Various phenomena(fracture,phase transformations,and chemical reactions)studied under extreme pressures in diamond anvil cell are strongly affected by fields of all components of stress and plastic strain tensors.Howe...Various phenomena(fracture,phase transformations,and chemical reactions)studied under extreme pressures in diamond anvil cell are strongly affected by fields of all components of stress and plastic strain tensors.However,they could not be measured.Here,we suggest a coupled experimental−theoretical−computational approach that allowed us(using published experimental data)to refine,calibrate,and verify models for elastoplastic behavior and contact friction for tungsten(W)and diamond up to 400 GPa and reconstruct fields of all components of stress and large plastic strain tensors in W and diamond.Despite the generally accepted strain-induced anisotropy,strain hardening,and path-dependent plasticity,here we showed that W after large plastic strains behaves as isotropic and perfectly plastic with path-independent surface of perfect plasticity.Moreover,scale-independence of elastoplastic properties is found even for such large field gradients.Obtained results open opportunities for quantitative extreme stress science and reaching record high pressures.展开更多
Materials under complex loading develop large strains and often phase transformation via an elastic instability,as observed in both simple and complex systems.Here,we represent a material(exemplified for Si I)under la...Materials under complex loading develop large strains and often phase transformation via an elastic instability,as observed in both simple and complex systems.Here,we represent a material(exemplified for Si I)under large Lagrangian strains within a continuum description by a 5^(th)-order elastic energy found by minimizing error relative to density functional theory(DFT)results.展开更多
基金We thank Bing Li for sharing some details for sample in their paper6.Support from Army Research Office(Grant W911NF-17-1-0225)National Science Foundation(Grant DMR-1904830)+1 种基金Office of Naval Research(Grant N00014-19-1-2082)is greatly acknowledgedSome computations have been performed using the Extreme Science and Engineering Discovery Environment(XSEDE allocations TG MSS170003 and MSS170015).
文摘Various phenomena(fracture,phase transformations,and chemical reactions)studied under extreme pressures in diamond anvil cell are strongly affected by fields of all components of stress and plastic strain tensors.However,they could not be measured.Here,we suggest a coupled experimental−theoretical−computational approach that allowed us(using published experimental data)to refine,calibrate,and verify models for elastoplastic behavior and contact friction for tungsten(W)and diamond up to 400 GPa and reconstruct fields of all components of stress and large plastic strain tensors in W and diamond.Despite the generally accepted strain-induced anisotropy,strain hardening,and path-dependent plasticity,here we showed that W after large plastic strains behaves as isotropic and perfectly plastic with path-independent surface of perfect plasticity.Moreover,scale-independence of elastoplastic properties is found even for such large field gradients.Obtained results open opportunities for quantitative extreme stress science and reaching record high pressures.
基金V.I.L.and H.C.are supported by NSF(CMMI-1943710&MMN-1904830),ONR(N00014-16-1-2079),&XSEDE(MSS170015)N.A.Z.and D.D.J.are supported by the U.S.Department of Energy(DOE),Office of Science,Basic Energy Sciences,Materials Science&Engineering Division.Ames Laboratory is operated for DOE by Iowa State University under contract DE-AC02-07CH11358+2 种基金X.C.Z.and H.C.are also sponsored by the National Key Research and Development Program of China(2018YFC1902404)the National Natural Science Foundation of China(51725503,51975211)Innovation Program of Shanghai Municipal Education Commission(2019-01-07-00-02-E00068).
文摘Materials under complex loading develop large strains and often phase transformation via an elastic instability,as observed in both simple and complex systems.Here,we represent a material(exemplified for Si I)under large Lagrangian strains within a continuum description by a 5^(th)-order elastic energy found by minimizing error relative to density functional theory(DFT)results.