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adjoint differential expression相关的网络例句

查询词典 adjoint differential expression

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In this paper, the adjoint model is applied to assimilate the temperature and velocity observation data for the optimal initial model state.

在本文的应用中,以流场和温度场的观测资料作为同化资料,以环流模式的初始状态作为控制变量,温度和流速作为状态变量。

Their influence on the efficiency of the adjoint method should be distinguished into the continuous and discrete model to be researched.

其对变分同化中伴随方法的有效性影响应分连续模型与离散模型两种情况研究。

However, the wide application of this method has been limited due to its large computational cost caused by the use of adjoint technique in its solution.

然而,由于以往CNOP的求解需要采用伴随技术,计算量相当巨大,限制了该方法的推广应用。

It is pointed out that the classical Lagrange multiplier method is one of the theoretical fundament of the adjoint method in data assimilation.

论述了数据同化中的伴随方法与泛函分析中的伴随算子的关系,指出经典的拉格朗日乘子法可以作为伴随方法的理论基础。

We give the fundamental solution of adjoint transport equation and take it into variational form.

给出伴随输运方程的基本解,再将其带入变分形式中,对关于空间和角度的两个积分进行化简。

These adjoint gradient systems share the same potential energy function and equilibrium points.

这些梯度系统共享一个势能函数和相同的平衡点。

He is a fellow of JILA, a fellow of NIST and a professor adjoint at CU-Boulder's Department of Physics.

他是一位研究员jila , NIST的研究员和教授,伴随在铜的巨石处的物理。

To obtain current-mode biquadratic filter with high accuracy, a voltage-mode second order universal filter based on two VFA's was transformed into a current-mode biquadratic filter-based on two AOA's by means of the concept of adjoint network.

为获得高精度电流模式双二次滤波器,以双VFA电压模式二阶通用滤波器为原型,用伴随网络的概念设计出AOA电流模式双二次滤波函数的新电路。

Besides,we investigate the compatibility of the pair,where A is a bounded linear self-adjoint operator on a complex Hilbert space H and S is a closed subspace of H.

此外,对由一个自伴算子A和一个闭子空间S组成的元素对的兼容性进行了研究。

In this procedure, molecular dynamical mechanics which adjoint with hydrolization of ATP received extensive interests.In the scale of molecule, the movement of the proteins has the features of Brownian movement.

分子马达通过催化ATP水解获得能量,从而产生宏观运动,在这个过程中,伴随着ATP水解的化学过程而产生的运动的动力学机制是我们关注的焦点问题。

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