No matter what you state, you can't overcome the fact that buoyancy forces are stronger than gravitational forces. It is a fact.
No, it is not a fact!
Take a small weather balloon (described as a 350 g weather balloon) and inflate it with 1 m
3 of helium.
It will have a
buoyancy of about 630 grams greater than the weight of the balloon plus the helium.
If you like, you can say that in this case "buoyancy forces are stronger than gravitational forces".
Take the same balloon and inflate it with the
same volume of air and the balloon plus air now has a
buoyancy of about 595 grams less than the weight of the balloon plus the air.
So in this case "buoyancy forces are weaker than gravitational forces".
In these calculations I have used: Air density = 1.225 kg/m
3 and helium density = 0.17 kg/m
3 at sea level and at 15°C.
And the balloon lifting capacity is from:
Balloon Performance Calculator.
And toss a piece of softwood into water and it floats but toss a piece of ebony in and it will sink.
Buoyancy can easliy be greater than, equal to of less than gravitational forces.
So my question is this, since they are stronger, then why is it impossible to state that the buoyancy forces is what keeps up on a Flat Earth, instead of Gravity. heavier items fall, lighter items rise do to buoyancy, gravity not needed.
But, why do your "heavier items fall" if not for gravity?
You have never proved, or even really provided evidence, that "buoyancy forces are stronger than gravitational forces".
But, gravity is certainly needed:
- The buoyancy force is the weight of the displaced fluid and the weight is gravity x mass.
How do you even calculate buoyancy if there is no gravity? No gravity, no buoyancy!
- The direction of gravity is what defines up and down. If you do not have gravity what make buoyancy "up".