Book contents
- Frontmatter
- Contents
- Preface
- 1 Context and content
- 2 Production and structure of metallic glasses
- 3 Electron transport in metals: introduction to conventional theory
- 4 Scattering
- 5 Simple liquid metals: Ziman theory
- 6 Phonons in disordered systems
- 7 Interactions and quasi-particles
- 8 Transition metals and alloys
- 9 The Hall coefficient of metallic glasses
- 10 Magnetoresistance
- 11 Electrical conductivity of metallic glasses: weak localisation
- 12 The interaction effect or Coulomb anomaly
- 13 The effect of the Coulomb interaction on conductivity
- 14 Influence of a magnetic field on the enhanced interaction effect
- 15 The thermopower of metals and alloys
- 16 Comparison with experiment
- Appendices
- Notes
- References
- Index
16 - Comparison with experiment
Published online by Cambridge University Press: 21 January 2010
- Frontmatter
- Contents
- Preface
- 1 Context and content
- 2 Production and structure of metallic glasses
- 3 Electron transport in metals: introduction to conventional theory
- 4 Scattering
- 5 Simple liquid metals: Ziman theory
- 6 Phonons in disordered systems
- 7 Interactions and quasi-particles
- 8 Transition metals and alloys
- 9 The Hall coefficient of metallic glasses
- 10 Magnetoresistance
- 11 Electrical conductivity of metallic glasses: weak localisation
- 12 The interaction effect or Coulomb anomaly
- 13 The effect of the Coulomb interaction on conductivity
- 14 Influence of a magnetic field on the enhanced interaction effect
- 15 The thermopower of metals and alloys
- 16 Comparison with experiment
- Appendices
- Notes
- References
- Index
Summary
Introduction
We have now seen in some detail how weak localisation and the interaction effect can modify the electron transport properties of electrons in metallic glasses or, more specifically, of electrons that are subject to strong elastic scattering, whether this be in the crystalline or the amorphous phase. What this survey shows is that many of the qualitative features to be expected are indeed observed in the resistivity, magnetoresistance and Hall coefficient of metallic glasses. The final question is: how far do the theories provide a quantitative account of the experiments?
It is at once clear, I think, why it is difficult to answer this question unequivocally. There are so many parameters that can influence the behaviour of these properties that unless some can be controlled or eliminated there are too many adjustable quantities to make possible a convincing comparison between theory and experiment.
One common way to overcome this problem is to make measurements of a range of properties so that a given specimen is very well characterised and as few as possible of the relevant parameters are left undetermined. So let us decide what quantities we know or can deduce with some reliability from experiment.
We can measure the low-temperature heat capacity of the metallic glass to find the term linear in temperature, which allows us to deduce the density of states at the Fermi level. In order to interpret the thermopower we would like to know the electron–phonon enhancement factor in the alloy; if it is a superconductor we can derive this from our knowledge of its superconducting properties.
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- Information
- The Electrical Properties of Disordered Metals , pp. 200 - 224Publisher: Cambridge University PressPrint publication year: 1995