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Catenary Equations for Top Tension Riser Systems

机译:顶级张力提升器系统的悬链线方程

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Top Tension Riser Systems provide direct access to subsea wellheadsrnfrom the floating platforms for workover;;completion;;and drillingrnoperations. This class of riser systems is widely used in a number ofrndeepwater field developments with different floating platforms. The toprntensioned risers are tensioned by buoyancy can riser tensioning systemsrnwhich have minimum interaction with the floater or by hydraulicrntensioners directly attached to the floater.rnThis paper presents a unique closed-form analytical formulation torndescribe the catenary shape of the top tension riser system as a functionrnof top tension and motions of the floating platform. The formulation isrnsuitable for determining the relationships among the riser weight;;riserrntension;;riser stroke with respect to hull;;riser seabed angle;;riserrndeparture angle;;and platform offset;;heave;;and pitch motions. Therndeveloped formulation quantifies the complex interplay among thesernkey design variables;;identifies the controlling design variables;;andrnallows the designer to improve riser system design.rnThe developed catenary equations form the basis for a systematicrndesign methodology for top tension riser systems.
机译:顶部张力提升器系统可从浮动平台直接进入海底井口进行修井,完井和钻井作业。此类立管系统广泛用于具有不同浮动平台的许多深水油田开发中。顶部可伸缩的立管通过浮力罐立管张紧系统张紧,该系统与浮子或直接连接到浮子的液压张紧器之间的相互作用最小。浮动平台的张力和运动。该公式适用于确定立管重量;立管张力;相对于船体的立管冲程;立管海底角;立管离场角;和平台偏移;起伏;和俯仰运动之间的关系。发达的公式量化了关键设计变量之间的复杂相互作用;确定了控制设计变量;并允许设计人员改进立管系统设计。

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