Muon Spin Rotation, Relaxation, and Resonance
Applications to Condensed Matter
Alain Yaouanc and Pierre Dalmas de Réotier
Oxford University Press, 2011
Errata web page
p. xiii, definition of qi: The product
eqi is the electric field gradient at site i.
p. xvi, value for the proton electric charge: 1.60218×10−19 C.
p. 77, right after Eq. 5.12: add “where ψs stands
for ψe when the spherical approximation holds.”
p. 90, Eq. 5.49: include an imaginary factor i in the argument of the second exponential function.
p. 95, Eq. 5.78: replace v0 with ve−, the volume per conduction electron.
p. 148, Eq. 6.142: the second line of the equation starts with a = sign rather than a −.
p. 149, right-hand side of Eq. 6.148: suppress the front factor 2 in the denominator.
p. 152, line 10: replace qi with
p. 179, fourth line from bottom: replace 0.424 V m−2
with 0.424 1021 V m−2.
p. 209, last line: replace monotonously with monotonically.
p. 243, fifth line of Fig. 9.6 caption: replace 10−18 with 1018.
p. 264, line 8 of main text: replace interactomic with interatomic.
p. 270, Eq. 10.74: replace −τe in the denominator with +τe.
p. 307, 2-3 lines below Eq. 10.218: replace “millielectronvolts per square ångström” with “millielectronvolts times square ångström”.
p. 309, Eq. 10.227: replace the summation index r
p. 313, second line below Eq. 10.250 and in Eqs. 10.251 and 20.252: replace Bexc with Bex.
p. 344, caption of Fig. 10.27: replace monotonously with monotonically.
p. 348, reference du Trémolet de Lacheisserie et al.:
replace Klumer with Kluwer.
p. 365, nearby Eq. 11.29: two lines above, replace “order
parameter” with “normalised order parameter”, and two lines
below, replace “and its modulus” with “and by virtue of
normalisation, the Ψ(r) modulus”.
p. 386, Eq. 11.97: add a factor 2 to all the expressions for ncar to get, e.g., ncar = kF2/3π2.
p. 430, sixth line of Sect. A.2.2.2: replace “Daniel” with “Daniell”.
p. 474, second line from bottom: replace qi
with eqi .
p. 478, gyromagnetic ratio of 167Er: replace −0.77157
P. Dalmas de Réotier with special thanks to S.J. Blundell and E. Morenzoni.
Last modified: Thu Sep 3 14:57:28 CET 2020