1. Built lightly like Intrepids, a Type-6 shuttle would mass 30 tonnes . . . 110 tonnes by Constitution standards.
2. As follows:
It's worse than you think.
Let's ponder Voyager. The nacelle densification theory that's been espoused here argues that over time nacelle coils have become more and more dense, increasing their mass but increasing the ship's speed. Voyager, as perhaps the fastest ship and with the smallest nacelles, would seem to be the pinnacle achievement.
If we assumed the same 771 kg/m^3 that the 190,000-tonne fallacy plus the Franz Joseph nacelle mass argues for the Constitution, then we can run some numbers.
Voyager's volume is 625,885 cubic meters. After ~17,523m^3 for each nacelle is removed, we are left with 590,839m^3 for everything from the pylons to the bow, just as with the Constitution.
That 590,839m^3 multiplied by 771 kg/m^3 gives us a mass of 455,536,869kg . . . about 455,500 metric tonnes. If there was no change from the Franz Joseph nacelle density (1257 kg/m^3) then Voyager's nacelles would only mass an extra 44,050 tonnes.
But canonically, the Intrepid class would have to have nacelles massing 244,500 tonnes, or just over a third of the mass of the ship. That would require a density on par with solid iron at 6,977kg/m^3.
That nacelle mass is more than the entire Constitution class ship at the non-canon 190,000 tonne value, and at a fraction of the volume. Further, the ship would be even more rear-heavy than her landing legs would indicate.
Does that really jive with your view?
2. As follows:
It's really only problematic when you look at TNG (and up) numbers, which are rediculously heavy.
It's worse than you think.
Let's ponder Voyager. The nacelle densification theory that's been espoused here argues that over time nacelle coils have become more and more dense, increasing their mass but increasing the ship's speed. Voyager, as perhaps the fastest ship and with the smallest nacelles, would seem to be the pinnacle achievement.
If we assumed the same 771 kg/m^3 that the 190,000-tonne fallacy plus the Franz Joseph nacelle mass argues for the Constitution, then we can run some numbers.
Voyager's volume is 625,885 cubic meters. After ~17,523m^3 for each nacelle is removed, we are left with 590,839m^3 for everything from the pylons to the bow, just as with the Constitution.
That 590,839m^3 multiplied by 771 kg/m^3 gives us a mass of 455,536,869kg . . . about 455,500 metric tonnes. If there was no change from the Franz Joseph nacelle density (1257 kg/m^3) then Voyager's nacelles would only mass an extra 44,050 tonnes.
But canonically, the Intrepid class would have to have nacelles massing 244,500 tonnes, or just over a third of the mass of the ship. That would require a density on par with solid iron at 6,977kg/m^3.
That nacelle mass is more than the entire Constitution class ship at the non-canon 190,000 tonne value, and at a fraction of the volume. Further, the ship would be even more rear-heavy than her landing legs would indicate.
Does that really jive with your view?