应力波效应,stress wave effect
1)stress wave effect应力波效应
英文短句/例句
1.Experimental and Theoretic Studies on the Impact Buckling of Columns and the Effect of Stress Wave;直杆的撞击屈曲及其应力波效应的实验和理论研究
2.CW Laser Induced Thermal and Mechanical Damage in Optical Window Materials光学材料连续波激光热-力破坏效应
3.UTILIZATION OF REAL GAS EFFECT TO INCREASE SHOCK STEP PRESSURE利用真实气体效应提高激波阶跃压力
4.Mechanics Detect Effect of a Kind of Symmetric Attractive Wave of Quasi Plane;一类准平面对称引力波的力学探测效应
5.Research on Shear-lag Effect in Combined Box-girder with Corrugated Steel Webs;波形钢腹板组合箱梁剪力滞效应问题研究
6.Effects of Moisture Content on Defect of Log Flaws Detection含水率对原木孔洞缺陷应力波检测效果的影响
7.The horizontal part of the Coriolis force suppressed the nonlinearity of internal waves; and the wavelength was broadened.科氏力水平分量抑制内波的非线性效应,使得内波变缓,振幅减小。
8.effect of nuclear explosion on radio wave propagation核爆炸电波传播效应
9.effect of rocket exhaust on radio wave propagation火箭喷焰电波传播效应
10.Hall effect linear detector霍耳效应线性检波器
11.nonlinear wave particle resonant effect非线性波-粒共振效应
12.Study on ripple effect and perturbation effect of indirect economy effect;间接经济效益的波及效应和摄动效应分析
13.The Development of Speed Measure Based on Doppler effect of Electromagnetic Waves基于电磁波多普勒效应测速应用研发
14.The Comptow effect is one of the most convincing manifestations of the particles nature of electromagnetic waves.康普顿效应是电磁波的粒子性的最具有说服力的表现之一。
15.3-D FINITE ELEMENT ANALYSIS ON SHEAR LAG EFFECT IN COMPOSITE BOX GIRDER WITH CORRUGATED STEEL WEB波形钢腹板组合箱梁剪力滞效应的空间有限元分析
16.The Boundary Element Method (BEM) solving the water wave effect on the aerodynamics of a vehicle flying close to water surface解极近水面飞行时全机气动力中水波效应的边界元法
17.Studies on Influence of Laser Focus and Environment Parameters on Mechanical Effect of Laser Plasma Shock Wave;聚焦和环境参数对激光等离子体冲击波力学效应影响的研究
18.Research on Ending-effects Thrust Ripples of High Precision Permanent Magnet Linear Motor and Compensation Approach;高精度永磁直线电机端部效应推力波动及补偿策略研究
相关短句/例句
stress effect应力效应
3)Strain effect应力效应
1.Excitonic subband energy levels were calculated, in which the strain effects due to lattice mismatch were taken into account.在考虑了样品中晶格失配所致的应力效应后对激子能级进行了理论计算，并讨论了导带偏移Ｑｃ和平均晶格常数的取值对计算结果的影响，还研究了ｘ值对轻、重空穴激子能级位置的影响。
4)wave-absorbing property吸波效应
1.Thewave-absorbing property of multilayers was measured and results show that the radar wave is absorbed between 8GHz and 18 GHz and the maximal reflectivity reaches 16.对纳米多层膜进行吸波测试,结果显示:总层数为45个双层、总厚度为300nm左右的纳米多层膜有显著的吸波效应,在频率为8-18GHz范围内,最大吸波率达到16。
5)microwave effect微波效应
1.Application of adaptive neuro-fuzzy inference system to forecast ofmicrowave effect;自适应神经模糊推理网络在微波效应预测中的应用
2.Estimating analysis of least sample ofmicrowave effects experiment微波效应实验最小样本量估计分析
6)standing wave effect驻波效应
1.Analysis ofstanding wave effect in photolithography;光刻中驻波效应的影响分析
2.Because ofstanding wave effect,the vibration absorbing ability of rubber products will drop in the middle-high frequency rang,which increases the middle-high water noise radiation of marine ship.由于驻波效应,橡胶减振元件受宽频带激励会产生中高频段共振,导致减振效果下降,舰船水下中高频段声辐射量增大,因此掌握橡胶减振元件中高频振动隔离性能非常重要。
3.From the simulation results we found that PEB could reduce thestanding wave effects and improve the resist development pr.分析了后烘 (PEB)对PAC浓度分布的影响 ,模拟了不同后烘扩散长度下的抗蚀剂显影轮廓 ,从模拟结果可知利用后烘可明显减小驻波效应 ,得到平滑的抗蚀剂显影轮廓 ,提高光刻质量。
延伸阅读
超导材料应力效应超导材料应力效应stress effect of superconducting materialehoodaoea一I一00 yingllx一aoy旧g超导材料应力效应(stree、effeet。f Super-COnduetive material)在机械或电磁应力应变作用下超导体超导性能的变化。应力对NbTi/Cu多芯复合超导线材临界电流密度的影响艾金(J .W.Ekin)测定了在7T下不同应力(应变)的多芯NbTi/Cu复合超导材料(芯数180，Cu/S.C为1.8:1，扭矩为13mm，材料尺寸0.53mm只。.65mm)的临界电流值(见图)。 口/GPa ._刀al QZ的0.4肠0石070名0，90.95卜八、卜、，，l心0一90卜、久}0 .85卜、气}0t80L一—一J一一J一-~一一日0 05 10 15 2.0 2.530f/%在4.ZK和7丁下.NbTI/(’u多芯复合超导材料的临界电流随应力(应变)变化曲线这种超导材料经受抗拉应变大至。.5写时，其临界电流(I)才显示出明显变化，亦即在小于。.5%的应变下，其I。变化很小。因此，对NbTi/Cu多芯复合超导材料而言，小于。.5%的应变为允许应变值。当应变值稍微大于l%时，临界电流的退化约为5%。在实际应用当中，造成这种材料的临界电流显著下降的应变是不容许的。应力对青铜法多芯Nb乃n超导材料临界电流的影响卢输曼(T.I刀hman)检测了不同青铜法Nb3Sn多芯材料试样的最大允许应变与不可逆应变值，其结果列于表中。 试样特性及可逆应变值 样品…尺寸(直径)/mm…芯数…芯尺寸/。m…扭矩/mm{成分…。rrev… l}0 .427{20弓38}0.87}6.1}{36%Bz〔13;币Sn)}0.85%}0.18% {一{}一}12%Nb;Sn+Nb{} {一{}一1 44环Cu}{ 2}().427{20538}0.87{61一戈8%Ta}1.2%}0 28% 3}1 .42丫(〕.38}8305}3.8}25{{50%Bz(13%Sn)}0.9%{0.3%}}}{}}17%Nb;Sn+Nb}} }}}{}1 25%Cu一} {}}{{L名%Ta一}4{0 .254}约5又103一0.02又0.4}。.}79%Cu一Sn{1.4%}0.52%…1……一2‘%Nb3Sn+Nb……从表中数值可看出，青铜法多芯Nb3Sn超导材料的不同试样，它们的最大允许应变和不可逆应变值是不同的。在最大允许应变值范围内，材料的临界电流没有明显降低。到了不可逆应变值时，材料的临界电流发生退化，这在实用中是不允许的。
