Hi,
I wanted to get a feel for the frequency response of my BMO200.
The fastest way to get the bandwidth is to apply a squarewave with a fast edge and measure rise- and fall-times. These are <= 1.75ns according to the datasheet. The formula to calculate the bandwith is :
bandwidth = 0.35 divided by rise-time
This is for the BMO200: 0.35 / 1.75ns = 200MHz in the worst case.
First I setup a pulse generator to output a squarewave with 100MHz and 5Vpp. Rise- and fall-times were set to the minimum. Because the generator is old and not calibrated I checked the signal with a fast scope and measured less than 1ns risetime and falltime. So the signal should be sufficient for this test.

With the BMO200 the measured rise-time of 1.405ns is equal to a bandwidth of 249MHz. The slowest rise-time I measured was 1.45ns with a 1Vpp signal. This still results in a bandwidth of 241MHz. Not bad I think.
Now I have the bandwidth but no idea, how steep the filter slope might be.
I set the scope to display the FFT up to 800MHz in the max-hold mode. The 0dBm stimulus came from a sweep generator. The generator does discrete steps, so it took a long time to fill the curve and even where it looks smooth and solid, it is in fact not. Moving a marker one step further can result in a complete different level reading. So I looked carefully at the horizontal gridlines (6dB/div), to place the markers right. edit: It is all about peaking a value from the top of the curve.

The -3dB frequency given from the FFT is at about 292MHz. One octave higher the curve is roughly another 12dB down.
Because the last measurement took a lot of time I thougt about a faster method. Then I remembered that the R&S VCA on the shelf has an option installed that provides a noise source (5MHz - 1GHz). The output is 75 ohms so the signal was applied with a minimum loss pad for 50 ohms conversion.

As can be seen on the photo, it would have also taken a lot of time to get a smooth curve.
Last I tried the FFT average function which seems to be suitable - maybe an average of 1000 would be fine.

- Peter