In order to reconsider the photoluminescence mechanism in hydrogenated
amorphous silicon (a-Si:H), the lifetime distribution of photolumines
cence, G(tau), was evaluated over a wide lifetime range between 5.3 X
10(-7) s and 8.0 X 10(-2) s using frequency-resolved spectroscopy. The
most remarkable finding is that G(tau) is dominated by two kinds of l
ifetime components characterized by specific peak lifetimes at low tem
peratures. At 12 K, only the lifetime component peaked at about 1 ms i
s dominant, whereas another component appears distinctively at around
10 mu s and grows gradually with increasing temperature. Such a discon
tinuous change of the lifetime from 1 ms to 10 mu s takes place at tem
peratures lower than 60 K where the photoluminescence intensity is alm
ost constant. Interestingly, the peak lifetimes for both lifetime comp
onents are quite insensitive to the Urbach energy or the emission ener
gy as long as the excitation intensity is held low enough to satisfy t
he condition for geminate-pair recombination. These characteristic fea
tures observed in G(tau) do not reconcile with the generally accepted
model of tunneling recombination between carriers trapped at the tail
states after thermalization. In particular, dominance of the 1-ms life
time component at 12 K is interpreted following the model as the elect
ron-hole separation enlarges up to a value corresponding to the 1-ms r
ecombination after photogeneration. However, it is hard to understand
the absence of the 10-mu s lifetime component at 12 K, since the 10-mu
s recombination is expected to take place at much shorter electron-ho
le separation and is actually observed at elevated temperatures. Becau
se of the several arguments against the generally accepted model and o
f the coexistence of two lifetime components having specific peak life
times, it is more appropriate to consider that the photoluminescence i
n a-Si:H comes from special localized luminescent centers correspondin
g to the respective lifetime components. Since the lifetime changes di
scontinuously from 1 ms to 10 mu s with increasing temperature while t
he luminescence intensity remains constant at the low temperatures, so
me correlation is expected to exist between the two kinds of luminesce
nt centers.