Both types of strain undergo major changes upon heating and reduction of the NiO-containing fuel electrode, and upon subsequent temperature changes during dynamic operation. Surprisingly fast deformation is observed upon reduction causing relaxation of residual stresses at a rate that is ~104 times faster than creep during operation. The origins of this newly discovered chemo-mechanical response, termed accelerated creep, are discussed.
To assess and optimize the reliability of SOCs during operation, the stress field and its thermo-chemical and temporal evolution must be known. In this work the stresses are measured in-situ before, during and after reduction by use of X-ray diffraction. Two different techniques are used to measure the stresses (elastic strains): i) The biaxial stresses in the cell plane are determined from the variation in spacing between lattice planes as a function of the angle of the lattice plane normal to the cell plane, and ii) the micro-strain is assessed from the widening of the Bragg peaks due to local stress. Utilizing diffraction peaks from different phases of the Ni(O)-YSZ/YSZ half-cell it is possible to determine both the in-plane stress at different SOC layers as well as the microstrain in each constituent phase of the composite Ni(O)-YSZ support layer.
As an example, the evolution of the in-plane stress in the YSZ electrolyte layer upon thermo-chemical conditioning (heating to 700 °C, reduction, and subsequent cooling to 25 °C) of the Ni(O)-YSZ/YSZ half-cell is shown in the Figure. The compressive stress in the electrolyte layer decreases with increasing temperature, due to the larger thermal expansion coefficient of the NiO-YSZ layer compared to YSZ. Very fast and nearly complete stress relaxation was observed upon reduction of the NiO-YSZ support. Compressive stress builds up again in the electrolyte upon cooling, but at a slightly slower rate.
The residual stresses of the two above-mentioned types i) and ii) have been measured in the YSZ electrolyte and Ni(O)-YSZ support layer as a function of temperature for different reduction temperatures. Furthermore, the stresses in the half-cell are assessed by use of a macroscopic finite element model, taking into account the elastic response and creep of each layer. The local stresses in the different phases of the Ni-YSZ composite are modelled by use of a 3D microstructural reconstruction combined with finite element modeling.