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reinforcing model
相关语句
  支护模型
     Reinforcing model for anchor cable in jointed rockmass and its application to engineering
     裂隙岩体加索支护模型及其工程应用
短句来源
     3-D DAMAGE ROCK-BOLT REINFORCING MODEL WITH APPLICATION IN DANANSHAN LANDSLIDE PREVENTION OF SHENZHEN
     三维损伤岩锚支护模型在深圳大南山山体滑坡治理工程中的应用
短句来源
  “reinforcing model”译为未确定词的双语例句
     According to the jointed interaction mechanism between prestressed anchor cable and rockmass, a reinforcing model for anchor cable in jointed rockmass is established after research on damage fracture deformation properties of jointed rockmass and spacial anchorage effect of anchor cable is systematically conducted.
     根据预应力锚索与裂隙岩体的联合作用机理,在深入研究了裂隙岩体的损伤断裂变形特性以及锚索的空间锚固效应后,建立了一种加索支护模型模拟锚索对裂隙岩体的加固效果。
短句来源
  相似匹配句对
     model.
     模型。
短句来源
     Model.
     模型的适用范围。
短句来源
     Reinforcing model for anchor cable in jointed rockmass and its application to engineering
     裂隙岩体加索支护模型及其工程应用
短句来源
     Stability-Losing Model of Uncovered Reinforcing Bar in Demolish Blasting
     拆除爆破中裸露钢筋骨架的失稳模型
短句来源
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  reinforcing model
Single axis reinforcing giving transverse isotropy is the major focus, in which case a standard reinforcing model is characterized by a single constitutive reinforcing parameter.
      


The development of silicon carbide whisker reinforced aluminium (SiCw / Al) composites in recent years has been reviewed. The problems of fabrication methods, mechanical behaviors, reinforced models and the interface are mainly discussed. The initial attempts have been made for its development in future.

本文综述了近年来SiC_W/Al复合材料的发展状况,主要讨论了其制造方法、力学行为、强化模型及界面问题,并对其今后的发展作出初步设想。

The paper aims at analysing and experimenting four bending power function reinforced elastic-plastic roof beam under the actions of transverse load. Two pacameters, A and N of power function reinforced model a= A(0

本文以横向荷载作用下,四点弯曲强化弹塑性梁为计算模型,经过试验研究分析,确定了强化模型σ=Aε~n(0

Particulate strengthening models are presented for different ratioes of particle size to matrixsize. The optimum radius ratio and volume ratio are suggested. For even distribution model,the optimum ra-dius ratio is 0.2~0. 5 and volume ratio is 8. 41/ (1 +b/a) ̄3. For reinforced model,the optimum radius ratio is0.02~0. 2 and volume ratio is 2.3/(1+b/a).The relatiOnship between interface stresses,mechanical properties and particle size are accordingly derived,indicating that the smaller the partlcle...

Particulate strengthening models are presented for different ratioes of particle size to matrixsize. The optimum radius ratio and volume ratio are suggested. For even distribution model,the optimum ra-dius ratio is 0.2~0. 5 and volume ratio is 8. 41/ (1 +b/a) ̄3. For reinforced model,the optimum radius ratio is0.02~0. 2 and volume ratio is 2.3/(1+b/a).The relatiOnship between interface stresses,mechanical properties and particle size are accordingly derived,indicating that the smaller the partlcle size is,the higher thestrength and hardness are,while the fracturc toughness has minor change with the changing of particle size.These evaluations are applied in the research of Si_2N_4 and ZrB_2 ceramics totighened by nanometer SIC parti-cles,and the results are satisfactory.

针对不同的增强颗粒与基体的粒径比提出了相应的增强模型,并研究了最优的粒径与体积配比。对均匀分布模型,最优粒径比为a/b=0.2~0.5,体积比为V_1=8.41(1+b/a) ̄3;对增强分布模型,最优粒径比为a/6=0.02~0.2,体积比为V_1=2.3(1+b/a)。在此基础上建立了界面应力与力学性能及颗粒尺寸之间的关系,结果表明:晶粒尺寸越小强度越高,硬度也越大,但断裂韧性随粒径的变化不大。该研究用于SiC纳米颗粒增强Si_3N_4及ZrR_2陶瓷材料设计,取得了满意的结果。

 
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