A topological defect in spacetime that may form without a singularity.Cosmic strings are hypothetical one-dimensional topological defects in the fabric of spacetime, predicted by many particle physics theories. Unlike black holes, they are not formed by gravitational collapse but are thought to have been created during phase transitions in the early universe, when the symmetry of the fundamental forces broke in different ways in adjacent regions. They are extremely thin—far thinner than a proton—but can be enormously long, potentially stretching across the observable universe, and carry immense energy density.
The concept was first proposed by Tom Kibble in 1976, building on the idea of topological defects in quantum field theory. The term 'cosmic string' was coined shortly after by Alexander Vilenkin and others who developed their cosmological implications.
As the early universe cooled, it underwent phase transitions similar to water freezing into ice. When different regions settled into different 'orientations' of the broken symmetry, the boundaries between them could form stable, thread-like structures. These strings are topologically stable because they cannot be broken without creating a free end, which is forbidden by the underlying physics. Their immense mass per unit length warps spacetime around them, causing light passing by to be gravitationally lensed, and they would emit gravitational waves as they oscillate and interact.
Cosmic strings are primarily of theoretical interest, but their detection would provide direct evidence for high-energy physics beyond the Standard Model. They are also studied as potential sources of gravitational waves that could be observed by detectors like LIGO and pulsar timing arrays.
If a cosmic string passed through Earth, it would be virtually undetectable directly, but it would cause a tiny, instantaneous jump in the planet's rotation speed due to the distortion of spacetime.
| μ | variable | mass per unit length of cosmic string — linear mass density kilogram per metre |
| G | constant | Newton's constant of universal gravitation — gravitational constant = 6.67430e-11 cubic metre per kilogram per second squared |
| m_Pl | constant | Planck mass, the fundamental mass scale in quantum gravity — planck mass = 2.176434e-8 kilogram |
















