Quote:Did you apply Archimedes Principle to figure the weight of the marble underwater, and use that to reduce gravity the proper amount to realistically simulate a marble underwater? If so I am VERY impressed (Although gameplay-wise it would probably be better to decrease gravity more than that, IDK
Archimedes' principle says that the apparent immersed weight (which is the fancy way of saying 'the weight of the marble when it's underwater) is equal to its weight (outside the water) minus the weight of the displaced fluid (the water which gets pushed away when you put the marble in it).
The weight of the object is actually a force, which can change depending on the planet you're on (and acceleration, but that's getting complicated, so I'll just ignore it). This force is set in MB by the defaultmarble.gravity cheat/code. The default value of it is 20, so we can assume that the weight of the marble is 20 units (let's call them mbN, Marble Blast newtons).
Now we need the weight of the displaced water, which is kinda hard to find out, but not impossible. If I remember correctly, the marble was an (almost) perfect sphere with dimensions of around 0.3x0.3x0.3 Torque Constructor distance units (let's call them tm, torquemeters). This is the diameter of the sphere. Now that we know the diameter and the shape of the marble, we can find out its volume: around 0.014 tm³.
The volume of fluid displaced by a body submerged in it is equal to its own volume, so the marble displaces 0.014 cubic torquemeters. Now we need to turn that into weight. For that I'll assume the torquemeter is equal to a meter (so the marble is 30 cm or one foot across). 0.014 cubic meters of water have a mass of 14 kg. Weight is equal to mass times the gravitational acceleration, which is almost 10 m/s² on Earth. Therefore, the weight of the displaced water is 140 newtons.
Now that we have the data, let's plug them in the formula:
weight underwater = weight of the object - weight of displaced water
weight underwater = 20 N - 140 N
weight underwater = -120 N
So the marble actually floats.
This assumes that the Marble Blast newton is equal to a RL newton.