Transient control over the atomic potential-energy landscapes of solids could lead to new states of matter and to quantum control of nuclear motion on the timescale of lattice vibrations. Recently developed ultrafast time-resolved diffraction techniques1 combine ultrafast temporal manipulation with atomic-scale spatial resolution and femtosecond temporal resolution. These advances have enabled investigations of photo-induced structural changes in bulk solids that often occur on timescales as short as a few hundred femtoseconds2,3,4,5,6. In contrast, experiments at surfaces and on single atomic layers such as graphene report timescales of structural changes that are orders of magnitude longer7,8,9. This raises the question of whether the structural response of low-dimensional materials to femtosecond laser excitation is, in general, limited. Here we show that a photo-induced transition from the low- to high-symmetry state of a charge density wave in atomic indium (In) wires supported by a silicon (Si) surface takes place within 350 femtoseconds. The optical excitation breaks and creates In–In bonds, leading to the non-thermal excitation of soft phonon modes, and drives the structural transition in the limit of critically damped nuclear motion through coupling of these soft phonon modes to a manifold of surface and interface phonons that arise from the symmetry breaking at the silicon surface. This finding demonstrates that carefully tuned electronic excitations can create non-equilibrium potential energy surfaces that drive structural dynamics at interfaces in the quantum limit (that is, in a regime in which the nuclear motion is directed and deterministic)8. This technique could potentially be used to tune the dynamic response of a solid to optical excitation, and has widespread potential application, for example in ultrafast detectors10,11.
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This work was supported by the Deutsche Forschungsgemeinschaft through SFB616 ‘Energy dissipation at surfaces’, FOR1700 ‘Metallic nanowires on the atomic scale: electronic and vibrational coupling in real world systems’, SFB1242 ‘Non-equilibrium dynamics of condensed matter in the time domain’, FOR1405 ‘Dynamics of electron transfer processes within transition metal sites in biological and bioinorganic systems’ and the High Performance Computing Center Stuttgart and the Paderborn Center for Parallel Computing. We acknowledge discussions with R. Ernstorfer and K. Sokolowski-Tinten.