1966
DOI: 10.1016/0020-0891(66)90019-4
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Photometric figures of merit for semiconductor luminescent sources operating in spontaneous mode

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Cited by 63 publications
(14 citation statements)
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“…Since, in this paper, we are not concerned with the angular distribution of the emission a far-field transformation is not performed on this data. The power flows within the bulk and substrate layers are denoted by and respectively and the total power flow out of the simulation is given by (1) The power out of each layer is normalised to the total power to ensure a sum of unity in each simulation.…”
Section: Fdtd Modelmentioning
confidence: 99%
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“…Since, in this paper, we are not concerned with the angular distribution of the emission a far-field transformation is not performed on this data. The power flows within the bulk and substrate layers are denoted by and respectively and the total power flow out of the simulation is given by (1) The power out of each layer is normalised to the total power to ensure a sum of unity in each simulation.…”
Section: Fdtd Modelmentioning
confidence: 99%
“…In a typical semiconductor light emitting diode (LED) structure the difference in refractive index at the interface between the device and the surrounding medium 2.5-results in a large amount of the generated optical power being trapped within the device. This is chiefly due to total internal reflection (TIR) which imposes an approximate limit of on the extraction efficiency of the device [1]. Moreover, for light incident within the escape cone at the dielectric interface formed by TIR further Fresnel reflection will occur.…”
mentioning
confidence: 99%
“…This function represents the number of photon generated per unit volume per unit time, and may be evaluated by a self-consistent method. In the first approximation we write the generation rate as g (1) (x, e), and do not consider re-excitation. This function £ (1) is then used to determine the photon absorption rate v(x, e) giving the number of photons absorbed per unit volume per unit time.…”
Section: Theory Of Re-excitationmentioning
confidence: 99%
“…In the first approximation we write the generation rate as g (1) (x, e), and do not consider re-excitation. This function £ (1) is then used to determine the photon absorption rate v(x, e) giving the number of photons absorbed per unit volume per unit time. This value of photon absorption rate is then used to find the second approximation to the generation rate g^2 ) (x,e) from a modified continuity equation, and taking into account the first approximation of the photon absorption rate.…”
Section: Theory Of Re-excitationmentioning
confidence: 99%
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