Mechanical elastic constants of thin films determined by X-ray diffraction

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@phdthesis{60460377c4ff4750bda1053bb2954b0d,
title = "Mechanical elastic constants of thin films determined by X-ray diffraction",
abstract = "This thesis presents a new methodology to quantify mechanical elastic constants of polycrystalline thin films using X-ray diffraction under static conditions. The approach is based on the combination of X-ray diffraction substrate curvature and sin square psi methods. It is shown how to extrapolate the mechanical elastic constants from X-ray elastic constants considering crystal and macroscopic elastic anisotropy. A general formula is presented which can be used to determine a reflection hkl and its corresponding value of the X-ray anisotropic factor 3 Gamma hkl for which the X-ray elastic strain is equal to the mechanical strain. The method is applied to Cu/Si(100), CrN/Si(100) and TiN/Si(100) thin films deposited onto monocrystalline Si(400) substrates at room temperature. It is demonstrated that, for ber textured thin films, the 3 Gamma hkl value depends strongly on the fiber texture sharpness and the amount of randomly oriented crystallites. The advantage of the new technique remains in the fact that mechanical moduli are determined non-destructively and represent volume-averaged quantities.",
keywords = "R{\"o}ntgendiffraktion, mechanische elastische Konstanten, d{\"u}nne Schichten, Stoney Formel, Substratbiegungsmethode, Kornwechselwirkung, Reuss Voigt Hill, X-ray diffraction, thin film, mechanical elastic constants, grain interaction, Reuss Voigt Hill",
author = "Martinschitz, {Klaus Juergen}",
note = "no embargo",
year = "2008",
language = "English",

}

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TY - BOOK

T1 - Mechanical elastic constants of thin films determined by X-ray diffraction

AU - Martinschitz, Klaus Juergen

N1 - no embargo

PY - 2008

Y1 - 2008

N2 - This thesis presents a new methodology to quantify mechanical elastic constants of polycrystalline thin films using X-ray diffraction under static conditions. The approach is based on the combination of X-ray diffraction substrate curvature and sin square psi methods. It is shown how to extrapolate the mechanical elastic constants from X-ray elastic constants considering crystal and macroscopic elastic anisotropy. A general formula is presented which can be used to determine a reflection hkl and its corresponding value of the X-ray anisotropic factor 3 Gamma hkl for which the X-ray elastic strain is equal to the mechanical strain. The method is applied to Cu/Si(100), CrN/Si(100) and TiN/Si(100) thin films deposited onto monocrystalline Si(400) substrates at room temperature. It is demonstrated that, for ber textured thin films, the 3 Gamma hkl value depends strongly on the fiber texture sharpness and the amount of randomly oriented crystallites. The advantage of the new technique remains in the fact that mechanical moduli are determined non-destructively and represent volume-averaged quantities.

AB - This thesis presents a new methodology to quantify mechanical elastic constants of polycrystalline thin films using X-ray diffraction under static conditions. The approach is based on the combination of X-ray diffraction substrate curvature and sin square psi methods. It is shown how to extrapolate the mechanical elastic constants from X-ray elastic constants considering crystal and macroscopic elastic anisotropy. A general formula is presented which can be used to determine a reflection hkl and its corresponding value of the X-ray anisotropic factor 3 Gamma hkl for which the X-ray elastic strain is equal to the mechanical strain. The method is applied to Cu/Si(100), CrN/Si(100) and TiN/Si(100) thin films deposited onto monocrystalline Si(400) substrates at room temperature. It is demonstrated that, for ber textured thin films, the 3 Gamma hkl value depends strongly on the fiber texture sharpness and the amount of randomly oriented crystallites. The advantage of the new technique remains in the fact that mechanical moduli are determined non-destructively and represent volume-averaged quantities.

KW - Röntgendiffraktion

KW - mechanische elastische Konstanten

KW - dünne Schichten

KW - Stoney Formel

KW - Substratbiegungsmethode

KW - Kornwechselwirkung

KW - Reuss Voigt Hill

KW - X-ray diffraction

KW - thin film

KW - mechanical elastic constants

KW - grain interaction

KW - Reuss Voigt Hill

M3 - Doctoral Thesis

ER -