粑耳朵:帮翻译一下

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Figure 10 indicates the load spectrum selected for fatigue strength analyses executed with takingperiodicvariablestressesfrom tension,bending,torsion,bending+torsion,tension+bending+torsion.Figures 11-16show the results of the analses that will be treated in detail in another study . Figure 11A and B indicates modeling and meshing of the double-sided welded T-joints,in which critical locations were meshed finer.Figture 12 illustrates stress distribution in the samples loaded with tention+bending+torsion.Figtures 13 and 14 exhibit stress concentrations and fatigue life analyses in the samples subjected to bending+torsion and tension +compressive loading,respectively . Figures 15 and 16 give analyses of stress and fatigue life,respectively ,in flange to tube welded joints.No dominating influence of the welded shapes could be determined according to Figs.11-13,15 and 16,while only HY welded joints subjected to tensile+compressive loading possess smaller fatigue life than other welded joints after Fig.14.
As seen,the computer-aided numerical analyses confirm the test results.Nevertheless ,it should be said that the aim is to achieve a qualitative best possible comparision after neglecting any factors,and a difference between the corresponding results of the analyses and tests is expectedly usual (Ref.15).
Figures 6,7,17,and 18 show Wohler’s and Gassner’s curves for the fillet welds in plate to tube joints subjected to bending and torsion loads in directions of ⅡW recommendations(Refs.13,14).After a regression calculation with given inclination k,straight lines of regression and fatigue strength were drawn in corresponding diagrams.As a example,Table 1 show a calculation executed for fillet welds subjected to bending load.Herein,the test measurements of the loading amplitudes,the vibration cycles,n-number,the k-value according to ⅡW recommendations,and the probability of survival are given.As a result,one receives the straight lines of regression with dispersion values and ⅡW factor,which is applicable to a probability of survival of Ps=50%.The strength is designated as an initial cycle of NE , and it is between 106 and 107 according to ⅡW recommendations.For the constant amplitudes,the straight line of fatigue strength for fillet welds subjected to bending load were determined up to a limit value of 107 cycles. The same limit value was also to be used for the welds of thick sheet metal butt-joints.

数字显示,10负载频谱选择疲劳强度分析与执行takingperiodicvariablestressesfrom紧张、弯曲、torsion,弯曲torsion+、+紧张+torsion.figures弯曲1116show的结果analses,会把一个详细的研究. 图11A、B表示模型和庞大的双面焊接t关节,其中关键的位置相finer.figture12显示压力分布的样品装Tention+弯曲+torsion.figtures13日至14展览强调集中,疲劳生活分析样品受到弯曲+torsion紧张+荷载量分别. 数字15和16使分析紧张和疲劳的生活分别为法兰管道焊接Joints.no主导影响焊接的形状可以按figs.11-1315和16,只有Hy焊接接头受张力+抗压强度拥有量较小的疲劳生活比其他焊接接头后fig.14. 看到,计算机辅助数值分析证实results.nevertheless考验,应该说是为了实现质量最好两者在任何忽视的因素,分别相应的结果分析和测试是出奇正常(ref.15). 6,7,17数字,显示18Wohler的,Gassner的曲线为最多,盘管焊接接头受负荷弯曲torsion和方向建议ⅡW(refs.1314). 后的倒退计算给予倾角克罗马派、直线路倒退和疲劳强度划分相应的diagrams.as例子,表1中表现出计算方法处死脊肉焊接处遭受弯拗Load.herein、试验测量<装载物料振幅、的震荡拟订周期、N数目、K-4价值按照ⅡW条建议,以及概率生存given.as结果,一间收到笔直线路倒退,疏散的价值观念和ⅡW条系数,这是适用于某一概率的生存PS=50%. 最初被指定为力量NE循环, 它与106、107之间根据WⅡRecommendations.for不断面、直线焊接疲劳兵力最多受弯曲载荷确定值最多不超过107个周期. 同样限制值还可以用来焊接金属薄板厚----关节.