Tool/software:
Hello
I am designing a digital receiver according to the topology shown in the figure. After the mixer there is a 5th order differential bandpass filter, the output of which is connected to the operational amplifier through 51 Ohm resistors that serve as a load for the filter. This filter has an input and output differential impedance of 100 Ohm and provides operation in the 2nd Nyquist band. The ADC clock frequency is 100 MHz.
After analyzing many application notes, I realized that between the ADC and the operational amplifier it is necessary to put an RC filter and resistors that shift the signal by DC. But the RC filter was considered for cases of operation in the 1st Nyquist band. For the 2nd Nyquist band, the capacitance value will be very small if we also take into account that the RC cutoff frequency must be 6.5 times greater than the upper operating frequency to ensure equal frequency response. I think that for cases where 2, 3, 4… Nyquist bands are used, slightly different approaches are used to solve this problem.
Since the ADC is 4-channel, it is not possible to place the operational amplifiers directly near the inputs, in my case the maximum length is approximately 37 mm.
So my questions are as follows
1) What should be the scheme between the operational amplifier and the ADC and how to calculate the values of the components to achieve optimal parameters? What goal should be achieved to obtain optimal parameters?
2) How to correctly place the components in the case when the operational amplifier and ADC are separated on the board and what should be the line impedance?
3) For which cases is the value of the input resistance of the ADC used? It is given in the datasheet ADS6444 Figure 84
4) Is the ideology of my general scheme shown in the figure correct?