In this paper, the first order nonlinear dynamic circuits are studied, and the methods of calculating their sensitivity are proposed.
本文通过对一阶非线性动态电路的研究，提出了计算其灵敏度的方法。
Linear programming approach combines with technique in tree of decomposition to realize fault location of large linear dynamic circuits quickly.
将线性规划方法与电路的树分解技术结合，实现大型线性动态电路中故障的迅速定位。
We present a novel dynamic circuits with high speed and low power consumption as the scanning part of these arrays, whose working principles are analyzed.
提出了一种新颖的高速、低功耗电路作为列阵的扫描电路，对其工作原理进行了分析。
A novel circuit with a narrow pulse driving structure is proposed for enhancing the noise immunity and improving the performance of wide fan-in dynamic circuits.
提出了一种利用窄脉冲发生器驱动输出级，以提高电路抗噪声能力，同时保持动态电路的高速特性的多输入动态逻辑电路。
As one of the singular functions, step function plays an important role in the transient analysis of dynamic circuits and its definition is the key to analyze transient circuits.
阶跃函数是一种奇异函数，它在分析动态电路过渡过程中具有重要的作用，如何定义阶跃函数是正确应用其分析动态电路的关键。
The results show that the unique steady state of the dynamic circuits with nonlinear resistors can be determined by the measures of some matrixes, which are easily constructed.
结果表明，含有非线性电阻的动态电路的唯一稳态，可以用一个矩阵测度决定。
Based on the estimation of the unit solution matrixes of differential equations, the unique steady state of the dynamic circuits with nonlinear resistors is studied by matrix measure.
本文利用微分方程单位解矩阵估计的相关方法，得到了确定含有非线性电阻的动态电路唯一稳态的条件。
Based on the estimation of the unit solution matrixes of differential equations, the unique steady state of the dynamic circuits with nonlinear resistors is studied by matrix measure.
本文利用微分方程单位解矩阵估计的相关方法，得到了确定含有非线性电阻的动态电路唯一稳态的条件。
应用推荐