2009
DOI: 10.1016/j.jpowsour.2009.01.021
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Evolution of stress within a spherical insertion electrode particle under potentiostatic and galvanostatic operation

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Cited by 410 publications
(337 citation statements)
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“…The shear stresses along xz and xy directions are in a very 15 small magnitude compared with the hydrostatic stress. With the time increase, both the hydrostatic stress and shear stress along yz direction increase monotonically, which is in agreement with Ref [26]. Additionally, the magnitude of the hydrostatic stress is three times larger than the shear stress along yz direction.…”
Section: 24supporting
confidence: 91%
“…The shear stresses along xz and xy directions are in a very 15 small magnitude compared with the hydrostatic stress. With the time increase, both the hydrostatic stress and shear stress along yz direction increase monotonically, which is in agreement with Ref [26]. Additionally, the magnitude of the hydrostatic stress is three times larger than the shear stress along yz direction.…”
Section: 24supporting
confidence: 91%
“…Li 13 studied DISs generated in solid ferrite doped with excess nitrogen in different simple shapes such as thin plates, cylinders and spheres. Recently Yang et al 14 analyzed the stresses caused by insertion deformation within a spherical electrode particle in potentiostatic and galvanostatic conditions. Song et al 15 and Li et al 16 computed the analytical expressions of DISs in cylindrical electrode, while Zhang et al 17 introduced Young's modulus ratio and axial lithiation expansion coefficient ratio to isotropic case to investigate stresses generated in transversely isotropic cylindrical electrodes of lithium-ion batteries.…”
Section: Introductionmentioning
confidence: 99%
“…Most continuum-level models of chemomechanical coupling have been developed to estimate diffusion-induced stresses-analogous to thermal stresses-which develop in the presence of a concentration gradient. A variety of single-particle models have been developed to estimate diffusion-induced stresses for battery electrode materials subjected to common electrochemical protocols [95][96][97] and incorporating a variety of effects including limited solid-solubility [98-100], particle shape [101,102], composition-dependent elastic modulus [103], and internal porosity [104]. Other particlelevel models have been developed which apply fracture mechanics failure criteria to study mechanical degradation of electrode materials, but these models considered static configurations-essentially the limit of zero rate-to identify critical length scales using fracture mechanics failure criteria.…”
Section: Continuum Modelingmentioning
confidence: 99%