Abstract

Nonequilibrium conditions imposed by neutrino cooling through the liquid-solid transition lead to disorder in the solid crust of neutron stars. Disorder reduces the superfluid fraction, ρs/ρρ_s/ρ, at densities above that of neutron drip, ρd≈4×1011 g/cm3ρ_d \approx 4\times 10^{11}\,g/cm^3. For an amorphous solid crust the suppression of ρsρ_s is small, except in the highest density regions of the crust. In contrast to the strong reduction in neutron conduction predicted for coherent Bragg scattering in a crystalline crust, the disordered solid crust supports sufficient neutron superfluid density to account for pulsar glitches.

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