https://youtu.be/YmhX1w_Ahoc

https://youtu.be/HbdFQRDbfcU

Two YouTube videos about space as water

I build and design rockets

@Human Sheeple

Hey

Let's start with 1

1 and 2 are basically just archimedes principle

It doesn't matter if the body's density is changed or the mediums, the effect is the same

When you add more balloons tou are not changing the density

The combined density of you plus the balloons changes density

Because there is more helium, but also more volume aka balloons

To hold it in

mass divided by volume is density

But it doesn't change

Let's say every one balloon is the same density

If you have 2 balloons the density doesnt change

come on vc

Because mass and volume increase at the same rate

no they don't

I cant now

I DONT MEAN FUNDAMENTALLY

I mean in the example with the balloons

You are about 100kg and you occupy about 0.07 m^3
Each balloon will be n x 0.01 m^3 so for every balloon you add the amount of volume will increase but the amount of mass increase will be smaller and you will reach a threshold where the combined density will be lower than 1.2kg/m^3 at which point you will ascend

Shall we move on to 3 now?

Why would mass be smaller

mass to volume ratio decreases

sorry

Each balloon has the same amount of helium

man(100 / 0.07) + n x (0.001 / 0.01)

density = mass / volume

by adding more ballons you are increasing the volume, but the total mass does not increase significantly, in fact the amount of mass you are adding is less than the equivalent amount of mass you would be adding if you added balloons of air.

Ok let's use easier numbers I am lost

One balloon is 3 kilos

man = 100kg mass, 0.07 m^3 volume

n = number of balloons

0.0001kg = mass of balloon full of helium

0.01 m^3 = volume of balloon

Ok

so do you concur that were I to attach a sufficient number 'n' of helium balloons to myself, I would ascend, yes?