| 单词 | square root |
| 释义 | square root [英 [skw?? ru:t] 美 [skw?r rut] ] square root的意思、解释 复数形式：square roots; square root 基本解释 平方根； square root的解释 square root 网络解释 1. 二次方根,平方根：开方 evolution, extraction | 二次方根,平方根 square root | 三次方根,立方根 cube root 2. 平方根;二次根：square number 正方形数;平方数 | square root 平方根;二次根 | squeeze theorem 迫近定理 3. square root：sqr; 二进制平方根指令 square root 双语例句 1. Best Calc highlightsLarge display with lots of graphic indicatorsPrecedence mode - to reduce entering parenthesis (e. g. 2+2-2=6)Operations and conversions can be performed in binary, octal, decimal, and hexadecimal formCalculate basic arithmetic functionsCalculate the root, square root or cube root of a numberRaise to power functionsLogarithmic and exponent functionsCalculate sine, cosine, tangent, arc sine, arc cosine or arc tangentCalculate in degrees, radians or grads, mil, revDisplays results in normal, scientific, or fix modeMemory operations Call last result functionOperations with big and small numbers are supported (up to ten in 308th power or ten in minus 308th power)and much more to explore! 最佳钙highlightsLarge模式显示indicatorsPrecedence与大量的图形-减少输入括号（如2 +2-2 = 6）业务和十进制的转换，可进行二进制，八进制，和十六进制formCalculate基本算术functionsCalculate根，平方根或多维数据集的numberRaise根电源functionsLogarithmic和指数functionsCalculate正弦，余弦，正切，圆弧正弦，余弦弧或弧tangentCalculate度数，弧度或梯度，密尔，revDisplays结果正常，科学化，或修复modeMemory行动电话与大，小号码的最后结果functionOperations支持（最多10个在零下308电源或功率10 308）以及更多探索！ 2. square root 2. We derive and analyze sensitivity densities for two quantities derived from rotational ground-motion measurements: the rms (root-mean-square) amplitude A of the rotation seismogram and the apparent shear-wave speed, where Av denotes the rms amplitude of the velocity seismogram. 笔者分析了从旋转地震动测量中得到两个参数的灵敏度密度。这两个参数是：旋转地震记录的均方根振幅，视剪切速度，表示速度地震记录的均方根振幅。 3. Density Functional Theory method was used to optimize the geometries of 209 PCDE molecules, 209 PBDE molecules and 75 PCDD molecules at the B3LYP/6-31G* level. Using computed structural parameters as theoretical descriptors, the forward stepwise multiple regression technique was adopted to obtain QSPR models of environmental partition properties for these POPs by using GQSARF 2.0 and SPSS12.0 for windows programs. The obtained QSPR models are as follows:(1) QSPR models for predicting subcooled liquid vapor pressure, n-octanol/water partition coefficients lgK_(ow and subcooled liquid water solubilities -lgS_(w, l of PCDEs, of which correlative coefficients (R~2) are 0.988, 0.958 and 0.959 and the root-mean-square-error of estimation are 0.134, 0.116 and 0.327 respectively.(2) QSPR models of lgPL and n-octanol/air partition coefficients lgK_(oa for PBDEs, which both contain three structural parameters. The values of R2 for the two models are both 0.997 while the values of RMSEE are 0.073 and 0.062 respectively.(3) QSPR models of lgKow and–lgS_ for PCDEs, which both have one variable (mean molecular polarizability, α). The values of R~2 for the two models are 0.978 and 0.866 and the values of RMSEE are 0.300 and 0.270 respectively.(4) The molecular structures of 24 substituted naphthaline compounds were optimized using Hartree-Fock and DFT methods at four different levels and the same means was used to obtain four three-parameter (EHOMO, q~+ andα) QSPR models of lgK_. The model at the HF/6-311G** level is the best one of which R2 is 0.9662 and RMSEE is 0.380.(5) QSPR study for environmental partition properties of PCDEs was also performed using position of Cl substitution method in which simple parameters of substitution position were taken as descriptors. The multiple linear regression was performed with GQSARF 2.0 and SSPS 12.0 for windows programs to obtain QSPR models of lgP_L, lgK_ and–lgS_ for PCDEs of which R~2 are 0.991, 0.983 and 0.965 and RMSEE are 0.311, 0.100 and 0.300 respectively. 采用密度泛函理论方法在B3LYP/6-31G*水平上对PCDEs、PBDEs和PCDDs的分子结构进行了全优化计算，以计算得到的量子化学参数作为理论描述符，采用GQSARF 2.0和SPSS 12.0 for windows统计程序进行正向逐步回归分析，建立了这些POPs的环境分配性质的QSPR模型：(1) PCDEs的过冷液体蒸汽压、正辛醇/水分配系数lgK_(ow和水溶解度-lgS_(w，l的QSPR模型，这3个QSPR模型的相关系数(R2)分别为0.988、0.958和0.959，估计的均方根误差分别为0.134、0.116和0.327；(2) PBDEs的lgPL和正辛醇/空气分配系数lgK_(oa的QSPR模型，这两个模型都包含三个分子结构参数，其R~2都为0.997，RSMEE分别为0.073和0.062；(3) PCDDs类化合物的lgK_和-lgS_w的QSPR模型，两个模型都只含一个变量，其R~2分别为0.978和0.866，RSMEE分别为0.300和0.270；(4)采用Hartree-Fock和DFT方法，在4种不同水平上优化计算了24个取代萘系列化合物的分子结构，采用上述同样的方法分别建立了四种水平上的三变量lgK_模型，通过比较得到，在HF/6-311G**水平计算得到的模型最好，R为0.966，RSMEE为0.380；(5)同时，采用氯原子取代位置方法对PCDEs的环境分配性质进行QSPR研究，建立了PCDEs的lgPL、lgK_和-lgS_的QSPR模型，其R~2分别为0.991、0.983和0.965，RSMEE分别为0.110、0.100和0.300。 4. You will build a VI that returns the square root of a positive input number. 你需要创建一个VI并返回一个输入数-正数的平方根。 5. The standard deviation is the variance positive square root, the formula... 标准差是方差的正平方根，公式。。。 6. Lagrange interpolation focus on the application of the formula. The comparison between the method of Transform and that of Lagrange`s interpolation formula in square matrix form is made. Also the form of Lagrange`s interpolation formula is generalized to include the double root case. The application of the generalized lagrange`s interpolation formula in square matrix to solving state equations is found to be effective. 重点介绍了Lagrange插值公式在状态方程求解中的应用，用对角矩阵及相似矩阵的性质证明了，当状态转移矩阵中方阵的特征根相异时，拉格朗日插值公式与Laplace变换法对表达具有一致性，并用极限方法对方阵含二重根时拉格朗日插值公式的应用进行了推导。 7. The goal of this study was to evaluate the changes of the agonist-antagonist muscles'surface electrical activities which induced by different active levels and function states on the time and frequency domain. The agonist-antagonist muscles are biceps brachii and triceps brachii. The indices'change rules and validities under static and dynamic exercise were studied using four indices including integrated electrorayography, root mean square, median power frequency and mean frequency, while the relevance of the two agonist-antagonist muscles was analyzed. 本文利用sEMG信号分析技术对主动肌和拮抗肌——肱二头肌和肱三头肌——在动、静态两种运动形式中不同活动水平和机能状态下肌电信号的变化分别进行同步采集、模拟显示、记录和分析，在对主动肌和拮抗肌分别分析得到其各自的变化规律的基础上，对两块肌肉随负荷改变和时间延续的肌电变化进行相关分析，揭示其同步变化规律，并寻找能够反映其变化规律的肌电特征指标。 8. Plane strain, mode I quasi-static steady state crack growth is investigated utilizing the finite element method. It is once again established that TNT plasticity can significantly increase the stress level near the crack tip. The crack tip stress singularity is higher than or equal to the square-root singularity of elastic K field and is also independent of the plastic hardening exponent. 采用有限元方法研究了平面应变Ⅰ型准静态的稳态裂纹扩展，再次证实TNT非局部理论能够显著提高裂纹尖端附近的应力水平；裂尖应力场的奇异性超过或等于弹性K场平方根奇异性，而且与塑性硬化指数无关。 9. square root的解释 9. Plane strain, mode I quasi-static steady state crack growth is investigated utilizingthe finite element method. It is once again established that TNT plasticity cansignificantly increase the stress level near the crack tip. The crack tip stresssingularity is higher than or equal to the square-root singularity of elastic K fieldand is also independent of the plastic hardening exponent. 采用有限元方法研究了平面应变I型准静态的稳态裂纹扩展，再次证实TNT非局部理论能够显著提高裂纹尖端附近的应力水平；裂尖应力场的奇异性超过或等于弹性K场平方根奇异性，而且与塑性硬化指数无关。 10. The chapter three is the fractal transformation models of square root law. 第三章为基于分形理论的方根规律的扩展。 11. Firstly it introduces the basic theory of fractal, expatiates the limitations of square root model, and discusses fractal transformation models according to them. 首先介绍了分形的基本原理，阐述了方根规律的局限性，并针对其局限性讨论其分形扩展的模型。 12. The trajectory of the center of pressure on the transverse plane, and the range of displacement, velocity, and root mean square of the COP on the mediolateral and anteroposterior planes were examined. 结果发现就女性而言，老年人在QSEO及QSEC时其左COP之位移速度，在QSEC之左右平方根平均值，以及在TS之左右位移范围较年轻人大。 13. True root-mean-square, log amplifier and antilog amplifier, offset voltage, error analysis 真有效值；对数-反对数放大器；失调电压；误差分析 14. Aimed at general distribution dimension widely existed, non-normal distribution and mean shift for instance, an arithmetic based on root sum square is brought forward. 然后针对生产实际中大量存在的尺寸呈任意分布，如非正态分布和均值偏移的情况，对线性化方法中的均方根法进行改进，提出了任意尺寸分布的公差分析方法。 15. I don't want to know what the square root of pi is. 我不想知道圆周率的平方根是多少 16. Can you do the math: What is 100 times 4, divided by the square root of a hundred? 你会做数学吗：100乘4除以100的开方是多少呢？ 17. square root是什么意思 17. This paper presents a solution to find square root in VHDL with EP1C6 as the key of the system. 本文介绍了在以EP1C6芯片为核心的硬件系统中，运用VHDL实现了对数据开方运算。 18. What is one hundred times four divided by square root of one hundred. 100*4然后再除以100的平方根是多少。 19. What is 100 times 4 divided by the square root of a 100? 100乘以4再除以100的平方根是多少？ 20. square root 20. What is 100 times 4 divided by the square root of 100? 100乘以四，除以100的平方根是多少？ square root 单语例句 1. But if a square root calculation was applied, the ratio between the two countries would be far narrower. square root 英英释义 noun 1. a number that when multiplied by itself equals a given number |
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