EE 213: Electrical Instrumentation
& measurement
(2 Credit Hours)
Analog Signal Conditioning
Signal conditioning refers to operations performed on signals
to convert them to a form suitable for interfacing with other
elements.
A transducer measures a variable by converting information
about the variable into a signal.
To develop such transducers, we take advantage of nature
where a variable changes some characteristic of a material.
once we have researched nature and found that cadmium sulfide
resistance varies inversely with light intensity, we must then learn to
employ this device for light measurement within the confines of that
dependence.
Signal-Level and Bias Changes
One of the most common types of signal conditioning involves
adjusting the level (magnitude) and bias (zero value) of some
voltage representing a process variable.
For example,
some sensor output voltage may vary from 0.2 to 0.6 V as a process
variable changes over a measurement range.
However, equipment to which this sensor output must be connected
perhaps requires a voltage that varies from 0 to 5 V for the same
variation of the process variable.
We perform the required signal conditioning by first changing the
zero to occur when the sensor output is 0.2 V.
This can be done by simply subtracting 0.2 from the sensor output,
which is called a zero shift, or a bias adjustment.
Now we have a voltage that varies from 0 to 0.4 V, so we need to make
the voltage larger.
If we multiply the voltage by 12.5, the new output will vary from 0 to 5 V as
required.
This is called amplification, and 12.5 is called the gain
In some cases, we need to make a sensor output smaller,
which is called attenuation.
You should note that the circuit that does either is called an
amplifier.
We distinguish between amplification and attenuation
by noting whether the gain of the amplifier is greater than or
less than unity.
Linearization
Often, the dependence that exists between input and output of a sensor
is nonlinear
Historically, specialized circuits were devised to linearize signals.
For example, suppose a sensor output varied nonlinearly with a
process variable, as shown in Figure.
A linearization circuit, indicated symbolically in Figure, would ideally
be one that conditioned the sensor output so that a voltage was
produced which was linear with the process variable, as shown in
Figure.
Such circuits are difficult to design and usually operate only within
narrow limits.
The modern approach to this problem is to provide the nonlinear
signal as input to a computer and perform the linearization using
software.
any nonlinearity can be handled in this manner and, with the
speed of modern computers, in nearly real time.
Conversions
Often, signal conditioning is used to convert one type of electrical
variation into another.
Thus, a large class of sensors exhibit changes of resistance with
changes in a dynamic variable.
In these cases, it is necessary to provide a circuit to convert this
resistance change either to a voltage or a current signal.
Filtering
Often, spurious signals of considerable strength are present in the
industrial environment, such as the 60-Hz line frequency signals.
Motor start transients may also cause pulses and other unwanted
signals in the process-control loop.
In many cases, it is necessary to use high-pass, low-pass filters to
eliminate unwanted signals from the loop.
Concept of Loading
One of the most important concerns in analog signal conditioning
is the loading of one circuit by another.
This introduces uncertainty in the amplitude of a voltage as it is
passed through the measurement process.
If this voltage represents some process variable, then we
have uncertainty in the value of the variable.
Figure shows an element modeled as a voltage Vx and a resistance Rx.
Now suppose a load, , is connected across the output of the element as
shown in Fig.
This could be the input resistance of an amplifier,
For example. A current will flow, and voltage will be dropped
across .
It is easy to calculate that the loaded output voltage will thus
be given by