Thevenin Equivalents |
The
ideal voltage source and the resistor are connected in the configuration
shown above.
Another important feature of the TEC is that is can explain a drooping
terminal voltage. That's inherent in the electrical model itself.
We can write equations that describe the behavior of the TEC when it interacts
with other components. First, let us define some variables. If we have
a load attached to the terminals some load current will flow. We'll define
a load current and a terminal voltage for the TEC as shown below.
Now, write the equation for the circuit. Notice that there will be a voltage
across the internal resistance if load current flows.
Vt
= Vo - RoIL
Using the expression for the terminal voltage, we can get the plot of terminal
voltage against load current.
There are
several interesting properties of the TEC that make it a useful model.
The first interesting property is that the source, Vo,
is the voltage that is measured when no load is attached. That's called
the open circuit voltage. If you just
attach a voltmeter to the output terminals - and didn't attach anything
else, the voltmeter woud read the value of Vo.
Another interesting property is that the there is a definite limit to how
much current this source can supply to a load. If we short the terminals
- something you can do in your mind, but not often in practice - the current
that will flow is given by:
Short circuit current
= Vo/Ro= Io.
Notice the interesting relationship between open circuit votlage, Vo,
internal resistance, Ro,
and the short circuit current, Io.
It looks like Ohm's Law but it really isn't! It doesn't relate current
through a resistor to voltage across a resistor.
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