2. Wirkungsquerschnitte und Streulängen - Liss, Klaus-Dieter

LITERATURVERZEICHNIS 11510. Literaturverzeichnis[1] R. Scherm, B. Fåk, “Neutrons” in “Neutron and synchrotron radiation for condensedmatter studies”, J. Baruchel, et al., Editor. (1993), Springer-Verlag: Les Ulis. p. 113.[2] K.-D. Liss, A. Magerl, “Can a gradient crystal compete with a mosaic crystal as amonochromator in neutron- or X-ray diffraction?” Nuclear Instruments and Methods,(1994). A 338: p. 90.[3] B. Alefeld, “Ein perfekter Kristall mit Temperaturgradient alsNeutronenmonochromator” Zeitschrift für Physik, (1969). 228: p. 454.[4] F. Rustichelli, “Crystals with a gradient in the lattice parameter as neutronmonochromators” in “Neutron inelastic scattering”. (1972), International AtomicEnergy Agency: Vienna. p. 697.[5] R. Hock, T. Vogt, J. Kulda, Z. Mursic, H. Fuess, A. Magerl, “Neutron backscatteringon vibrating silicon crystals - experimental results on the neutron backscatteringspectrometer IN10.” Zeitschrift für Physik, (1993). B 90: p. 143.[6] V. F. Sears, “Thermal-neutron scattering lengths and cross section for condensedmatterresearch”. , AECL-8490, Chalk River Nuclear Laboratories, (1984)[7] J. H. Hubbell, W. J. Veigele, E. A. Briggs, R. T. Brown, D. T. Cromer, R. J. Howerton,“Atomic form factors, incoherent scattering functions, and photon scattering crosssections” Journal of Physical and Chemical Reference Data, (1975). 4(3): p. 471.[8] E. Storm, H. I. Israel, “Photon cross sections from 1 keV to 100 MeV for elements Z = 1to Z = 100” Nuclear Data Tables, (1970). A7: p. 565.[9] X-ray online retrieval program”. Brookhaven National Laboratory, Computer:suntid.bnl.gov login: brookhaven or bnlnd2.dne.bnl.gov login: nndc[10] H. Maier-Leibnitz, F. Rustichelli, “Monochromator-Einkristall”. Patentschrift,1816542, Deutsches Patentamt, (1968)[11] W. Gautschi, “Error Function and Fresnel Inegrals” in “Handbook of MathematicalFunctions”, M. Abramowitz, I. A. Stegun, Editor. (1972), Dover Publications, INC.:New York. p. 295.