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Science Quickly

Model Black Hole Re-Creates Stephen Hawking Prediction

Science Quickly

Scientific American

Science

4.2639 Ratings

🗓️ 17 August 2016

⏱️ 3 minutes

🧾️ Download transcript

Summary

A black hole analogue, which traps sound instead of light, generates "Hawking radiation," a key prediction by the theoretical physicist. Christopher Intagliata reports. Learn more about your ad choices. Visit megaphone.fm/adchoices

Transcript

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0:00.0

Understanding the human body is a team effort. That's where the Yachtel group comes in.

0:05.8

Researchers at Yachtolt have been delving into the secrets of probiotics for 90 years.

0:11.0

Yacold also partners with nature portfolio to advance gut microbiome science through the global grants for gut health, an investigator-led research program.

0:19.6

To learn more about Yachtolt, visit yawcult.co.

0:22.7

.jp. That's Y-A-K-U-L-T.C-O.J-P. When it comes to a guide for your gut, count on Yacolt.

0:33.5

This is Scientific American's 60-second science. I'm Christopher in Taliatta.

0:39.1

Black holes got their name because light can't escape them,

0:42.9

beyond a certain radius called the event horizon.

0:45.8

But in 1974, Stephen Hawking proposed that quantum effects at the event horizon

0:50.5

might cause black holes to be not completely black.

0:54.5

Hawking said that pairs of particles should be created at the event horizon.

1:00.0

Jeff Steinhauer, a physicist at the Israel Institute of Technology.

1:03.8

One particle exits the black hole and travels away perhaps to Earth, and the other particle

1:10.3

falls into the black hole.

1:12.6

Ideally, we could just study those exiting particles which make up the so-called

1:16.6

hawking radiation, but that signals too weak. We can't see it against the universe's

1:21.6

own background radiation. So Steinhower built a model of a black hole instead,

1:26.6

which traps not photons, but phonons.

1:30.3

Think of them as sound particles, and it traps them using a gas of rubidium atoms flowing faster than the speed of sound.

1:37.3

And that means that phonons, particles of sound, trying to travel against the flow, are not able to go forward, they get swept back by the

1:47.0

flow. It's like someone trying to swim against a river which is flowing faster than they can swim.

1:53.0

The phonon trying to go against the flow is analogous to a photon trying to escape a black hole.

...

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