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bulk modulus相关的网络例句

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It is found that two shear modulus are different and two shear strength are almost equal. The reason of differences between three point bending modulus and four point bending modulus is also analyzed.

在剪切试验中发现两种剪切试验的剪切模量相差较大,但由于两种剪切的破坏面相同,所以剪切强度相差不大。

The results showed that the activation ability value of the elite fencing athletes brain ability of infor oration processing was much higher than that of the normal people, which meant the brain could deal with more information and have more methods of information processing. The superior unilateral brain regions of information processing were the left forebrain and right epencephalon, which were the best match of both- side brain. Female athlete moods were more stable than the male athlete;besides, they were more active, having more powerful logic memory, and more rational thoughts. Among the parameter of FFQG, marginal modulus reflected the consumption of information processing which was related with the fencing athlete athletic for m. T his, the low er the modulus w as, the better w as the athletic for m. T he fencing athlete with good marginal modulus was 6z.4%.w ith the nor oral being 3 }.6%.which indicated that the efficiency of Chinese fencing athlete brain ability of information processing was rather high.

结果表明,优秀击剑运动员大脑处理信息的能力与普通人相比,激活能力总值显著较高,提示优秀击剑运动员大脑处理信息的量更大,处理信息的方式更多;击剑运动员大脑处理信息的优势单脑区为左前脑和右后脑,左前右后脑是优秀击剑运动员双侧脑的最佳匹配;男女运动员在大脑左颞区优秀图形的差异显著,提示女运动员比男运动员有更稳定的情绪,更高的内驱力,更强的逻辑记忆和理性思维能力;击剑运动员优势图形中的特征图形为内方型和隧道型,非优势图形中的特征图形为逃逸型和奇异型;脑象图的技术参数中,边缘系数反映大脑处理信息的耗能量,它与击剑运动员的竞技状态呈较高的负相关,即边缘系数越低,运动员在竞技比赛中的发挥越好;击剑运动员边缘系数优秀型占总人数的62.4%,一般型占总人数的37.6%,提示我国优秀击剑运动员大脑处理信息的效率很高。

This paper analyzes the property of FNT, the characteristics of Kernel Matrixes and the relationship between Kernel Matrixes of two-dimensional Fermat number transform whose modulus are odd prime and image data, and presents and proves the deduction of the theorem which demonstrates the relationship among different transform matrixes corresponding to different roots of unity under the same odd prime modulus of FNT, and reveals the essence of FNT whose modulus are odd prime.

分析二维Fermat数变换性质、正反变换核的特点、二维模为奇素数的二维Fermat数变换正反变换核以及与图像数据的关系,提出了不同单位根对应变换矩阵间的关系定理的推论,证明了该推论中模为奇素数的二维Fermat数变换的不同单位根对应的变换矩阵之间的关系,揭示了模为奇素数的二维Fermat数变换的本质,在构造离散图象数据Fermat数变换时为单位根的选择奠定了理论基础。

At the same time, under the condition of small strain, firstly, the secant shear modulus was always larger than the tangent shear modulus. Secondly, when the logarithmic coordinates were applied to describe shear strain, the decrease of shear modulus with shear strain could be expressed by reversed S shape curve with two inflexion points, and through analyzing and validating, the deduced equation could perfectly reflect this characteristic. Finally, different stress paths and strain areas would lead to different attenuation trends.

而且,在小应变范围内,割线剪切模量总是大于切线剪切模量;当剪切应变采用对数坐标表示时,剪切模量随着剪切应变的增加而衰减,且衰减的规律都可以表示为带有两个拐点的反S型曲线,经分析验证本文所得公式3可以对此特性进行很好地反映;但应力路径、应变范围不同其衰减幅度不同。

The low-temperature peak corresponds to the minimum of relative dynamic modulus and is attributed to elastic modulus softening effect caused by the anelastic motion of the phase interface. The high-temperature peak corresponds to the inflexion point of relative dynamic modulus and the volume change produced by the normal motion of the phase interface is responsible for the peak.

低温内耗峰对应于相对动力学模量曲线最小值,是相界面切向滞弹性运动引起的模量软化所致;高温内耗峰对应于相对动力学模量曲线拐点,是相界面法向运动引起的体积变化所致。

Increase of 47% in the unconned compression strength compared to increase of 26% in the secant modulus at the maximum stress level, 25% in the secant modulus at half of the maximum stress level, and 23% in initial tangent modulus.

这一变化的数额膨润土10日至15 %,导致平均增加了47 %的无侧限抗压强度相比增加了26 %的割线模量的最高应力水平, 25 %的割线模量的一半的最大应力水平, 23 %的初始切线模量。

Applying the Whitney-Riley model to the soil-root complex, calculating formulas, which were related to modulus of elasticity E in direction of plant roots growth, modulus of elasticity E to be vertical to direction of plant roots growth and shearing modulus G in plane of plant roots growth, were established.

运用Whitney-Riley模型,推导出土壤—根系复合体根系生长方向的弹性模量E、垂直于根系生长方向的弹性模量E和根系生长平面的剪切模量G等工程常数的理论计算公式,为进一步研究土壤—根系复合体工程特性提供了一种方法,具有一定的参考价值。

Three optimal structures were gotten in this paper by the model of elastic modulus along the grain, elastic modulus in tangential direction, in-plane shearing modulus and laminate rigid:①0/90/0/90/0/90/0/90/0, the outside four veneer is modified, the along grain MOE and MOR are 8377MPa, 60.9MPa respectively; The across grain MOR is 35.1 MPa, and TS is 17.2%.

4通过应用杨木单板顺纹弹性模量、横纹弹性模量、面内剪切模量及层合板刚度模型进行杉木胶合板结构设计,经多次修正,得出较好结构有以下几组:①0/90/0/90/0/90/0/90/0,最外四层为杉木改性单板,顺纹弹性模量和静曲强度分别达到了8377MPa,60.9MPa;横纹静曲强度为35.1 MPa,吸水厚度膨胀率为17.2%。

In the second chapter, we introduce the definition of pointwise convex modulus. The relation between numbers of pointwise convex modulus and relevant geometric properties will be discussed. we research the characteristics of numbers of pointwise convex modulus .

在本文第二部分引入了点态凸性模的定义,并讨论了点态凸性模的取值与相关几何性质之间的关系,研究了点态凸性模取值特点。

In this paper, material properties of the segment of the porous metal-bonded diamond grinding wheel were researched by finite element simulation. Segments were manufactured according to the design result and their elastic modulus was measured. The key points are as follows: The influence of the porosity on the elastic modulus was analyzed through a finite element method. In the FEM model, the design variable only includes the porosity, and the tetrakaidecahedron model is applied as the microstructure model of porous metal matrix. The corresponding porosity was decided in order to meet the requirement of the elastic modulus.

本文利用有限元软件对多孔金属结合剂金刚石砂轮节块的材料性能进行了数值模拟计算,依设计结果制备了节块试样,并测试了节块的弹性模量,主要内容有: 1、充分借鉴多孔材料结构设计和分析的方法,以十四面体模型为多孔金属胎体的微观结构模型,以孔隙率为设计变量,通过有限元分析,计算出满足一定弹性模量要求的多孔金属胎体的孔隙率范围。

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