According to Ref.[1],four kinds of new magnet-sensitive solid-state transducers have been developed with new elements (magnetic diode couple and magnetic transistor). They are (1) single magnetic transistor transducer...According to Ref.[1],four kinds of new magnet-sensitive solid-state transducers have been developed with new elements (magnetic diode couple and magnetic transistor). They are (1) single magnetic transistor transducer,(2) magnetic diode couple transducer, (3) magnetic diode and magnetic transistor combined transducer and (4) bridge circuit of double magnetic diode couple transducer.Their practical circuits are introduced in this paper.Their performances are tested experimentally and compared in the form of experimental curves and empirical formulas.These four transducers are superior to the transducers given in Ref.[4-7] in multifunction and universality,especially in the ability to measure very low speed.展开更多
1 People often think of musical memories as fixed images of the past,but a recent study suggests music may do more than just activate memories-it might even change how you remember them.2 The hypothesis(假说)was roote...1 People often think of musical memories as fixed images of the past,but a recent study suggests music may do more than just activate memories-it might even change how you remember them.2 The hypothesis(假说)was rooted in the idea that when you recall a memory,it becomes temporarily flexible,allowing new information to be integrated.To prove it,the researchers developed a three⁃day experiment to test whether music played during recall might introduce new emotional elements into the original memory.展开更多
This paper presents a posteriori residual error estimator for the new mixed el-ement scheme for second order elliptic problem on anisotropic meshes. The reliability and efficiency of our estimator are established with...This paper presents a posteriori residual error estimator for the new mixed el-ement scheme for second order elliptic problem on anisotropic meshes. The reliability and efficiency of our estimator are established without any regularity assumption on the mesh.展开更多
This paper presents a curvilinear boundary quadrilateral element for the problem of thin plate of bending with curvilinear boundary. A coordinate transformation of two dimensions is performed in the calculation of FEM...This paper presents a curvilinear boundary quadrilateral element for the problem of thin plate of bending with curvilinear boundary. A coordinate transformation of two dimensions is performed in the calculation of FEM. The introduction of an additional stiffness matrix based on the generalized variational principles results in high accuracy and less computation time. The numerical results agree with the analytical solution very well.展开更多
At the end of the 20th century, peoples production and lifestyle was influenced by science and technology, which produced essential changes, and accelerated the integration of the industry and new media. Dance educati...At the end of the 20th century, peoples production and lifestyle was influenced by science and technology, which produced essential changes, and accelerated the integration of the industry and new media. Dance education, as the name suggests, it not only belongs to the field of art, but also belongs to the category of the education industry. When studying this education, it is not only necessary to conform to the internal laws of dance art, but also necessary to conform to the internal laws of the education industry. Based on the above, corresponding research on the integration of dance education and new media.展开更多
By using potential energy surface(PES)calculations in the three-dimensional space(β_(2),γ,β_(4))within the framework of the macroscopic-microscopic model,the fission trajectory and fission barrier for Z=118(Og),119...By using potential energy surface(PES)calculations in the three-dimensional space(β_(2),γ,β_(4))within the framework of the macroscopic-microscopic model,the fission trajectory and fission barrier for Z=118(Og),119,120 nuclei has been systematically investigated.The calculated PES includes macroscopic liquid-drop energy,microscopic shell correction and pairing correction.Taking the ^(294)Og176 nucleus as an example,we discuss the next closed shell after Z=82 and N=126 with the calculated Woods-Saxon single-particle levels.Then,the results of PES in ^(294)Og is illustrated from the(X,Y)scale to the(β_(2),γ)scale.Theγdegree of freedom reveals the shape evolution clearly during the fission process.The structure near the minimum and saddle point of the PES in the Z=118,119,120 nuclei is demonstrated simultaneously.Based on the potential energy curves,general trends of the evolution of the fission barrier heights and widths are also studied.The triaxial deformation in these superheavy mass regions plays a vital role in the first fission barrier,showing a significant reduction in both triaxial paths.In addition,the model-dependent fission barriers of proton-rich nuclei ^(295)Og,296119,and 297120 are analyzed briefly.Our studies could be valuable for synthesizing the superheavy new elements in the forthcoming HIAF and other facilities.展开更多
In this article,we propose a new finite element spaceΛh for the expanded mixed finite element method(EMFEM)for second-order elliptic problems to guarantee its computing capability and reduce the computation cost.The ...In this article,we propose a new finite element spaceΛh for the expanded mixed finite element method(EMFEM)for second-order elliptic problems to guarantee its computing capability and reduce the computation cost.The new finite element spaceΛh is designed in such a way that the strong requirement V h⊂Λh in[9]is weakened to{v h∈V h;d i v v h=0}⊂Λh so that it needs fewer degrees of freedom than its classical counterpart.Furthermore,the newΛh coupled with the Raviart-Thomas space satisfies the inf-sup condition,which is crucial to the computation of mixed methods for its close relation to the behavior of the smallest nonzero eigenvalue of the stiff matrix,and thus the existence,uniqueness and optimal approximate capability of the EMFEM solution are proved for rectangular partitions in R d,d=2,3 and for triangular partitions in R 2.Also,the solvability of the EMFEM for triangular partition in R 3 can be directly proved without the inf-sup condition.Numerical experiments are conducted to confirm these theoretical findings.展开更多
文摘According to Ref.[1],four kinds of new magnet-sensitive solid-state transducers have been developed with new elements (magnetic diode couple and magnetic transistor). They are (1) single magnetic transistor transducer,(2) magnetic diode couple transducer, (3) magnetic diode and magnetic transistor combined transducer and (4) bridge circuit of double magnetic diode couple transducer.Their practical circuits are introduced in this paper.Their performances are tested experimentally and compared in the form of experimental curves and empirical formulas.These four transducers are superior to the transducers given in Ref.[4-7] in multifunction and universality,especially in the ability to measure very low speed.
文摘1 People often think of musical memories as fixed images of the past,but a recent study suggests music may do more than just activate memories-it might even change how you remember them.2 The hypothesis(假说)was rooted in the idea that when you recall a memory,it becomes temporarily flexible,allowing new information to be integrated.To prove it,the researchers developed a three⁃day experiment to test whether music played during recall might introduce new emotional elements into the original memory.
文摘This paper presents a posteriori residual error estimator for the new mixed el-ement scheme for second order elliptic problem on anisotropic meshes. The reliability and efficiency of our estimator are established without any regularity assumption on the mesh.
文摘This paper presents a curvilinear boundary quadrilateral element for the problem of thin plate of bending with curvilinear boundary. A coordinate transformation of two dimensions is performed in the calculation of FEM. The introduction of an additional stiffness matrix based on the generalized variational principles results in high accuracy and less computation time. The numerical results agree with the analytical solution very well.
文摘At the end of the 20th century, peoples production and lifestyle was influenced by science and technology, which produced essential changes, and accelerated the integration of the industry and new media. Dance education, as the name suggests, it not only belongs to the field of art, but also belongs to the category of the education industry. When studying this education, it is not only necessary to conform to the internal laws of dance art, but also necessary to conform to the internal laws of the education industry. Based on the above, corresponding research on the integration of dance education and new media.
基金Supported by the National Natural Science Foundation of China(Grant Nos.12205076 and 12047504)the China Postdoctoral Science Foundation(Grant No.2020M670012)the Launching Fund of Henan University of Technology(Grant No.2021BS047).
文摘By using potential energy surface(PES)calculations in the three-dimensional space(β_(2),γ,β_(4))within the framework of the macroscopic-microscopic model,the fission trajectory and fission barrier for Z=118(Og),119,120 nuclei has been systematically investigated.The calculated PES includes macroscopic liquid-drop energy,microscopic shell correction and pairing correction.Taking the ^(294)Og176 nucleus as an example,we discuss the next closed shell after Z=82 and N=126 with the calculated Woods-Saxon single-particle levels.Then,the results of PES in ^(294)Og is illustrated from the(X,Y)scale to the(β_(2),γ)scale.Theγdegree of freedom reveals the shape evolution clearly during the fission process.The structure near the minimum and saddle point of the PES in the Z=118,119,120 nuclei is demonstrated simultaneously.Based on the potential energy curves,general trends of the evolution of the fission barrier heights and widths are also studied.The triaxial deformation in these superheavy mass regions plays a vital role in the first fission barrier,showing a significant reduction in both triaxial paths.In addition,the model-dependent fission barriers of proton-rich nuclei ^(295)Og,296119,and 297120 are analyzed briefly.Our studies could be valuable for synthesizing the superheavy new elements in the forthcoming HIAF and other facilities.
基金supported by NSF of China grant 11971276H.Chen was supported by NSF of China grants 12171287,10971254 and 11471196+1 种基金H.Wang was supported by the ARO MURI Grant W911NF-15-1-0562by the National Science Foundation under Grant DMS-2012291.
文摘In this article,we propose a new finite element spaceΛh for the expanded mixed finite element method(EMFEM)for second-order elliptic problems to guarantee its computing capability and reduce the computation cost.The new finite element spaceΛh is designed in such a way that the strong requirement V h⊂Λh in[9]is weakened to{v h∈V h;d i v v h=0}⊂Λh so that it needs fewer degrees of freedom than its classical counterpart.Furthermore,the newΛh coupled with the Raviart-Thomas space satisfies the inf-sup condition,which is crucial to the computation of mixed methods for its close relation to the behavior of the smallest nonzero eigenvalue of the stiff matrix,and thus the existence,uniqueness and optimal approximate capability of the EMFEM solution are proved for rectangular partitions in R d,d=2,3 and for triangular partitions in R 2.Also,the solvability of the EMFEM for triangular partition in R 3 can be directly proved without the inf-sup condition.Numerical experiments are conducted to confirm these theoretical findings.
