markusschaber wrote:As far as I found out, there's about 30 million G at the event horizon. So just outside of the event horizon, there's still a small area with millions of G, and a bigger area with thousands of g, until it gradually fades out. That should be quite measurable by grav sensors.
That depends on the size of the black hole (or its mass, which are directly proportional to one another).
Using Viktor T. Toth's
Black Hole Calculator, if you input 30 million Earth gravities for surface gravity, it tells you the BH would have a mass of 51708 solar masses and a radius of 152,000 km. That's a supermassive blackhole, though not so massive as the ones found at the centres of galaxies. The one in the centre of ours has 4 million solar masses, which gives it a radius of 11 million km and its surface gravity decreases to 387,000 Earth gravities.
The website also gives this information in the asterisk to the surface gravity: "The surface gravity calculated here is the Newtonian value. The actual surface gravity is infinite at the horizon; that is to say, an infinitely powerful rocket would be needed for an object to maintain its position precisely at the event horizon." What this means is that the surface gravity is actually irrelevant: you're accelerating towards the singularity, and that's all.
What matters really is the surface tide: that is, how much the acceleration is changing per unit of distance from the event horizon. Going back to your BH of 51708 solar masses, the calculator tells us the tide is a mere 3.85 m/s² per metre. That is, if you were 2 metres tall (Honor is 1.87), your feet would be feeling a gravity 7.7 m/s² stronger than your head, which isn't enough to rip you apart in spaghettification. That means entry into this 50,000-solar-mass black hole is survivable... at least for 0.8 seconds, the time it would take you to reach the singularity thereafter.
(Note: the calculator also said the surface tide was 3852 Earth gravities/m, which makes no sense with the other number, so there has to be something wrong with the units)