Palladium is an ideal system for understanding the behavior of hydrogen in metals. In Pd, H is located both in octahedral sites and in dislocation cores, which act as nanoscale H traps and form Cottrell atmospheres. Adjacent to a dislocation core, H experiences the largest possible distortion in α-Pd. Ab initio density-functional theory computes the potential energy for a hydrogen in an octahedral site in α-Pd and in a trap site at the core of a partial of an edge dislocation. The Pd partial dislocation core changes the environment for H, distorting the H-Pd bonding which changes the local potential, vibrational spectra, and inelastic form factor for an isolated H atom. The decrease in excitation energy is consistent with experiments, and the calculations predict distortions to the H wavefunction.1 Renewable energy requires new methods for the production, storage and transportation of energy from the point of production. The potential for hydrogen as an energy storage medium 1 has renewed interest in the fundamentals of hydrogen in metals-a topic with a long history. 2 In particular, the ease of catalysis of molecular to atomic hydrogen on the surface of palladium has motivated the study of atomic hydrogen and hydride formation in Pd. Hydrogen's vibrational excitations in metals provide an interesting window into H behavior due to its low mass; and α-Pd is a useful system to consider as a model system that is simple to prepare. 3 There are various means of measuring the vibrational energies, such as conductance spectroscopy, 4 Raman scattering, 5 and inelastic neutron scattering. 6 Neutron scattering measured isotopic effects, 7 linewidths and their dependence on temperature, 8 the optical band and its high-energy features, 9 and concentration dependence of the spectra. 10 Heuser et al. recently measured the hydrogen excitation peak at 4K to be 59meV for the dilute (0.08at.%) H concentration, while at 300K the peak was 68meV. 11 The low concentration suggests hydrogen trapped at edge-dislocation core interstitial sites. This is due to the strong interactions of dislocations and hydrogen, 12 with a binding energy of 0.2eV. 13To determine the effect of the dislocation core on hydrogen vibration spectra, we compute the anharmonic H potential energy adjacent to a dislocation core from first-principles, and calculate excitation energies and wavefunctions. The result is a decrease in excitation energy consistent with experiments and distortions in the hydrogen wavefunctions due to strain and symmetry breaking. ACKNOWLEDGMENTS See the EPAPS homepage for more information. 28 X. Ke and G. J. Kramer, Phys. Rev. B, 66, 184304 (2002).8 TABLE I. Calculated and measured transition energies for H in α-Pd and adjacent to a partial dislocation core. Hydrogen occupies an octahedral site in α-Pd; the transition from the ground state to the triplydegenerate first excited state is larger than the experimentally measured peak. A volumetric expansion of 5% reduces the predicted transition energy by 9meV. The partial dislocation core pr...