We study angle-resolved photoemission peak intensities I(psi) on Cu(110) an
d Cu(111) surfaces varying the light incidence angle psi of p-polarized lig
ht with photon energies between h omega = 8.44 eV and h omega = 21.22 eV. T
ransitions out of several initial states are probed, including the well-kno
wn surface states at the <(<Gamma>)over bar> and (Y) over bar -point, bulk
bands of sp- and d-like orbital character, as well as an oxygen-derived ads
orbate state on Cu(110)(2 x 1)O. All data can well be explained within the
dipole approximation I(psi) = /(A) over right arrow(psi, epsilon) (.) (P) o
ver right arrow (fi)/(2), where (A) over right arrow is the vector potentia
l of the photon field and (P) over right arrow (fi) the momentum matrix ele
ment. Especially it is not necessary to include "surface photoemission" via
a <f/div (A) over right arrow /i) term in the photoemission matrix element
s. However, quantitative agreement with experimental data is obtained if an
d only if (A) over right arrow is calculated using Fresnel's equations with
a modified surface optical constant epsilon (s), which differs drastically
from the bulk parameters epsilon (b). Surprisingly independent of h omega
all results can be explained using epsilon (s) = (1.0 +/- 0.1) + i(0.1 +/-
0.1), which is much closer to the vacuum value than to epsilon (b). (C) 200
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