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Galloping Assessment: Instability Occurrence of Slender Structures of Non-Circular Cross Section in Current Flow

机译:驰Assessment评估:电流中非圆形截面细长结构的不稳定性发生

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Bundles arrangements are currently used in the design of riser towers or oil export lines. Some of them are characterized by a non-circular cross section [6] and therefore may be prone to plunge instability, so-called galloping or plunge instability when exposed to strong current. It is important to be able to assess, at conceptual design stage, their likelihood of being subject to this phenomenon.rnGalloping is taking place in the low frequency range compared to VTV, but with larger amplitude, up to several diameters, which could be critical in term of global motion. Galloping occurrence is related to the dissymmetry of the cross section and then there is a risk for non-circular geometries, such as riser bundles, buoyancy tanks and floater columns. Instability can also occur in torsion or rotation by a coupling effect between transverse oscillations.rnRiser Vortex-Induced-Vibrations have been studied for decades, and numerous experiments have been performed both in-situ and in model test facilities to understand and predict the response of a slender cylindrical structure in a current. The main reason is the influence of VTV on riser fatigue life.rnIf galloping and fluttering are well known in aerodynamics [10], no large specific experiment/study exists for hydrodynamic flows [1], [9]. So it is not evident to assess whether or not galloping may occur for a given riser bundle design, and, in case of expected galloping, whether there is a potential risk of damage to the individual pipes in the bundle. Until recently, only the Blevins criteria [1] are available to predict the risk of instability but there are limitations.rnBased on recent examples of riser tower, experimental and numerical investigations have been done within the CITEPH Gallopan project, with the goal to propose guidelines to help designing a bundle cross section in a way to avoid or reduce the risk of galloping.rnTwo cross section shapes supported the investigations, the academic square cross section, for which previous studies have been done [1], and a token bundle cross section expected to be subject to galloping. Model tests have been performed in two steps:rn1. Captive tests and transverse forced oscillation tests in steady current to derive hydrodynamic coefficients (using a multi-DoF motions generator), to be used to check the Blevins instability criteria.rn2. Free oscillations in steady current to identify the instability domain in relation to the reduced velocity and to estimate galloping amplitudes. A specific experimental arrangement, based on a vertical pendulum system, has been designed and setup for this step.rnA methodology has been proposed to assess the risk and consequence of galloping instability using standard riser numerical tools in which hydrodynamic coefficients are issued from model tests. This paper presents the main results of the Gallopan project in term of methodology based on model tests to analyse galloping occurrence and response for non-circular slender geometries. Using these results, it is now possible to develop a galloping-free riser bundle design.
机译:目前在集水塔或输油管线的设计中使用束流布置。它们中的一些具有非圆形横截面[6]的特征,因此在强电流下可能会出现骤降不稳定性,即所谓的驰in或骤降不稳定性。重要的是能够在概念设计阶段评估其受此现象影响的可能性。与VTV相比,激振是在低频范围内发生的,但振幅更大,最大到几个直径,这可能很关键就全球运动而言。舞动的发生与横截面的不对称有关,因此存在非圆形几何形状的风险,例如立管束,浮力罐和浮子柱。由于横向振荡之间的耦合效应,在扭转或旋转中也会出现不稳定性。几十年来,研究了升气管涡激振动,并且在原位和模型测试设施中进行了大量实验,以了解和预测振动的响应。电流中的细长圆柱结构。主要原因是VTV对立管疲劳寿命的影响。如果在空气动力学中驰豫和颤动是众所周知的[10],则对于流体动力流[1],[9]不存在大量的特定实验/研究。因此,评估给定立管束设计是否可能发生舞动并在预期的舞动情况下,是否有损坏束中单个管道的潜在风险并不明显。直到最近,只有Blevins标准[1]可用来预测不稳定的风险,但仍存在局限性。rn基于最近的立管塔实例,CITEPH Gallopan项目内已进行了实验和数值研究,目的是提出准则有助于以避免或减少舞动风险的方式设计捆束横截面。rn两个横截面形状为研究提供了支持,学术正方形横截面(之前已对其进行过研究)[1]和令牌束横截面预期会疾驰。模型测试分两个步骤执行:rn1。稳态电流下的俘获测试和横向强迫振荡测试(使用多自由度运动发生器)以得出流体力学系数,用于检查Blevins的不稳定性标准。稳定电流中的自由振荡,以识别与降低的速度有关的不稳定性域并估计驰豫幅度。已针对此步骤设计和设置了基于垂直摆系统的特定实验装置。已提出了使用标准立管数值工具评估奔腾不稳定性的风险和后果的方法,该模型中的水动力系数来自模型测试。本文介绍了基于模型测试的Gallopan项目的主要结果,该方法基于模型测试来分析非圆形细长几何图形的舞动发生和响应。利用这些结果,现在有可能开发出无舞动的立管束设计。

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