SBOS309E August 2004 – December 2024 OPA2830
PRODUCTION DATA
Refer to the PDF data sheet for device specific package drawings
The dual OPA2830 offers an easy way to implement low-power differential active filters. On a single supply, Figure 8-10 shows one way to implement a 2nd-order, low-pass filter. This circuit provides a net differential gain of 1 with a precise 5MHz Butterworth response. The signal is ac-coupled (giving a high-pass pole at low frequencies) with the dc operating point for the circuit set by the unity-gain buffer—the BUF602. This buffer gives a very low output impedance to high frequencies to maintain accurate filter characteristics. If the source is a dc coupled signal already biased into the operating range of the OPA2830 input CMR, these capacitors and the midpoint bias can be removed. To get the desired 5MHz cutoff, the input resistors to the filter is actually 119Ω. This is implemented in Figure 8-10 as the parallel combination of the two 238Ω resistors on each half of the differential input as part of the dc biasing network. If the BUF602 is removed, these resistors must be collapsed back to a single 119Ω input resistor.
Implementing the dc bias in this way also attenuates the differential signal by half. This attenuation is recovered by setting the amplifier gain at 2V/V to get a net unity-gain filter characteristic from input to output. The filter design shown here has also adjusted the resistor values slightly from an calculated value to account for the 100MHz bandwidth in the amplifier stages. The filter capacitors at the noninverting inputs are shown as two separate capacitors to ground. While that is certainly correct to collapse these two capacitors into a single capacitor across the two inputs (which is 50pF for this circuit) to get the same differential filtering characteristic, tests have shown two separate capacitors to a low impedance point act to attenuate the common-mode feedback present in this circuit giving more stable operation in actual implementation. Figure 8-11 shows the frequency response for the filter of Figure 8-10.