2015
DOI: 10.1016/j.synthmet.2015.03.035
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Calculation of the emission power distribution of microstructured OLEDs using the reciprocity theorem

Abstract: Integrating photonic microstructures into organic light-emitting diodes (OLEDs) has been a widely used strategy to improve their light out-coupling efficiency. However, there is still a need for optical modelling methods which quantitatively characterise the spatial emission pattern of microstructured OLEDs. In this paper, we demonstrate such rigorous calculation using the reciprocity theorem. The calculation of the emission intensity at each direction in the far field can be simplified into only two simple ca… Show more

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Cited by 33 publications
(32 citation statements)
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“…The power P(θ, φ; r 1 ) emitted along the direction (θ, φ) by a randomly fluctuating dipole p 1 , which on average is isotropically oriented, placed at r 1 on the metasurface in far-field can then be calculated as [18,120]…”
Section: Calculating Radiative Enhancements Using the Reciprocity Primentioning
confidence: 99%
“…The power P(θ, φ; r 1 ) emitted along the direction (θ, φ) by a randomly fluctuating dipole p 1 , which on average is isotropically oriented, placed at r 1 on the metasurface in far-field can then be calculated as [18,120]…”
Section: Calculating Radiative Enhancements Using the Reciprocity Primentioning
confidence: 99%
“…When the dipole moment of the emitter inside the nanoparticle is p i , then the field well above or below the layer is described by an equivalent electrical dipole moment p e present in the medium with dielectric constant ε m . According to the reciprocity theorem [ 21 ], the external dipole moment p e and the internal dipole moment p i at position r are linked by the transposed tensor β : …”
Section: Resultsmentioning
confidence: 99%
“…It needs to be mentioned that by using FTM (or other FEM method) angular intensity distribution (AID) of emitted light of OLED device in the far-field cannot be gained directly, only the total outcoupling efficiency and the Purcell factor can be calculated directly. For far field AID calculation, a reciprocity principle [34], [35] can be employed, that enables to calculate AID as a consequence of any single dipole (or continuous spatial emission by multiple dipoles) at any position in the OLED stack. For each plane wave entering from outside under specific angle of incidence, it can be recalculated (by knowing E field (simulations) at the dipole(s) location) how this dipole contributes to emission into this specific angle in the far field.…”
Section: Modelling Of Light In Thin Film Oled Stackmentioning
confidence: 99%