The idea is, as an old girlfriend of mine used to describe quantum physics, "complexly simple".
First some background on my recently acquired feeble understanding of why we care about TSR. My understanding is that any set of blades has some specific TSR at which it will perform at it's theoretical best. The TSR at which that set of blades will generate the most power it can.
A "sweet spot", so to speak, and this sweet spot is NOT the speed that set of blades would achieve if it were free-wheeling. The free-wheeling speed is the max rotational speed for a given wind speed, but not the rotational speed that gathers the largest possible amount of power from a given wind. When you apply "back torque" to the blades with an alternator, you are slowing it down from its free-wheeling speed towards its "sweet spot" on the TSR curve. Happily, your alternator is soaking up the power from that back torque, so all is good. If you apply too much back torque, you move the "system" past its sweet spot and back down the other side of the TSR vs. power curve towards the ultimate slowdown of a stall condition.
To make our set of blades hit their sweet spot with one wind speed requires a particular amount of back torque from the alternator. To accomplish this same sweet spot at a different wind speed, requires a different amount of back torque. There is no single "perfect" amount of back torque, as it varies with wind speed. Normally one looks for a prevailing wind/blade/alternator/battery/load combination that produces an acceptable compromise. Too "big" of an alternator and your cut-in speed is too high or the blade stalls in a modest wind. Too "small" of an alternator and you never get as much out of your blades as they are capable of. (some of that last bit may be off, but you get the idea). You have to reach a happy compromise.
If one were to hook an MPPT controller that is designed for solar power up to a windmill and charge batteries with it, it would solve some of the problems of mating alternator and blades, but not all of them. Such a controller will try to take whatever the alternator is putting out and maximize its power transfer into the battery by trading off current and voltage. The load presented to the mill is left to chance, and will not be optimum at all wind speeds.
If, on the other hand, one were to make a controller that knew how much load to apply for a given wind speed to get just the right amount of back-torque on the blades to make them run at their best TSR, one might achieve the other half of the solution, which is to apply a load that guarantees the best possible power efficiency of the blades for whatever wind speed is presently available.
It seems what is needed is a combination of these two principles into a single windmill MPPT controller which will use an anemometer input to gather current wind speed data, compute based on previously learned data what would be the ideal load at that windspeed. Such a load would result in these blades running at a speed that puts out the largest potential power at that windspeed. Our alternator could supply this max power only if we give it precisely the right amount of load. So the load on the alternator (which is supplied by our MPPT controller) needs to be adjusted to match this "best load".
So, our blades are capable of a particular amount of max power at this wind speed, and through the alternator they produce this power with a particular "best load". We then need to adjust the algorithm of the MPPT controller's DC to DC converters to shoot for delivering exactly that same power level to the battery. Make it adjust the charging voltage until that voltage times the resulting charging current equals our preferred power level, and voila! Our MPPT controller is pushing just enough power to the battery to create our "ideal load" on the alternator we have connected. This in turn provides precisely the back torque required to make our blades spin with whatever we have empirically determined is their ideal TSR.
So, in review, our special MPPT is adjusting the charging voltage/current so as to take whatever alternator we have in our system and use it to move our blades into their sweet spot on the TSR vs. power curve and keep them in that sweet spot as the wind speed varies over a wide range.
At the same time we get other benefits such as making our system less dependent on precise alternator design, getting the lowest possible cut-in speed, and not wasting power at high wind speeds by running our blades at an inefficient TSR. And finally ( a question for the experts) perhaps by decoupling some of our divergent design criteria such as cut-in speed vs. highest max power, perhaps we can develop a set of blades with a higher efficiency without sacrificing cut-in speed.
See, just like the lady said, complexly simple.