Pages that link to "Item:Q3503328"
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The following pages link to A polycrystal hysteresis model for ferroelectric ceramics (Q3503328):
Displaying 14 items.
- Thermodynamic driving force in ferroelectric crystals with a rank-2 laminated domain pattern, and a study of enhanced electrostriction (Q835878) (← links)
- Energy principle and nonlinear electric-mechanical behavior of ferroelectric ceramics (Q950726) (← links)
- Two-scale micromechanics-based probabilistic modeling of domain switching in ferroelectric ceramics (Q985121) (← links)
- Thermodynamical formulation for coupled electromechanical hysteresis effects. II: Poling of ceramics (Q1122376) (← links)
- Effective electroelastic properties of polycrystalline ferroelectric ceramics predicted by a statistical model (Q1973741) (← links)
- A multiscale magneto-thermo-mechanically coupled model for ultra-low-field induced magneto-elastocaloric effect in magnetostrictive-shape memory alloy composite system (Q2234828) (← links)
- An evaluation of a class of phenomenological theories of ferroelectricity in polycrystalline ceramics (Q2324422) (← links)
- Measurements and simulation of hysteresis loops of donor-doped strontium bismuth tantalate ceramics (Q2383305) (← links)
- Simulation of hysteresis loops for polycrystalline ferroelectrics by an extensive Landau-type model (Q2429312) (← links)
- Biography of the Prager Medalist: Professor George Weng (Q2447035) (← links)
- A self-consistent polycrystal model for the spontaneous polarization of ferroelectric ceramics (Q3503342) (← links)
- Theory of electric creep and electromechanical coupling with domain evolution for non-poled and fully poled ferroelectric ceramics (Q5363686) (← links)
- Fully coupled, multi-axial, symmetric constitutive laws for polycrystalline ferroelectric ceramics (Q5958031) (← links)
- An energy-based model for ferroelectric ceramics (Q6141094) (← links)
