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Signal Integrity Applications of Mathcad, Part 2

机译:Mathcad的信号完整性应用,第2部分

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摘要

Mathcad offers efficiency and flexibility for solving mathematical equations. It can treat analytical expressions having scalar (a single number), vector (column of numbers) and matrix (a rectangular array of number). An array is a general term for vector or matrix. The Mathcad logarithmic features include ln(z) which returns the natural log of z (z ≠ 0) and log(z,b) which outputs the base b logarithm of z (z or b ≠# 0). If b is omitted, then log(z,b) equals the base 10 logarithm. Hence, log(z) returns the common logarithm of nonzero z. Let us analyze, applying Mathcad, the concept of coupling even and odd mode impedances. The electric and magnetic fields associated with coupled traces (i.e., traces located in close proximity) will interact in manners that depend on each line's signal patterns. The effective characteristic impedance and velocity of the transmission will be altered due to such interactions. FIGURE 5 displays the computed (using HyperLynx from Mentor Graphics) odd and even electric (in blue) and magnetic (in red) field distributions for a coupled microstrip.
机译:Mathcad为求解数学方程式提供了效率和灵活性。它可以处理具有标量(单个数字),向量(数字的列)和矩阵(数字的矩形阵列)的解析表达式。数组是向量或矩阵的通用术语。 Mathcad的对数功能包括ln(z),它返回z的自然对数(z≠0),以及log(z,b),它输出z的基数b对数(z或b≠#0)。如果省略b,则log(z,b)等于以10为底的对数。因此,log(z)返回非零z的公共对数。让我们应用Mathcad分析偶数和奇数模式阻抗的耦合概念。与耦合迹线(即,紧邻的迹线)相关的电场和磁场将以取决于每条线的信号模式的方式相互作用。由于这种相互作用,传输的有效特性阻抗和速度将发生变化。图5显示了耦合微带的计算(使用Mentor Graphics的HyperLynx)(奇数和偶数)电场分布(蓝色)和磁场(红色分布)。

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