The Thomas-Fermi approximation in quantum mechanics
暂无分享,去创建一个
[1] W. Theis. Struktur des Phasenraumes und ein Zusammenhang zwischen Bahndrehimpulsverteilung und Dichteverteilung der Nukieonen im Atomkern , 1955 .
[2] E. A. Milne,et al. The Internal Constitution of the Planets , 1936 .
[3] D. Jenkins. Calculations on the Band Structure of Silicon , 1956 .
[4] J. Scott,et al. LXXXII. The binding energy of the Thomas-Fermi Atom , 1952 .
[5] J. Sheldon. Use of the Statistical Field Approximation in Molecular Physics , 1955 .
[6] P. Morse,et al. Equation of State of Hydrogen, Helium, and Russell Mixture at High Temperatures and Pressures. , 1950 .
[7] Extended Thomas-Fermi Methods , 1954 .
[8] R. Feynman. Forces in Molecules , 1939 .
[9] J. Bardeen,et al. Deformation Potentials and Mobilities in Non-Polar Crystals , 1950 .
[10] R. J. Uffen,et al. The densities of compounds at high pressures and the state of the Earth's interior , 1954 .
[11] D. L. Dexter. Conductivity of Cold-Worked Metals , 1952 .
[12] H. Reiss,et al. Application of the Fermi‐Thomas Model in Computing the Dipole Moment of Iodine Chloride , 1953 .
[13] D. G. Bell. Group Theory and Crystal Lattices , 1954 .
[14] H. Kappeler. Messung der Form und Breite der Comptonlinie für die Gase Ne, O2, N2 und für die festen Stoffe Li, C und NaF† , 1936 .
[15] E. C. Stoner. XXIV. The thermodynamic functions for a Fermi-Dirac gas , 1939 .
[16] N. H. March,et al. X‐ray scattering by `neon‐like' molecules , 1956 .
[17] T. Tietz. The solution of the Schrödinger equation for an approximate atomic field , 1956 .
[18] H. Shull,et al. An LCAO MO Self‐Consistent Field Calculation of the Ground State of H2O , 1953 .
[19] H. Foley,et al. Statistical Atom with Angular Momentum , 1954 .
[20] R. Dingle. XCIV. Scattering of electrons and holes by charged donors and acceptors in semiconductors , 1955 .
[21] Shigehiro Kobayashi,et al. Accurate Value of the Initial Slope of the Ordinary TF Function , 1955 .
[22] H. Brinkman,et al. Approximate solutions of the Thomas-Fermi equation for molecules. II , 1954 .
[23] H. Brown. On the Compositions and Structures of the Planets. , 1950 .
[24] On the Validity of the Weizsäcker Inhomogeneity Correction Term , 1955 .
[25] C. Tomizuka,et al. DIFFUSION OF CADMIUM, INDIUM, AND TIN IN SINGLE CRYSTALS OF SILVER , 1954 .
[26] N. Metropolis,et al. Equations of State of Elements Based on the Generalized Fermi-Thomas Theory , 1949 .
[27] E. C. Stoner,et al. The Computation of Fermi-Dirac Functions , 1938 .
[28] C. Weizsäcker. Zur Theorie der Kernmassen , 1935 .
[29] C. Coulson. The dipole moment of the C—H bond , 1942 .
[30] E. Wigner,et al. On the Possibility of a Metallic Modification of Hydrogen , 1935 .
[31] P. W. Bridgman. Compressions and Polymorphic Transitions of Seventeen Elements to 100,000 kg/cm 2 , 1941 .
[32] N. Rosen,et al. The Relativistic Thomas-Fermi Atom , 1932 .
[33] K. Bullen. ON DENSITY AND COMPRESSIBILITY AT PRESSURES UP TO THIRTY MILLION ATMOSPHERES , 1952 .
[34] W. H. Ramsey. The Planets and the White Dwarfs , 1950 .
[35] N. Mott. The Electrical Resistance of Dilute Solid Solutions , 1936, Mathematical Proceedings of the Cambridge Philosophical Society.
[36] M. K. Brachman. Thermodynamic Functions on the Generalized Fermi-Thomas Theory , 1951 .
[37] W. Elsasser. Quantum-Theoretical Densities of Solids at Extreme Compression. , 1951, Science.
[38] J. C. Slater. A Simplification of the Hartree-Fock Method , 1951 .
[39] W. Kołos. Statistical Method and Molecular Binding , 1956 .
[40] R. Landauer. Conductivity of Cold-Worked Metals , 1951 .
[41] J. Plaskett. The Theory of the Thomas-Fermi Electron Density , 1953 .
[42] I. Fényes. Zur wellenmechanischen Herleitung des statistischen Atommodells , 1948 .
[43] Rudolph E. Langer,et al. On the Connection Formulas and the Solutions of the Wave Equation , 1937 .
[44] H. Massey,et al. A self-consistent field for methane and its applications , 1941, Proceedings of the Royal Society of London. Series A. Mathematical and Physical Sciences.
[45] J. Walsh,et al. EQUATION OF STATE OF METALS FROM SHOCK WAVE MEASUREMENTS , 1955 .
[46] F. Seitz. The Theoretical Constitution of Metallic Lithium , 1935 .
[47] L. H. Thomas. The calculation of atomic fields , 1927, Mathematical Proceedings of the Cambridge Philosophical Society.
[48] E. Fermi. Eine statistische Methode zur Bestimmung einiger Eigenschaften des Atoms und ihre Anwendung auf die Theorie des periodischen Systems der Elemente , 1928 .
[49] J. Mackenzie,et al. The Theory of the Change in the Conductivity of Metals Produced by Cold Work , 1950 .
[50] L. Young. A Note on Local Momentum in Wave Mechanics , 1931 .
[51] H. Bethe,et al. The Generalized Thomas-Fermi Method as Applied to Stars. , 1940 .
[52] L. Foldy. A Note on Atomic Binding Energies , 1951 .
[53] E. B. Baker. The Application of the Fermi-Thomas Statistical Model to the Calculation of Potential Distribution in Positive Ions , 1930 .
[54] J. Linnett,et al. Molecular force fields. Part XII.—Force constant relationships in the non-metallic hydrides , 1950 .
[55] E. Bullard. The effect of a magnetic field on relative gravity determinations with invar pendulums , 1933, Mathematical Proceedings of the Cambridge Philosophical Society.
[56] S. C. Hunter,et al. The propagation of electrons in a strained metallic lattice , 1953, Proceedings of the Royal Society of London. Series A. Mathematical and Physical Sciences.
[57] W. E. Milne. The Numerical Determination of Characteristic Numbers , 1930 .
[58] An Averaged Field Calculation of the Polarity of the Carbon‐Hydrogen Bond , 1951 .
[59] R. Gáspár. An Analytical Method for the Approximate Determination of the Eigenfunctions and Energies of Electrons in Atoms , 1952 .
[60] R. Swalin. Correlation between Frequency Factor and Activation Energy for Solute Diffusion , 1956 .
[61] J. D. Boer,et al. On the internal constitution of the earth , 1946 .
[62] F. Bloch,et al. Bemerkung zur Elektronentheorie des Ferromagnetismus und der elektrischen Leitfähigkeit , 1929 .
[63] J. Gilvarry,et al. Solutions of the temperature-perturbed Thomas-Fermi equation. , 1954 .
[64] G. E. Duvall,et al. Entropic Equations of State and Their Application to Shock Wave Phenomena in Solids , 1955 .
[65] W. C. Dickinson. Hartree Computation of the Internal Diamagnetic Field for Atoms , 1950 .
[66] K. Huang,et al. On the Surface Free Energy of Certain Metals , 1949 .
[67] A. Landé,et al. Book Reviews: Quantum Mechanics; Perturbation Methods in the Quantum Mechanics of n-Electron Systems , 1951 .
[68] W. Macke. Wave Mechanical Treatment of the Fermi Gas , 1955 .
[69] J. DuMond. The Linear Momenta of Electrons in Atoms and in Solid Bodies as Revealed by X-Ray Scattering , 1933 .
[70] H. Jensen. Zur relativistischen Behandlung des Fermiatoms , 1933 .
[71] E. H. Kerner. The Solution of the Schroedinger Equation in AN Approximate Atomic Field. , 1951 .
[72] K. Umeda,et al. On the Influence of the Packing on the Atomformfactor Based on the Thomas-Fermi Theory , 1953 .
[73] M. G. Mayer. Rare-Earth and Transuranic Elements , 1941 .
[74] P. Gombás. Erweiterung der statistischen Theorie des Atoms , 1943 .
[75] J. C. Slater,et al. The Thomas-Fermi Method for Metals , 1935 .
[76] Shigehiro Kobayashi,et al. Systematization of the Approximate Solutions of the Thomas-Fermi Equation , 1955 .
[77] C. Carter. Molecular orbital wave functions for methane and silane , 1956, Proceedings of the Royal Society of London. Series A. Mathematical and Physical Sciences.
[78] Richard Latter,et al. Atomic Energy Levels for the Thomas-Fermi and Thomas-Fermi-Dirac Potential , 1955 .
[79] P. Dirac. Note on Exchange Phenomena in the Thomas Atom , 1930, Mathematical Proceedings of the Cambridge Philosophical Society.
[80] E. Conwell,et al. Electrical Properties of N -Type Germanium , 1954 .
[81] N. Metropolis,et al. Solutions of the Fermi-Thomas-Dirac Equation , 1951 .
[82] J. V. Bonet,et al. A Calculation of the Diamagnetic and Paramagnetic Susceptibility of N2 by the Statistical Method , 1953 .
[83] H. Brinkman. Approximate solutions of the Thomas-Fermi equation for atoms and molecules , 1954 .
[84] I. Isenberg. The Ionization of Hydrogen in Metals , 1950 .
[85] J. Koehler. On the Dislocation Theory of Plastic Deformation , 1941 .
[86] N. H. March,et al. Momenta in Atoms using the Thomas-Fermi Method , 1950 .
[87] A. Kónya. Theoretische Berechnung der form und Breite der Compton-Linie , 1947 .
[88] J. Friedel. XIV. The distribution of electrons round impurities in monovalent metals , 1952 .
[89] F. Hund. Berechnung der Elektronenverteilung in einer zweiatomigen Molekel nach der Methode von Thomas und Fermi , 1932 .
[90] A. Sommerfeld. Asymptotische Integration der Differentialgleichung des Thomas-Fermischen Atoms , 1932 .
[91] R. Mansfield. Impurity Scattering in Semiconductors , 1956 .
[92] W. Gent. The polarity of the C–H bond , 1948 .
[93] N. H. March. Theoretical determination of the electron distribution in benzene by the Thomas–Fermi and the molecular‐orbital methods , 1952 .
[94] N. Mott,et al. The Theory of the Properties of Metals and Alloys , 1933 .
[95] George E. Kimball,et al. The Electronic Structure of Diamond , 1935 .
[96] D. Lazarus. EFFECT OF SCREENING ON SOLUTE DIFFUSION IN METALS , 1954 .
[97] J. Gilvarry. RELATIVISTIC THOMAS-FERMI ATOM MODEL , 1954 .
[98] Clemens C. J. Roothaan,et al. New Developments in Molecular Orbital Theory , 1951 .
[99] J. M. Luttinger,et al. ANGULAR MOMENTUM DISTRIBUTIONS IN THE THOMAS-FERMI MODEL , 1952 .
[100] F. Blatt. Effect of Screening on Solute Diffusion , 1955 .
[101] E. A. Milne. The total energy of binding of a heavy atom , 1927, Mathematical Proceedings of the Cambridge Philosophical Society.
[102] N. H. March,et al. Momentum Distribution of Electrons in Solids II: Some General Results with an Application to Metallic Lithium , 1956 .
[103] N. H. March,et al. LXXXVI. Fields around impurity atoms in metals , 1955 .