经验温度，工作温度，全微分。
这些量不是全微分。
通常通过对跨线测量各种近似公式全微分得到近似的误差公式。
Generally, the error formula of over-wire measurement is derived from an approximate formula.
现在可以看到，全微分里面的这些偏导数系数，都可以用一个变量表示出来。
Now you see how the total differential accounts for, somehow, all the partial derivatives that come as coefficients of the individual variables in these expressions.
在诸因素变动幅度不大的条件下，代之以全微分法是一个理想的选择。
Within the range of all uncertain factors being narrow, it is an ideal way for us to replace it with the total differentiation method.
本文使用全微分法和常数变易法，从不同角度给出伯努利方程通解的公式。
In this paper, using total differentiation method and variation of constants, we give general solution formula of Bernoulli equation with different methods.
本文使用全微分法和常数变易法，从不同角度给出伯努利方程通解的公式。
In this paper, the methods of variation of parameters for salving the Vacco dynamical equations are given.
其中关于均方全微分和均方方向导数的定理是多指标随机过程所特有的结论。
Four of them, i. e. the theorems on the mean-square total differential and mean-square directional derivative are special conclusions of the multiple parameter stochastic processes.
建立了基于全微分理论的姿态测量机构坐标参数误差模型，实现机构运动学参数的优化设计。
The kinematic parameters were optimized according to the error model which was obtained by total differentiation.
然后通过支付函数的全微分，来揭示供应链中的道德风险问题，从而证明供应链内部存在囚徒困境现象。
Through function's differential, it finds the moral hazard between manufacturer and retailer, which proves the existence of Prisoners Dilemma it finds the supply chain.
然后通过支付函数的全微分，揭示了制造商与分销商之间的道德风险，证明了供应链内部存在囚徒困境现象。
Next, through equation of payment function, the essay disposes the moral hazard between maker and distributor, thus proving the phenomenon of Prisoner Hesitancy existing inside the supply chain.
考虑戴维南等值参数在跟踪计算过程中不断变化的实际情况，提出基于全微分的戴维南等值参数跟踪计算方法。
Tracing algorithm for Thevenin equivalent parameters based on complete differential equation was presented in consideration of parameter variation during calculation.
平面尺寸链在工艺尺寸计算中是一个重要环节 ，介绍了一种平面尺寸链在计算时将其转化为直线尺寸链 ，然后按照全微分法进行计算的方法。
The principle, procedures and a calculating example of the analytic method of calculating location errors based on the plane dimension chain principle are introduced.
我们给LPAR分配全内核值和微分区的半内核值。
We assigned whole-core values as well as micro-partitioned half-core value to the LPAR.
全状态反馈控制所引入的微分控制，可以预见系统响应趋势，它的引入可以有效地抑制速度响应超调。
Differential control introduced by all state feedback control could forecast the trend of system response, and effectively restrain speed overshoot.
本文给出了数值求解一类偏积分微分方程的二阶全离散差分格式。
In this paper, the second order fully discrete difference method for a partial integro-differential equation is considered.
采用时间增益补偿技术，补偿超声波在空气中的衰减，减少回波信号的起伏；由有源全波整流电路和微分电路等组成峰值时间检测电路，可正确检测回波的峰值到达时间。
The peak time detecting circuit which is composed of full-wave rectification circuit and differential circuit can detect the reach time of echo signal accurately.
应用全微积分方程的充要条件给出了求一阶微分方程积分困于较为一般的方法。
It is shown that the common method of integrating factor of differential equation of first order is given.
通过数字仿真计算验证了改进后算法的优良估计性能，将之与基于微分方程模型的最小二乘法、全波傅里叶算法作了比较。
The digital simulative results show its good performance of estimation. It is compared with differential equation model-based least square algorithm and all-ware Fourier algorithm.
用自洽场全略微分晶体轨道法对聚茚并茚及其取代衍生物的电子结构进行了计算研究，探讨了取代基效应。
The electronic structures of polyindenoindenes (PInIn) and their derivatives have been studied by self - consistent - field crystal orbital method. The substituent effect is also discussed.
用自洽场全略微分晶体轨道法对聚茚并茚及其取代衍生物的电子结构进行了计算研究，探讨了取代基效应。
The electronic structures of polyindenoindenes (PInIn) and their derivatives have been studied by self - consistent - field crystal orbital method.
将分数阶微分理论和全变分方法相结合应用于图像去噪，提出了一种基于分数阶偏微分方程的图像去噪新模型。
Combining fractional order differential theory with total variation method, a new image denoising model was proposed, which was based on fractional Partial Differential Equation (PDE).
将分数阶微分理论和全变分方法相结合应用于图像去噪，提出了一种基于分数阶偏微分方程的图像去噪新模型。
Combining fractional order differential theory with total variation method, a new image denoising model was proposed, which was based on fractional Partial Differential Equation (PDE).
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