OK, lets go over a few things and hopefully we can clear a few things up so you better understand. You are working from the
AVR465: Single-Phase Power/Energy Meter
with Tamper Detection. If you look at that document you will find the attached image that is seen on page 7.
The data for the current transformer used in the drawing
can be found here and is listed as model number TD76V. Current transformers can have their specifications stated in a few ways but are always ratio devices. This particular transformer has a ratio of 2500 : 1. They also spell out a maximum current of 330 amps (Im : Max rated current). So the maximum current through the primary can never exceed 330 amps and the ratio is 2500 to 1.
Looking at figure 4 which is attached with a few notes we can start with the actual CT. The secondary of the CT is driving RS as a shunt resistor. The current flowing in the CT secondary will produce a voltage drop across RS and RS in this case is a 68 Ohm resistor.
Just as in the document let's assume we have a primary current of 10 amps on our CT. Since we have a 2500:1 ratio the secondary current will be 10 amps / 2500 = .004 Amp or 4 mA. This is RMS current. So we have .004 amp flowing through our 68 Ohm resistor which will produce a voltage drop of 68 Ohms * .004 Amp = .272 volts RMS.
Now they do something pretty cool here. They use 1/2 of a
LMV358 Dual Ral to Rail Op Amp to amplify the output of the CT as a voltage. They also have a way to control the gain of the Op Amp. This is where the
74HCT4066 Quad bilateral switch comes into play. If you read the AVR document they explain how resistors are switched in and out to achieve a Low, Medium and High gain and specify the gains. The lowest gain being about 1.25.
Remember our 10 amps that gave us .004 amp through the 68 ohms for a voltage of .272? Well let's amplify that .272 * 1.25 and we get 0.340 Volts RMS. To get the peak value we multiply that 0.340 * 1.414 = 0.48076 Volts Peak and the Peak to Peak is now = 0.4876 * 2 = 0.96152 Volts Peak to Peak. There are a few ways to arrive at this number as can be seen in the AVR sheet but you should get the idea.
So in conclusion you can use any number of current transformers. The magic or trick becomes working with the CT ratio (keeping in mind the CT maximum current) and of course the Rshunt value.
If for example we used the shunt I posted pictures of earlier it was a 200:5 ratio with a max current of 200 amps. Since 200 amps = 5 amps this would be a 40:1 ratio. If we take 200 / 5 = 40 we get a 40 to 1 ratio. So now if we pass 10 amps through the primary the secondary current will be 10 / 40 = .250 Amps. We want a maximum voltage of .272 volts RMS so we get .272 volts / .250 Amp = 1.088 Ohms for our Rshunt. We know that .272 volts RMS will give us the peak to peak voltage we want.
The coding of the AVR does the rest. Has this helped?
<EDIT> Using the 2500:1 ratio for current we used a 68 Ohm resistor. Using a 40:1 ratio for current we used a 1.088 Ohm resistor. Think about it, that 2500 / 40 = 62.5 and if we multiply our 1.088 ohms by 62.5 we get what? Why 68 Ohms of course so I guess it really is all about ratio.
</EDIT>
Ron