状,即无限地漂浮。对于风力涡轮机的特定叶片形状,可以得到类似的结论,这导致其固定性而与风无关。对于降落伞(涡轮机)制造商来说,这是一个切合实际的问题,因为应避免这种形状。

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