船舶力学
船舶力學
선박역학
JOURNAL OF SHIP MECHANICS
2013年
3期
197-213
,共17页
刘涛% 张维竞% 马捷% 张广磊
劉濤% 張維競% 馬捷% 張廣磊
류도% 장유경% 마첩% 장엄뢰
低应力%广义α方法%弯曲刚度%拖曳实验%瞬态动力学
低應力%廣義α方法%彎麯剛度%拖抴實驗%瞬態動力學
저응력%엄의α방법%만곡강도%타예실험%순태동역학
low tension%generalizedαmethod%towing experiment%bending stiffness%transient dynamic
文章进行了低应力拖缆瞬态动力学的数值分析与实验研究.在低应力拖缆的建模中,包括了几何,流体的非线性和弯曲刚度.在数值分析中,广义α时域积分法用于求解低应力拖缆的三维动力学方程.为了验证数值分析的结果,观察实际的物理现象,进行了拖曳实验.测量了低应力拖缆顶端处的张力,剪切力和拖曳过程的速度变化.稳态拖曳速度下张力和剪切力的波动及其FFT变换证明了涡激振动现象的存在.在瞬态过程中,对于稳态拖曳速度为1.01,1.5 m/s情况,无论张力还是剪切力都存在一个明显过冲区域,但是这一现象在稳态速度为0.55 m/s时并不明显.定常系数法和变系数法被用于瞬态动力学的仿真分析,分析结果表明变系数法与实验结果具有较好的一致性.
文章進行瞭低應力拖纜瞬態動力學的數值分析與實驗研究.在低應力拖纜的建模中,包括瞭幾何,流體的非線性和彎麯剛度.在數值分析中,廣義α時域積分法用于求解低應力拖纜的三維動力學方程.為瞭驗證數值分析的結果,觀察實際的物理現象,進行瞭拖抴實驗.測量瞭低應力拖纜頂耑處的張力,剪切力和拖抴過程的速度變化.穩態拖抴速度下張力和剪切力的波動及其FFT變換證明瞭渦激振動現象的存在.在瞬態過程中,對于穩態拖抴速度為1.01,1.5 m/s情況,無論張力還是剪切力都存在一箇明顯過遲區域,但是這一現象在穩態速度為0.55 m/s時併不明顯.定常繫數法和變繫數法被用于瞬態動力學的倣真分析,分析結果錶明變繫數法與實驗結果具有較好的一緻性.
문장진행료저응력타람순태동역학적수치분석여실험연구.재저응력타람적건모중,포괄료궤하,류체적비선성화만곡강도.재수치분석중,엄의α시역적분법용우구해저응력타람적삼유동역학방정.위료험증수치분석적결과,관찰실제적물리현상,진행료타예실험.측량료저응력타람정단처적장력,전절력화타예과정적속도변화.은태타예속도하장력화전절력적파동급기FFT변환증명료와격진동현상적존재.재순태과정중,대우은태타예속도위1.01,1.5 m/s정황,무론장력환시전절력도존재일개명현과충구역,단시저일현상재은태속도위0.55 m/s시병불명현.정상계수법화변계수법피용우순태동역학적방진분석,분석결과표명변계수법여실험결과구유교호적일치성.
A numerical and experimental investigation into the transient dynamic behavior of a towed low tension cable is presented. Fluid and geometric non-linearity is considered and bending stiffness terms are included to ensure a well posed problem when tension becomes very low. In the numerical study, the generalizedαmethod is employed for solving the three-dimensional cable equations. In order to verify the numerical results and to observe real physical phenomena, an experiment was carried out for 3 m cable in towing tank. Cable tension and shear forces were measured at the top end, towed ve-locities were recorded as well. The tension and shear force fluctuation and their FFT spectrum under steady towed velocity demonstrate the effect of vortex shedding. During trainsient process, whatever tension or shear force, there is an overshot domain for towing velocity at 1.01m/s and 1.5m/s. How-ever, this phenomenon does not happen at 0.55m/s. Constant coefficient method and variable coeffi-cient method are employed to simulate transient behavior. Excellent numerical and experimental agree-ment is reported when variable coefficient method is employed. The solution of this problem is of prac-tical significance in the calculation of the transient forces acting on mooring and towing lines which are subjected to arbitrarily prescribed motions.