Clausen C, Fernandez J M
Pflugers Arch. 1981 Jun;390(3):290-5. doi: 10.1007/BF00658279.
The measurement of the linear transfer function of a biological system has found wide use in the characterization of the system's input/output properties, and in the separation and measurement of the properties of the different subelements that make up the system. Unfortunately sophisticated and expensive instrumentation has traditionally been required to make these measurements. In this paper, we present detailed design specifications of a low-cost instrument that is capable of yielding transfer function measurements with a high degree of accuracy and speed. The instrument is comprised of a pseudo-random binary sequence signal generator with precise date acquisition synchronization circuits, interfaced to a general-purpose mini-or microcomputer system common to many laboratory environments. The instrument is capable of measuring the transfer function of an arbitrary biological system up to a bandwidth of 8.3 KHz, with a frequency resolution of 425 points. In cases where the biological measurements are not contaminated with experimental noise, the transfer function can be determined in as little as 47 ms of data collection. In the case where experimental noise is present in the biological measurements, a simple averaging method is described which results in an effective increase in the signal-to-noise ratio, thereby yielding accurate transfer function estimates. The instrument is especially well suited to the measurement of transfer functions of biological systems, where experimental noise is a problem and where only limited time is available to acquire stable measurements.
生物系统线性传递函数的测量在表征系统的输入/输出特性以及分离和测量构成该系统的不同子元件的特性方面有着广泛应用。不幸的是,传统上进行这些测量需要精密且昂贵的仪器。在本文中,我们给出了一种低成本仪器的详细设计规格,该仪器能够高精度、快速地进行传递函数测量。该仪器由一个带有精确数据采集同步电路的伪随机二进制序列信号发生器组成,与许多实验室环境中常见的通用小型或微型计算机系统相连。该仪器能够测量带宽高达8.3千赫兹、频率分辨率为425个点的任意生物系统的传递函数。在生物测量未受实验噪声干扰的情况下,仅需47毫秒的数据采集就能确定传递函数。在生物测量存在实验噪声的情况下,描述了一种简单的平均方法,该方法可有效提高信噪比,从而得到准确的传递函数估计值。该仪器特别适合测量生物系统的传递函数,因为在这类测量中实验噪声是个问题,而且获取稳定测量数据的时间有限。