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本文所述的是把在统计学上采用的矩的方法用在合成具有预定脉冲响应的、特别是具有正弦平方脉冲响应的网络的问题。这种方法的优点之一是,网络输出的基本时延不必预先规定,而是容许改变。这样,可得到最近似于某一复杂网络所希望的波形。本文从数学例式中推导出一个由三个电感和六个电容组成的网络的设计。这个网络是梯形结构,两端接有电阻。其脉冲响应与正弦平方曲线的偏离不超过脉冲峯幅的2%,如果网络采用更多的元件,则能提高其近似性。
Described herein is the use of a statistically applied method of moments in the synthesis of a network with a predetermined impulse response, especially with a sinusoidal squared impulse response. One of the advantages of this approach is that the basic latency of the network output does not have to be predetermined but allows for changes. In this way, the waveform that most recently appears to be desirable for a complex network can be obtained. This article deduces a design of a network of three inductors and six capacitors from mathematical examples. This network is a trapezoidal structure with resistors connected at both ends. The deviation of the impulse response from the sine-squared curve does not exceed 2% of the peak amplitude of the pulse, and the approximation can be improved if more elements are used in the network.