1) A、B、C、D analysis
ABCD法
2) ABCD matrix method
ABCD矩阵法
1.
In this paper,the macro model of interconnects with frequency-dependent parameters on the back-plane is presented by using ABCD matrix method.
采用 ABCD矩阵法对传输高速信号的背板上具有频变参数的互连线建立等效时域网络模型 ,并给出接插件等效传输线模型和端接的 I/O缓冲器 IBIS瞬态行为模型 ,利用这些模型对实际电路进行仿真 ,其结果与 Ansoft公司的 PNC软件仿真结果相吻合 ,仿真效率有明显提高。
3) ABCD criteria
ABCD评分法
1.
Methods Patients were evaluated according to ABCD criteria and ABCD2 criteria.
方法按照ABCD评分法和ABCD2评分法评分,观察2 d内、7 d内脑梗死的发生率。
5) ABCD matrix formalism
ABCD矩阵方法
1.
Basing on time domain ABCD matrix formalism and giving more consideration on the influences of optical fiber dispersion and optical fiber nonlinearity,it analyzed the laser′s characteristics of actively mode locked fiber laser,and compared the theoretical analysis results with experimental ones.
应用 ABCD矩阵方法从理论上对主动锁模环形光纤激光器进行了分析并与实验结果进行了比较 。
6) ABCD matrix
ABCD矩阵
1.
The propagation rule through ball lens based on the ABCD matrix is presented.
根据ABCD矩阵推导出了光束通过球透镜时的传播规律,计算了在光纤与光纤之间两个球透镜耦合的效率,分析了影响耦合效率的因素。
2.
The ABCD matrix of transmission lines is obtained by the rungekutta iteration, then the ABCD matrix is used to obtain the solution in the laplacedomain, finally the timedomain response is obtained through the numerical inversion of the laplace transform, so that the traditional NILT method is able to analyze the nonuniform transmission lines, at the same time, it is efficient and accurat
通过龙格库塔 ( Runge Kutta)方法迭代求出非均匀传输线的广义 ABCD矩阵 ,再解常微分方程求得整个系统的拉氏域响应 ,最后利用数字拉氏逆变换 ( NIL T)获得电路的时域响应 ,从而使得传统的 NIL T法得以分析非均匀传输线 ,实例表明其具有较高的效率和精
3.
The new model calculates the "equivalent ABCD matrix" of the interconnect tree for approximations of transfer functions of the interconnect tree, and then derives the closed-form solution for the 50% delay by means of second-order moment matching and curve fitting.
此模型针对树形互连线,提出"等效ABCD矩阵"的概念,在此基础上通过二阶矩匹配估算树形互连线时域响应,并通过曲线拟合给出了解析形式的50%时延估算公式。
补充资料:法性属法为法性土
【法性属法为法性土】
谓真如法性之理,譬如虚空,遍一切处,乃是法身所证之体,即为所依之土,故名法性属法,为法性土。
谓真如法性之理,譬如虚空,遍一切处,乃是法身所证之体,即为所依之土,故名法性属法,为法性土。
说明:补充资料仅用于学习参考,请勿用于其它任何用途。
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