Researchers said radiation emitted in the vicinity of black holes could be used to measure distances of billions of light years with a high degree of accuracy.
A few years ago, researchers revealed that the universe is expanding at a much faster rate than originally believed - a discovery that earned a Nobel Prize in 2011.
But measuring the rate of this acceleration over large distances is still challenging and problematic, said Hagai Netzer of Tel Aviv University's School of Physics and Astronomy.
The ability to measure very long distances translates into seeing further into the past of the universe - and being able to estimate its rate of expansion at a very young age.
Published in the journal Physical Review Letters, this system of measurement takes into account the radiation emitted from the material that surrounds black holes before it is absorbed.
As material is drawn into a black hole, it heats up and emits a huge amount of radiation, up to a thousand times the energy produced by a large galaxy containing 100 billion stars. For this reason, it can be seen from very far distances, said Netzer.
By adding together measurements of the amount of energy being emitted from the vicinity of the black hole to the amount of radiation which reaches Earth, it's possible to infer the distance to the black hole itself and the time in the history of the universe when the energy was emitted.
Getting an accurate estimate of the radiation being emitted depends on the properties of the black hole. For the specific type of black holes targeted in this work, the amount of radiation emitted as the object draws matter into itself is actually proportional to its mass, say the researchers.
The viability of this theory was proved by using the known properties of black holes in our own astronomical vicinity, "only" several hundred million light years away.
According to Netzer, the ability to measure far-off distances has the potential to unravel some of the greatest mysteries of the universe, which is approximately 14 billion years old.
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