Dynamics of large laser diode arrays (LD-arrays) consisting of many element
s (emission regions) coupled to neighbor elements is of great interest, bec
ause chaotic oscillation has been reported even for 2-emitter LD-arrays. Th
e main objective of this study is to investigate the complex spatiotemporal
dynamics of a LD-array consisting of 100 emitters using the evanescent cou
pling mode model. As the coupling strength is increased, the LD-array goes
from (i) a homogeneous steady state to (ii) a period T state in which all s
ites have equal temporal period, to (iii) a spatially-varying temporal peri
od state, and finally to (iv) spatiotemporal chaos. In state (ii), the spat
ially and temporally ordered pattern which consists of two subsets (odd- an
d even-numbered sites) is self-generated from a random initial condition. I
n state (iii), ordered and chaotic sites can coexist ill the same system. T
his characteristic is due to the mutual interaction of many elements, and d
oes not appear in the case of a 2-emitter array.