- 21,143
- 30,099
Yeah.
DT made this rule for most cloud calculations to utilize his calculator in order to find cloud mass.
It's based on the fact that in the real world, the density we use (1.003 kg) doesn't account for the fact that air gets less dense as it rises.
But as he said in the previous earthquake thread, different planets fall under different rules.
Like I said in the thread to make the planet larger, the atmosphere is different.
On top of that, the only natural clouds that do exist in One Piece are dense enough for people to walk on.
One of em can hold ships, one of em can hold people. Noted as the Sky Ocean, as it acts like the ocean, and is much less buoyant than water.
Regular clouds don't do that.
So when it comes to new calculations that utilize the clouds from hundreds of thousands of meters in the air, it logically doesn't make sense to use his calculator.
For example.
If I utilize DT's calculator with the height of 410825.38888889 meters away from the ground (it's much further than that), it doesn't matter your area. You wouldn't get shit.
It would be so thin that it'd be invisible.
But that's not true. We can see how deep and dense they are.
Basically, either we
A. Find another way to calculate the density using whatever method DT used
B. Use the 1.003 density.
Because it makes no sense for these dense clouds to weigh literally nothing.
DT made this rule for most cloud calculations to utilize his calculator in order to find cloud mass.
It's based on the fact that in the real world, the density we use (1.003 kg) doesn't account for the fact that air gets less dense as it rises.
But as he said in the previous earthquake thread, different planets fall under different rules.
Like I said in the thread to make the planet larger, the atmosphere is different.
The Atmosphere of the One Piece planet is drastically different from earth.
For starters, the Atmosphere is hinted to be much larger, hinted with the fact that people can travel to the moon via methods requiring air.
It is said in the real world that it is impossible for balloons to reach space since they expand to the point of combustion at 10 Km. This is shown to differ from the One Piece planet, since in Enel's Cover Story of Chapter 453, the Automata reach the moon via using Air Balloons.
The atmosphere having that quality is not contradicted. In fact, it's supported. Enel uses the Ark, Maxim, which uses multiple rotors and propellers to help it fly, to get to the moon. His backup is 200 Jet Dials, which uses air to accelerate whatever it's connected to, in case anything happens to keep the ship in the air for an hour (Chapter 285). We can see the propellors working in space in Chapter 428, and we see that Enel arrived in Chapter 429.
The planet also has enough air to breathe at extremely high elevations, even though it admittedly does get harder to breathe at higher altitudes. According to this website, the max altitude you can breathe in the real world is 20,000 feet, or 6,096 meters. In Chapter 238, we see that the Oxygen is scarce at 7,000 meters high in the sky on the White Sea, but it's still enough to breathe there. This is brought up again in Chapter 242 when they reach the White-White Sea, 10,000 meters high, where there is still enough air to breathe.
The Atmosphere 7,000 and 10,000 above Sea level can also handle and create dense clouds that can maintain holding ships and people, referred to as Sea Clouds and Island Clouds.
On top of that, the only natural clouds that do exist in One Piece are dense enough for people to walk on.
One of em can hold ships, one of em can hold people. Noted as the Sky Ocean, as it acts like the ocean, and is much less buoyant than water.
Regular clouds don't do that.
So when it comes to new calculations that utilize the clouds from hundreds of thousands of meters in the air, it logically doesn't make sense to use his calculator.
For example.
If I utilize DT's calculator with the height of 410825.38888889 meters away from the ground (it's much further than that), it doesn't matter your area. You wouldn't get shit.
It would be so thin that it'd be invisible.
But that's not true. We can see how deep and dense they are.
Basically, either we
A. Find another way to calculate the density using whatever method DT used
B. Use the 1.003 density.
Because it makes no sense for these dense clouds to weigh literally nothing.
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