We counted 20 billion ticks of an extreme galactic clock to give Einstein’s theory of gravity its toughest test yet

For more than 100 years, Albert Einstein’s general theory of relativity has been our best description of how the force of gravity acts throughout the Universe.

General relativity is not only very accurate, but ask any astrophysicist about the theory and they’ll probably also describe it as “beautiful”. But it has a dark side too: a fundamental conflict with our other great physical theory, quantum mechanics.

General relativity works extremely well at large scales in the Universe, but quantum mechanics rules the microscopic realm of atoms and fundamental particles. To resolve this conflict, we need to see general relativity pushed to its limits: extremely intense gravitational forces at work on small scales.

We studied a pair of stars called the Double Pulsar which provide just such a situation. After 16 years of observations, we have found no cracks in Einstein’s theory.

Pulsars: nature’s gravity labs

In 2003, astronomers at the Parkes radio telescope in New South Wales discovered a double pulsar system 2,400 light years away that offers a perfect opportunity to study general relativity under extreme conditions.

To understand what makes this system so special, imagine a star 500,000 times as heavy as Earth, yet only 20 kilometres across. This ultra-dense “neutron star” spins 50 times a second, blasting out an intense beam of radio waves that our telescopes register as a faint blip every time it sweeps over Earth. There are more than 3,000 such “pulsars” in the Milky Way, but this one is unique because it whirls in an orbit around a similarly extreme companion star every 2.5 hours.

According to general relativity, the colossal accelerations in the Double Pulsar system strain the fabric of space-time, sending gravitational ripples away at the speed of light that slowly sap the system of orbital energy.

This slow loss of energy makes the stars’ orbit drift ever closer together. In 85 million years’ time, they are doomed to merge in a spectacular cosmic pile-up that will enrich the surroundings with a heady dose of precious metals.

Artist’s impression of the Double Pulsar system and its effect on spacetime. The spacetime curvature (shown in the grid at the bottom) is highest near the pulsars. As they orbit one another, these deformations propagate away at the speed of light as gravity waves, carrying away orbital energy. By counting each time the pulsed beam of radio emission sweeps over the Earth, we can track the slowly shrinking orbit. Image credit: M. Kramer / MPIfR

We can watch this loss of energy by very carefully studying the blinking of the pulsars. Each star acts as a giant clock, precisely stabilised by its immense mass, “ticking” with every rotation as its radio beam sweeps past.

Using stars as clocks

Working with an international team of astronomers led by Michael Kramer of the Max Planck Institute for Radio Astronomy in Germany, we have used this “pulsar timing” technique to study the Double Pulsar ever since its discovery.

Adding in data from five other radio telescopes across the world, we modelled the precise arrival times of more than 20 billion of these clock ticks over a 16-year period.

The Parkes 64-metre diameter radio telescope, located in Central NSW, Australia, was used to observe the pulsed radio emission. Image credit: Shaun Amy/CSIRO

To complete our model, we needed to know exactly how far the Double Pulsar is from Earth. To find this out, we turned to a global network of ten radio telescopes called the Very Long Baseline Array (VLBA).

The VLBA has such high resolution it could spot a human hair 10km away! Using it, we were able to observe a tiny wobble in the apparent position of the Double Pulsar every year, which results from Earth’s motion around the Sun.

And because the size of the wobble depends on the distance to the source, we could show that the system is 2,400 light years from the Earth. This provided the last puzzle piece we needed to put Einstein to the test.

Finding Einstein’s fingerprints in our data

Combining these painstaking measurements allows us to precisely track the orbits of each pulsar. Our benchmark was Isaac Newton’s simpler model of gravity, which predated Einstein by several centuries: every deviation offered another test.

These “post-Newtonian” effects – things that are insignificant when considering an apple falling from a tree, but noticeable in more extreme conditions – can be compared against the predictions of general relativity and other theories of gravity.

One of these effects is the loss of energy due to gravitational waves described above. Another is the “Lense-Thirring effect” or “relativistic frame-dragging”, in which the spinning pulsars drag space-time itself around with them as they move.

In total, we detected seven post-Newtonian effects, including some never seen before. Together, they give by far the best test so far of general relativity in strong gravitational fields.

After 16 long years, our observations proved to be amazingly consistent with Einstein’s general relativity, matching Einstein’s predictions to within 99.99%. None of the dozens of other gravitational theories proposed since 1915 can describe the motion of the Double Pulsar better!

With larger and more sensitive radio telescopes, and new analysis techniques, we could keep using the Double Pulsar to study gravity for another 85 million years. Eventually, however, the two stars will spiral together and merge.

Artist’s illustration of two merging neutron stars, which is the fate of the Double Pulsar in 85 million years’ time. Such collisions can be detected by gravitational wave laser interferometers, and provide a complementary test of general relativity. Image credit: NSF/LIGO/Sonoma State University/A. Simonnet

This cataclysmic ending will itself offer one last opportunity, as the system throws off a burst of high-frequency gravitational waves. Such bursts from merging neutron stars in other galaxies have already been detected by the LIGO and Virgo gravitational-wave observatories, and those measurements provide a complementary test of general relativity under even more extreme conditions.

Armed with all these approaches, we are hopeful of eventually identifying a weakness in general relativity that can lead to an even better gravitational theory. But for now, Einstein still reigns supreme.

This article is republished from The Conversation under a Creative Commons license. Read the original article.