And most important of all - and most tragically ironic - our Nation could have afforded, and can afford now, the steps necessary to close the trampoline gap. But our task now is not to fix the blame for the past, but to fix a course for the future.
That's why we have to start flinging them now. Before the Zs close the trampoline gap. Sure they'd fling a few warships back now. I'm not saying we wouldn't get our hair mussed, but it would be minimal casualties. 30 or 40 million tops. Depending on the breaks.
assuming the warship is being fired from a naval gun of truly massive proportions based on the AGS Mark 5, firing a saboted warship based on the LRLAP ( since they were made for the Zumwalt class and cost a million a round, making them the obvious best choice.)
And why not, let's also make the warship a Zumwaltz class, for flavor synergy.
The LRLAP weighd 225lbs and had an effective range of 150km, so thats ~ 100kg at 150km, and it would travel at 825 mps, let's say ours needs to go 800, were in no rush.
Projectile Mass:
A Zumwalt weighs, rounded down, 15,000 long tons, which is 15,240,704 kg
Let's say 15,000,000 kilograms. They emptied it, unloaded the ammunition, decommissioned the AGS, so it weighs a little less.
Zumwalts are 610 feet long, let's make that 1000 total to account for an aerodynamic sabot and charge, so 300m.
The bore length was 378" and the shell 88", so that gives us a ratio of 4.29:1
Our barrel is 1287m long, let's just say 1200m.
Saboted Zumwalt: 15,000,000Kg
Barrel length of gun: 1200m
Distance:
We're gonna park this gun on Gotland, middle of lake NATO. Well need some space, and that's right in the middle. It's 1,168.31 km as the crow flies, so we'll round up to 1200 km.
So, our 1.2Km long nuclear cannon would send our saboted
15,000,000 ton Zumwalt 1200km @ 800 mps, requiring 1200 Kilotons of energy, rounded up. The boat would be in flight for about 25 minutes.
My math is quite accurate, please do not double check it.
v = (713000*9.81 / sin(2*45))^0.5
v = (6994530 / 1)^0.5
v = 2644.72 ms^-1
So we need to launch at 2,645 metres per second (9,522 kph, 5,917 mph). To get the energy, we use the kinetic energy equation:
e = 0.5 m v^2
e = 0.5*8432800*2644.72^2
e = 29,491,794,808,885.76 joules
e = 29.5 terajoules
For comparison, the nuclear bomb dropped on Hiroshima exploded with about 60 terajoules of energy. So once you account for air resistance you're probably looking at a nuke of energy.
Probably depends entirely on the aerodynamics involved, if we're assuming it's approaching as an aircraft. This is kind of an intermediate range, and it has shitty ballistics, so the energy to just get it off the ground will be dwarfed.
Constitution weighs 1,900 tons at present day. That's 13.2 more ugga duggas than I calculated. It's frasible. We'll need all the Honest John missiles and 3,000 kg of homegrown tomatoes.
USS Constitution is a warship and still listed on the Naval Register. Fling her and the math gets much easier, nerds, get to crunching. She weighs around, what, 400 tons fully ballasted? Imagine the impact of the mainmast, smashing through the roof of that "civilian administration* building we memed about in March 2022, the one with anti aircraft on the roof. ANTI-AIRCRAFT. They're fooked!