Gravitational waves from a tiny body falling into a black hole work like an X-ray image. Only instead of a bone, they illuminate the curved spacetime itself. In a new study, astrophysicists took a charged black hole from loop quantum gravity (where an ordinary hole would have an infinitely compressed point, a smooth transition surface appears, like the bottom of a well replaced by a springy trampoline) and sent a light probe particle orbiting around it.
The probe's trajectory turned out to be not just an ellipse. It folds into intricate petal-like patterns, known as zoom-whirl orbits. The particle sometimes circles almost in a circle, then sharply dives closer to the center, and this dance depends on the hole's charge and the quantum correction. Each pattern has its own rhythm: the ratio of the angular and radial frequencies determines how many petals the probe draws before closing its loop.
These orbits are not just beautiful: they dictate the shape of gravitational waves. Within the quadrupole approximation, the scientists constructed the signal that a distant detector would see. The wave has a zoom-whirl form: first a long rustle of nearly circular motion, then a sharp burst during the close approach. The frequencies of such signals fall in the millihertz range — where future antennas like LISA, Taiji, and TianQin will listen to the cosmos.
So the gravitational wave carries an imprint of the black hole's internal structure. If loop quantum gravity is right and the singularity is replaced by a quantum bridge, then the zoom-whirl pattern on the graph will shift slightly in phase or amplitude. Future observations could catch that difference, and then we will, for the first time, glimpse beyond the horizon without crossing it.
Orbits around a black hole can close only at strictly specific frequency ratios, like musical intervals that produce a pure chord rather than a cacophony.
In Carl Sagan's novel Contact, the alien signal contained blueprints for a machine using rotating black holes — what is that if not a zoom-whirl orbit on a galactic scale?