Since I've opened the door to the similarities btwn. your design and McDs., I should probably qualify it a little further.
Both McDermott and Meucci share the 3/8" tenon. Meucci's is unthreaded and McD's. is threaded only on the upper 1/2 of the ferrule. Your design brings the threaded portion closer to the base of the tenon. If your design were based on a 5/16" tenon, I'd then say it was a bad idea because the minor diameter of the threads is the weak link. The closer the weak link is to the base of the tenon, the weaker the structure becomes. While your design is based on a 3/8" tenon, it actually only has the strength of a 5/16" unthreaded tenon because 5/16" is the minor dia. of the 3/8" thrd.
OK, now to your question about the McD ferrule's strength. McD. uses a mtrl. called Ivorine which is quite strong. Your drawing is accurate in the wall thickness. Consider now that the owner of this shaft desires a turn-down to a smaller dia., say 12mm. This reduces the wall of the ferrule from .068" to .048". This starts to become an area of concern.
I'll give you something else to ponder. Both McD. & Meucci use an over-length ferrule/tenon. There is a phenomenon known as tenon leverage. Think of the tenon as a lever. Striking the QB. off-center causes the tenon to act as a lever to it's base. The longer the lever, the less force that is required to flex the tenon at it's base. Ferrule mtrl. strength will do nothing to lessen this effect. This is why ferrules snap off at their base.
Before my ramblings bore everyone to a state of unconsciousness I'll give you yet another consideration. Ferrule mtrl. weighs more than wood. The heavier the ferrule mtrl. the greater the deflection (of the QB) the shaft will produce. All performance shafts incorporate the principle of low front-end mass. This allows them to get off the ball quicker, thereby reducing deflection. The greater the weight of the ferrule, the greater the front-end mass. Conversely, the lighter the ferrule mtrl., the lighter the front-end mass.
Now, armed with this addition information, take a shot at designing the perfect ferrule. LOL. It's quite a dilemma.