- #1

TungstenX

- 20

- 0

Hi All,

Before I state my questions, let's test my assumptions / background knowledge:

(The classical explanation?) Aaron and Bongani (sorry Alice and Bob is so boring) sits in a spaceship near a black hole. Aaron gets out and speeds towards the black hole. Aaron will experience acceleration due to the gravitational pull of the black hole, x

Bongani's observation is that Aaron's time will slow down (m/

Aaron's observation is that he keeps accelerating until he pass the event horizon and the "puff!" gone - or what ever happens inside the event horizon.

Now Bongani gets bored looking at Aaron and goes back to the space station. After a long time; Bongani's grandchildren looks at the Black hole and still sees Aaron "stuck" just before the event horizon. They wonder when he'll ever "go in".

Correct so far or is it a http://en.wikipedia.org/wiki/Zeno%27s_paradoxes" ?

I assume it is correct (else the rest is invalid):

Bongani's grandchildren observers another event; a very big star flying towards the black hole, perpendicular to their line of sight of the black hole and on a collision course (straight line, although it is improbable). Because of the size of the start, the grandchildren observers that the "side" of the start closets to the event horizon starts to slow down, while on the other side, the observe deceleration is slower, thus flattening the star into a 2D disk. (But for this star's perspective, nothing but acceleration pass the event horizon happens) Also never passing the event horizon?

A second star comes along, following an elliptic path around the gravity well of the black hole. It is going to pass very close to the event horizon. Time for the particles (photos, magnetic fields, etc?) closest to the event horizon will slow down a lot more than the particles further away from the event horizon? Will it be observed that this star seem to be smeared across the event horizon?

If these observation, far away from the event horizon, is valid, then our observation of a black hole will be a mass of "stuff" stuck just outside the event horizon, even producing light (from the "trapped" stars)?

Like I stated, my assumptions and logic needs to be analysed.

Before I state my questions, let's test my assumptions / background knowledge:

(The classical explanation?) Aaron and Bongani (sorry Alice and Bob is so boring) sits in a spaceship near a black hole. Aaron gets out and speeds towards the black hole. Aaron will experience acceleration due to the gravitational pull of the black hole, x

**m/s**.^{2}Bongani's observation is that Aaron's time will slow down (m/

**s**^{2}) as he approach the event horizon (correct term?), to the degree that it seems that Aaron is frozen in time, just outside the event horizon.Aaron's observation is that he keeps accelerating until he pass the event horizon and the "puff!" gone - or what ever happens inside the event horizon.

Now Bongani gets bored looking at Aaron and goes back to the space station. After a long time; Bongani's grandchildren looks at the Black hole and still sees Aaron "stuck" just before the event horizon. They wonder when he'll ever "go in".

Correct so far or is it a http://en.wikipedia.org/wiki/Zeno%27s_paradoxes" ?

I assume it is correct (else the rest is invalid):

Bongani's grandchildren observers another event; a very big star flying towards the black hole, perpendicular to their line of sight of the black hole and on a collision course (straight line, although it is improbable). Because of the size of the start, the grandchildren observers that the "side" of the start closets to the event horizon starts to slow down, while on the other side, the observe deceleration is slower, thus flattening the star into a 2D disk. (But for this star's perspective, nothing but acceleration pass the event horizon happens) Also never passing the event horizon?

A second star comes along, following an elliptic path around the gravity well of the black hole. It is going to pass very close to the event horizon. Time for the particles (photos, magnetic fields, etc?) closest to the event horizon will slow down a lot more than the particles further away from the event horizon? Will it be observed that this star seem to be smeared across the event horizon?

If these observation, far away from the event horizon, is valid, then our observation of a black hole will be a mass of "stuff" stuck just outside the event horizon, even producing light (from the "trapped" stars)?

Like I stated, my assumptions and logic needs to be analysed.

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