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AN505 Hardware Linearization of Non-Linear Signals

From Dataforth Corporation
 

 

Many sensors used in industry exhibit a deviation from an ideal (linear) relationship between input and output. For example, a given change in temperature does not give rise to the same change in emf for most thermocouples when measured over different temperature ranges. Sensors or signals which exhibit this behavior are said to be non-linear. A hypothetical non-linear transfer function is shown in Figure 1.

Several of the SCM5B series modules have the capability of creating a non-linear transfer function through the module itself. This non-linear transfer function is configured at the factory and is designed to be equal and opposite to the sensor or signal non-linearity. The net result is that the module output signal is linear with respect to a given input parameter such as temperature. An output signal which has been linearized with hardware internal to the SCM5B modules is beneficial to the customer because it eliminates the need for tedious software routines which determine a linearized signal through the use of high-order polynomials or look-up tables.


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Topics of Interest
Feedback linearization has been studied extensively in the nonlinear systems literature (see, for example, [121,134,159,185]). In this text, we cover only some of the basic background to help the... (Read More)
There is a variety of temperature sensors on the market all of which meet specific application needs. The most common sensors that are used to solve these application problems include the... (Read More)
With few exceptions, the purpose of a flowmeter is to generate a signal that is directly proportional to flow rate. Certain types of flow signals are not necessarily proportional to flow, i.e., they... (Read More)
In this chapter, we will evaluate the digital phase-locked loops for phase inputs similar to the analysis of analog phase-locked loops in Chapter 4. This analysis will be on linearized transfer... (Read More)
6.4 Frequency Response Methods Transfer Functions Consider a linear time-invariant system which has a sinusoidal input. The steady-state output will be sinusoidal with the same frequency as the... (Read More)