No, time does not become irrelevant. It’s perfectly normal for things inside the black hole. Here’s the space time diagram for our universe on the right, and a black hole at the top-left. Time is the vertical axis, space is the horizontal. The speed of light is a 45° angle, and the solid lines are event horizons. The hourglass shapes are the cones of all your possible futures and pasts (aka, anywhere that isn’t faster than the speed of light from a position). Notice the space-time diagram looks exactly the same on the other side of the horizon. To get back through though you’d have to travel faster than that 45° angle, which is impossible.
Edit: I remembered there’s a PBS Space Time video that will help you understand this if you don’t. It goes a lot further than just this version of the diagram.
I’m aware of the Penrose diagram and also watch PBS SpaceTime :)
But I was referring more to the frame of reference of our universe vs that of being inside a blackhole (assuming you could magically avoid being ripped apart by gravity). To an observer inside a blackhole, “time” on the outside would blink by almost instantly. I wasn’t talking about moving through an infinite universe or near/into a black hole. Just stationary, floating just beyond the event horizon, looking out. Hence the asterisk on basically*.
I was leading them to what MotoAsh posted. But they beat me to it while I was typing.
Edit: He even references what I’m talking about at 0:44 in the SpaceTime video. But from the frame of reference of an outside observer.
No, time does not become irrelevant. It’s perfectly normal for things inside the black hole. Here’s the space time diagram for our universe on the right, and a black hole at the top-left. Time is the vertical axis, space is the horizontal. The speed of light is a 45° angle, and the solid lines are event horizons. The hourglass shapes are the cones of all your possible futures and pasts (aka, anywhere that isn’t faster than the speed of light from a position). Notice the space-time diagram looks exactly the same on the other side of the horizon. To get back through though you’d have to travel faster than that 45° angle, which is impossible.
Edit: I remembered there’s a PBS Space Time video that will help you understand this if you don’t. It goes a lot further than just this version of the diagram.
I’m aware of the Penrose diagram and also watch PBS SpaceTime :)
But I was referring more to the frame of reference of our universe vs that of being inside a blackhole (assuming you could magically avoid being ripped apart by gravity). To an observer inside a blackhole, “time” on the outside would blink by almost instantly. I wasn’t talking about moving through an infinite universe or near/into a black hole. Just stationary, floating just beyond the event horizon, looking out. Hence the asterisk on basically*.
I was leading them to what MotoAsh posted. But they beat me to it while I was typing.
Edit: He even references what I’m talking about at 0:44 in the SpaceTime video. But from the frame of reference of an outside observer.