Organic light-emitting
diodes (OLEDs) suffer from poor light outcoupling
efficiency (η
out
< 20%) due to large internal
waveguiding in the high-index layers/substrate, and plasmonic losses
at the metal cathode interface. A promising approach to enhance light
outcoupling is to utilize internal periodic corrugations that can
diffract waveguided and plasmonic modes back to the air cone. Although
corrugations can strongly diffract trapped modes, the optimal geometry
of corrugations and limits to η
out
are not well-established.
We develop a general rigorous scattering matrix theory for light emission
from corrugated OLEDs, by solving Maxwell’s equations in Fourier
space, incorporating the environment-induced modification of the optical
emission rate (Purcell effect). We computationally obtain the spectrally
emissive power inside and outside the OLED. We find conformally corrugated
OLEDs, where all OLED interfaces are conformal with a photonic crystal
substrate, having triangular lattice symmetry, exhibit high light
outcoupling η
out
∼60–65%, and an enhancement
factor exceeding 3 for optimal pitch values between 1 and 2.5 μm.
Waveguided and surface plasmon modes are strongly diffracted to the
air cone through first-order diffraction. η
out
is
insensitive to corrugation heights larger than 100 nm. There is a
gradual roll-off in η
out
for a larger pitch and sharper
decreases for small pitch values. Plasmonic losses remain below 10%
for all corrugation pitch values. Our predicted OLED designs provide
a pathway for achieving very high light outcoupling over the full
optical spectrum that can advance organic optoelectronic science and
solid-state lighting.