Journal of Applied Physics · 1996 · 162 citations · 7 references
EngineeringFurther AnnealingAnnealing TimeSemiconductor NanostructuresSemiconductorsElectronic DevicesQuantum MaterialsThermophysicsThermodynamicsAnneal-tunable Curie TemperatureCharge Carrier TransportMaterials SciencePhysicsCrystalline DefectsOxide ElectronicsSemiconductor MaterialSolid-state PhysicElectronic MaterialsApplied PhysicsCondensed Matter PhysicsAppropriate AnnealingThermophysical Property
Resistivity measurements on a La0.67Ca0.33MnO3 film are reported for a series of argon anneals at successively higher temperatures. Tc, the ferromagnetic ordering temperature, increases uniformly with increasing annealing temperature and annealing time. Hence, Tc can be tuned by appropriate annealing. In order to fully anneal these samples, i.e., achieve bulk properties, it proves sufficient to anneal them in argon. Further annealing in oxygen produces only minor changes in the resistivity. Data from Tc up to 1200 K show activated conduction with ρ=BTeEa/kT, the temperature dependence predicted by the Emin–Holstein theory of adiabatic polaron hopping. Their model fits both data from the partially annealed and fully annealed samples better than the variable range hopping or semiconductor models which have been used by previous workers. The activation energy Ea and resistivity coefficient B decrease with increasing maximum anneal temperature. These changes, together with the increase in Tc, are consistent with an anneal induced relaxation of the Mn–O–Mn bond angle. The time dependent resistivity during annealing at a fixed temperature follows the equation ρ=ρ0{1−D ln[1+(t−t0)/τ]}, making it possible to acquire data in a reversible regime, and also to obtain an estimate of the annealing activation energy.
7
T. Holstein · Annals of Physics · 1959 · 2.8K citations
Studies of small-polaron motion IV. Adiabatic theory of the Hall effect
David Emin, T. Holstein · Annals of Physics · 1969 · 740 citations
Dependence of superexchange interaction on Fe3+O2−Fe3+ linkage angle
D. Treves, M. Eibschütz, P. Coppens · Physics Letters · 1965 · 77 citations