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A high-efficient strain-stress method for calculating higher-order elastic constants from first-principles

Mingqing Liao, Yong Liu, Fei Zhou, Tianyi Han, Danni Yang, Nan Qu, Zhonghong Lai, Zi‐Kui Liu, Jingchuan Zhu

2022Computer Physics Communications22 citationsDOI

Topics & Concepts

Convergence (economics)Order (exchange)Symmetry (geometry)Code (set theory)MathematicsExtension (predicate logic)Stress (linguistics)Strain (injury)Expression (computer science)Applied mathematicsConstant (computer programming)DiamondCoupling constantStress–strain curveMathematical analysisPhysicsMaterials scienceGeometryComputer scienceThermodynamicsQuantum mechanicsFinite element methodComposite materialFinanceEconomic growthSet (abstract data type)Programming languagePhilosophyMedicineEconomicsLinguisticsInternal medicineHigh-pressure geophysics and materialsMetal and Thin Film MechanicsBoron and Carbon Nanomaterials Research
A high-efficient strain-stress method for calculating higher-order elastic constants from first-principles | Litcius