This stability thing is actually a reason to make a precise driver even if it is dissipating more.
It's your regular accuracy tradeoff, you can have speed or efficiency or whatever, but some combinations are easier than others.
Example, you could maaaaybe just pull this off with high efficiency, using a GaN inverter and resonant topology, but it'll be a lot of work to achieve, and still probably not all that stable (output ripple filtering directly affects step response, so the settling and stability are at odds here).
But if the two path's supply is different then the current source opamp has to regulate every time when the paths are changed. Am I right? I mean it will not has a stable condition.
CCS only sees the differential pair's tail voltage, which due to balanced drive, is nearly constant. What's left is due to Early effect / channel length modulation, a small effect for most types.
Current steering, even with those GaN MOSFETs will probably ring quite a bit.
I've been trying to think up a closed loop fast voltage to current circuit with a SiGe NPN, a BUK4D60-30 MOSFET and a 1 Ohm shunt connected to the positive supply rail (with the load in between the shunt and the MOSFET) but I can't really think up something elegant.
Yeah, layout will need to be tight, and expect to use series gate resistors (or ferrite beads), and probably source degeneration too, to keep them from singing.
SiGe into VDMOS, odd bedfellows... But I suppose that's because, you can't really get anything else that's fast and moderately powerful?
LDMOS is probably worthwhile, with the downside that the packaging may be a bit awkward? -- you've got signal flowing through what's normally the ground return path, and also heatsinking. (At least, most types are common source..)
Not that power types, with the heatsinking on the output node (drain), are any better in that regard, heheh.
Tim