1) implicit resolvent equation
隐预解等式
1.
It is well known that the generalized mixed implicit quasi-variational inequalities are equivalent to the implicit resolvent equations.
利用广义混合隐拟变分不等式与隐预解等式等价的关系,提出了解广义混合隐拟变分不等式的几种新的算法,并且证明了在伪单调算子的条件下新算法的收敛性。
2.
It is well known that the general mixed implicit quasi-variational inequalities are equivalent to the implicit resolvent equations.
利用一般混合隐拟变分不等式与隐预解等式等价的性质,提出了解混合隐拟变分不等式的几种新的算法, 并且证明了在g-伪单调算子的条件下新算法的收敛性。
2) implicit-implicit scheme
隐-隐式解法
3) implicit method
隐式解法
1.
Numerical simulation to three-dimensional turbulent flow in multistage axial compressor blade row is carried out,where high resolution third-order ENN scheme is adopted to catch the shockwave and simulate the turbulent flow correctly,and LU-SGS implicit method is chosen to improve computation rate.
对多级轴流压气机叶栅内三维紊流流场进行数值模拟,采用高精度高分辨率的三阶ENN格式以保证对激波的捕捉和对紊流特征的正确模拟,利用LU-SGS隐式解法提高了计算速度,从而构成了一种既准确又高效的多级跨声速轴流压气机紊流流动数值求解系统。
2.
And the convergence was speeded up by the use of LU\|SGS implicit method.
求解全三维 N-S方程 ,通过高分辨率格式提高跨音速流场计算的准确性 ,利用 LU-SGS隐式解法加快计算收敛速度。
4) solution of implicit equations
隐式求解
1.
Aiming at linkage mechanism,this paper has put forward a method of solution of implicit equations by using simulation.
提出了运用Simulink仿真软件包对连杆机构的运动规律进行隐式求解。
5) implicit solution
隐式解
6) implicit resolvent operator
隐预解算子
1.
In this paper, the authors study the existence of solution for a system of generalized nonlinear variational inequalities with implicit resolvent operator technique.
运用隐预解算子技巧研究了一类含参广义非线性变分不等式组解的存在性,在一定条件下,得到了这类含参广义非线性变分不等式组解连续与参数的关系。
2.
A new class of completely generalized mixed strongly nonlinear variational inclusions are introduced and studied in Hilbert space, implicit resolvent operator technique is used to study solution analysis of these variational inclusions.
引入并研究了Hilbert空间中一类新的完全广义混合强非线性变分包含,利用改进的隐预解算子技巧分析了此变分包含的解的灵敏性,所得结果改进并推广了以往相应结果。
3.
In this paper,the authors introduce and study a class of new generalized nonlinear implicit quasivariational inclusions in Hilbert spaces,and use the implicit resolvent operator technique to study the sensitivity analysis for them.
引入和研究Hilbert空间中一类新的广义非线性隐拟变分包含,并用隐预解算子技巧分析了其解的灵敏性。
补充资料:隐解
1.索隐探微﹐疏解诠释。
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