Title text:
Unstoppable force-carrying particles can't interact with immovable matter by definition.
Transcript:
[An arrow pointing to the right and a trapezoid are labeled as 'Unstoppable Force' and 'Immovable Object' respectively.]
[The arrow is shown as entering the trapezoid from the left and the part of it in said trapezoid is coloured gray.]
[The arrow is shown as leaving the trapezoid to the right and is coloured black.]
[Caption below the panel:] I don't see why people find this scenario to be tricky.
Source: https://xkcd.com/3084/
Well I don't know about any objects more massive than black holes. I think a black hole is really the only viable form a body can take once there's enough matter in one place, like there's an upper limit for the size of stars and after that anything larger collapses into a black hole.
An object of infinite mass is a contradiction, a universe can't exist with a single object of infinite mass, it would consume everything instantly.
OK, but being very massive is not the same as what was being discussed.
You can also "lift" a finitely massive black hole with anything else massive.
Are you sure? I mean the word "heavy" was what I was going on, but there is a distinction I suppose.
Yeah, that's true... But again, I do have to stress that there is no alternative to "finitely massive" you really can't have an object of infinite mass in our universe.
Edit: So I guess it comes down to this: If "lift" and "move" are synonymous, then anyone can move any object of finite mass. An object of infinite mass can't exist in this universe. So you could say that the answer to the question is definitively no, God can't create a rock so big that he couldn't lift it, at least not given the laws of physics in this universe as he created it. (For this conjecture we're assuming God exists and created the universe).
If God created this universe he could in theory also create other universes with different laws of physics. So in that case, sure, why not, who knows.
It may be worth it to decide how we define ‘unstoppable force’ and ‘immovable object’.
An Immovable Object has 0 velocity:
v = 0
Acceleration is the time derivative of velocity:
a = d/dt(v(t))
a = d/dt(0)
a = 0
And we know that
a = F~net~ / m
An object with infinite mass would satisfy this equation, but an object with no net force would too. We could add a correction force that will satisfy the constraint of 0 net force.
|F~net~| = 0
∑F~i~ = 0
F~correction~ + … = 0
To satisfy Newton’s 3rd law, we would need a reaction force to our correction force somewhere, but let’s not worry about that for now.
A physics definition of ‘Unstoppable Force’ is:
|F~unstoppable~| =/= 0
In this case the gravitational force fits this description, given a few constraints
F~g~ = Gm∑ M~i~ / x~i~^2^
As long as the gravitational constant G is not 0, our object has mass, and
∑ M~i~ / x~i~^2^ =/= 0, then
|F~g~| > 0
But this does feel kinda like cheating because it’s not really what people mean by ‘unstoppable force’. the other way to define it is just immovable object in a different reference frame.
a = 0, |v| > 0
I’m gonna stop here because this is annoying to type out on mobile