External quantum efficiency (EQE) measurement for light emitted diodes (LED, OLED)
Nguyễn Khánh Linh - 21/12/2022
External Quantum Efficiency (EQE) is the ratio of the number of photons emitted in the forward viewing direction to the number of injected electrons related to photoelectric effect. With higher the photons emitted, the better efficiency. EQE is usually related to the reflectivity or reflective area of the mirror inside the chip and the surface light extraction structure such as the surface roughness and photonic crystals. There are three loss channels, which the light is lost, internal reflection, absorption in layer, evanescent coupling mode. Then, this is influenced by various parameters, which impact to the efficiency. The emission-angle dependence of the EL is evaluated to be an element to measure the external quantum efficiency (EQE)
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)
EQE vary depending on energy, so it is usually represented as a graph of efficiency versus the wavelength of light.
According to figure 1, it is easier for users to determine in each wavelength point. In other words, this can find out the best point to minimize the reflectivity in range of EQE based on the wavelength (below 100%).
![Example of an EQE curve for a GaAs thin-film solar cell (Moon et al., 2016). Efforts have been made to minimize the effect of reflectivity, but it is still present, reducing the efficiency below 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)
By measuring EQE, find out the measure of the number of photons that are extracted to air per injected electrons. From that, we can minimum the loss related to energy, material, ...through the solar cell, OLED, LED… products. In other words, with the EQE measurement, it will optimize the power saving elements for the electronic products
![Tìm hiểu về hiệu ứng Compton và ứng dụng giải một số bài tập](data:image/png;base64,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)
Used for:
- Test structures and cellular materials, as well as to verify the reproducible production of modules
- Throughout the EQE measurement, it will know the suitable condition which optimize the approach efficiently
- To investigate the emission mechanism from the viewpoint of using devices for display applications
- It is an excellent diagnostic tool to improve efficiency
- Test structures and cellular materials, as well as to verify the reproducible production
- The external quantum efficiency gives the probability that photons will be absorbed to generate electron-hole pairs
Measurement:
- To calculate the EQE, it is necessary to find out the energy of one photon, total power of photon as well as charge of an electron:
- EQE =
= ![](data:image/png;base64,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)
- EQE can be adjusted because of the suppression of non-radiative recombination originating from the etching damage of the surface and the improvement of light extraction of the sidewalls
- To measure EQE for a light emitting materials, it is necessary to put the sample in integrating sphere with the stimulation of current and voltage, luminous efficiency, and chromaticity…. With the higher EQE, the stronger the current of the device.
Advantages:
- The most representative performance indicator quantity when comparing differently emitting OLEDs when there are three main device efficiencies (EQE, CE (current efficiency) and LE (luminous efficiency) are used and only EQE can measure the number of photons extracted to air per injected electrons.
- Total and wavelength-resolved external quantum efficiencies tend to be useful in understanding the fundamental physical mechanisms responsible for light emission within a device
- The ability to operate at a lower input power, at a given luminance, reduces the joule heating and thereby increases the device lifetime.
- By increasing and balancing the number of carriers, injected into the emissive layers, the efficiency also increases respectively
Application:
EQE measurement is used in modern photoelectrical devices or luminescent materials which is correlated photoelectrical effect such as solar cell, photodetectors (photodiodes, PD), avalanche photodiodes (APD), charge-couple device (CCD) sensors, CMOS image sensors (CIS), Light Emitting Diodes (LED), Organic Light emitting Diodes (OLED). ELQ series is evaluated to be a optical EQE measurement system with SNR ratio and low stray light.