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Trnasverse natural frequencies and flow-induced vibrations of double bellows expansion joints

机译:双波纹管伸缩缝的横向固有频率和流动引起的振动

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This paper considers the transverse vibrations of fluid filled double bellows expansion joins. The bellows are modelled as a Timoshenko beam and the lfuid added mass includes rotary inertia and bellows convolution distortion effects. The natural frequencies are given in terms of a Ryaleigh quotient and both lateral and rocking modes of the pipe connecting the bellows units are considered. The theoretical predictions for the first six modes are compared with experiments in still air and water and the agreement is found to be very good. The flow-induced vibrations of the double bellows are then studied with the bellows downstream of a straight section of pipe and a 90 deg elbow. Strouhal numbers are computed for each of the flow excited mode resonances. The bellows natural frequencies are not affected by the flowing fluid but the presence of an immediate upstream elbow substantially reduces the flow velocity required to excite resonance.
机译:本文考虑了充液双波纹管伸缩缝的横向振动。波纹管建模为Timoshenko梁,流体增加的质量包括旋转惯性和波纹管卷积畸变效应。固有频率以Ryaleigh商给出,并考虑了连接波纹管单元的管道的横向和摇摆模式。将前六种模式的理论预测与静止空气和水中的实验进行了比较,发现一致性非常好。然后,在波纹管位于直管段和90度弯头下游的情况下,研究双波纹管的流动引起的振动。对于每个激流模式共振,计算出斯特劳哈尔数。波纹管的固有频率不受流动流体的影响,但是直接上游的弯头的存在大大降低了激发共振所需的流速。

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