Erratum: “A complete set of material properties of single domain 0.26Pb(In1/2Nb1/2)O3–0.46Pb(Mg1/3Nb2/3)O3–0.28PbTiO3 single crystals” [Appl. Phys. Lett. 96, 012907 (2010)]

Xiaozhou Liu; Shujun Zhang; Jun Luo; Shrout, Thomas R.; Wenwu Cao
July 2010
Applied Physics Letters;7/5/2010, Vol. 97 Issue 1, p019901
Academic Journal
Correction notice
A correction to the article "A complete set of material properties of single domain 0.26Pb (ln1/2Nb1/2) O3-0.46Pb(Mg1/3Nb2/3) O3-0.28PbTiO3 single crystals" that was published online on July 7, 2010 is presented.


Related Articles

  • The prescient power of mathematics. Gribbin, John // New Scientist;1/22/94, Vol. 141 Issue 1909, p14 

    Looks into the effectivity of mathematics as a tool for describing how the physical world works. Bernhard Riemann's mathematics which Albert Einstein used for his general theory of relativity; Stefan Banach and Alfred Tarski's Banach-Tarski Theorems used to `decompose' shapes; Development of...

  • Erratum: “Exact equation of state for 2-dimensional gravitating system within Tsallis statistical mechanics” [J. Math. Phys. 42, 1148–1153 (2001)]. Fa, Kwok Sau; Lenzi, E. K. // Journal of Mathematical Physics;Feb2002, Vol. 43 Issue 2, p1127 

    Provides a corrected reprint to an article previously published in the January 2002 issue of the 'Journal of Mathematical Physics.'

  • Singular points from Taylor series. Fernández, Francisco M.; Arteca, Gustavo A.; Castro, Eduardo A. // Journal of Mathematical Physics;Feb87, Vol. 28 Issue 2, p323 

    A simple and accurate method is developed for calculating singular points from Taylor series. It consists of finding the least-squares deviation of the Taylor coefficients from a proposed asymptotic form. Sequences are obtained that converge quickly to the closest singularity to the origin. Some...

  • Erratum: U(2) as the electroweak gauge group [J. Math. Phys. 35, 2186-2198 (1994)]. LaChapelle, J. // Journal of Mathematical Physics;Jun95, Vol. 36 Issue 6, p3186 

    Presents corrections to the article 'U(2) as the electroweak gauge group,' which was published in the December 21, 1994 issue of the periodical 'Journal of Mathematical Physics.'

  • Mathematical Physics Reviews (Book). Yang, C.N. // American Scientist;Nov/Dec81, Vol. 69 Issue 6, p668 

    Reviews the non-fiction book 'Mathematical Physics Reviews,' Vol. 1, edited by S.P. Novikov.

  • Algebraic formulas for some nontrivial Un 6j symbols and Umn⊃Um×Un 3jm symbols. Haase, Richard W.; Butler, Philip H. // Journal of Mathematical Physics;Jul85, Vol. 26 Issue 7, p1493 

    We give tables of algebraic formulas for some nontrivial 6j symbols and 3jm symbols of the unitary groups. The tables demonstrate that the building-up method can be used successfully to obtain the rank dependence of unitary group j and jm symbols. To emphasize the rank-dependent nature of this...

  • An alternate approach to finding and using the Lie group of the Vlasov equation. Roberts, Dana // Journal of Mathematical Physics;Jul85, Vol. 26 Issue 7, p1529 

    Two recent methods for finding exact solutions to the Vlasov-Maxwell equations using Lie group theory are compared by the introduction of an "intermediate" approach. In the latter, the Lie group and general similarity solutions of the Vlasov equation are found through a method which treats...

  • Differential-Stäckel matrices. Kalnins, E. G.; Miller, Willard // Journal of Mathematical Physics;Jul85, Vol. 26 Issue 7, p1560 

    We show that additive separation of variables for linear homogeneous equations of all orders is characterized by differential-Stäckel matrices, generalizations of the classical Stäckel matrices used for multiplicative separation of (second-order) Schrödinger equations and additive...

  • Generalized moments applied to Fermi-type functions. Wendel, M. H.; Hilf, E. R. // Journal of Mathematical Physics;Jul85, Vol. 26 Issue 7, p1570 

    Generalized integral moments are defined for a general class of saturating functions [f(0) = ρ[sub 0], f(∞) = 0]. They are useful as independent variables for describing surface properties or macroscopic dynamics of finite systems. Applied especially to functions of the Fermi type,...

  • Generalization of the splitting theorem to arbitrary one- and two-particle operators. Živkovic, Tomislav P. // Journal of Mathematical Physics;Jul85, Vol. 26 Issue 7, p1626 

    The splitting theorem, previously derived for symmetric operators, is generalized to arbitrary one- and two-particle operators. The notion of alternant systems, as defined in various semiempirical theories of alternant hydrocarbons, is accordingly generalized to arbitrary Hamiltonians. A simple...


Read the Article


Sorry, but this item is not currently available from your library.

Try another library?
Sign out of this library

Other Topics