A scalar field that appears in some theories, modifying gravity and spacetime geometry.The dilaton is a hypothetical scalar field that emerges in various extensions of general relativity, particularly in string theory and Kaluza-Klein theory. It couples to matter and modifies the strength of gravity and electromagnetic forces, effectively acting as a dynamic 'constant' that can vary across space and time. In cosmology, the dilaton has been proposed as a candidate for dark energy or as a mediator for dark matter interactions.
The dilaton was first introduced in the 1920s by Theodor Kaluza and Oskar Klein as a component of a five-dimensional theory unifying gravity and electromagnetism. It was later revived in string theory in the 1970s and 1980s as a fundamental scalar field.
In theories with a dilaton, the field's value determines the coupling constants of fundamental forces. As the field evolves, it can change the effective gravitational constant or the fine-structure constant. This is often modeled by adding a scalar field term to the Einstein-Hilbert action, which then influences the spacetime geometry and the motion of particles. The dilaton can also produce long-range forces if it is very light.
The dilaton is studied in theoretical cosmology as a possible driver of cosmic acceleration, and in particle physics as a candidate for a light scalar particle that could mediate new forces.
In string theory, the dilaton's vacuum expectation value determines the string coupling constant, meaning the strength of all interactions in the theory is set by this single field.












