bandgap energy sentence in Hindi
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- Another important contributor to losses is that any energy above and beyond the bandgap energy is lost.
- Due to the small dephasing constant used, several excitonic resonances appear well below the bandgap energy.
- The bandgap energy at room temperature is 0.75 eV and lies between that of Ge and Si.
- As an example, a typical GNR of width of 10 nm has a desirable bandgap energy of 0.4eV.
- Any photon with more energy than the bandgap can cause photoexcitation, but any energy above the bandgap energy is lost.
- Due to the small dephasing constant used, several excitonic resonances appear ( vertical lines ) well below the bandgap energy.
- In this form, one can verify that an unexcited semiconductor shows several excitonic absorption resonances well below the fundamental bandgap energy.
- This emission peak often remains well below the fundamental bandgap energy even at the high excitations where all states are continuum states.
- Lead-sulfur ( PbS ) dots demonstrated two-electron ejection when the incoming photons had about three times the bandgap energy.
- The bandgap energy that determines the energy ( and hence color ) of the fluorescent light is inversely proportional to the square of the size of quantum dot.
- The doping is normally applied to a thin layer on the top of the cell, producing a pn-junction with a particular bandgap energy, E g.
- The bandgap energy of GaInAs can be determined from the peak in the photoluminescence spectrum, provided that the total impurity and defect concentration is less than cm " 3.
- The bandgap energy depends on temperature and increases as the temperature decreases, as can be seen in Fig . 3 for both n-type and p-type samples.
- Changing the geometry of the surface of the quantum dot also changes the bandgap energy, owing again to the small size of the dot, and the effects of quantum confinement.
- In general, the exciton eigen energies consist of a series of bound states that emerge energetically well below the fundamental bandgap energy and a continuum of unbound states that appear for energies above the bandgap.
- For instance, in semiconductors, most of the light emitted is at the frequency corresponding to the bandgap energy, i . e . from the bottom of the conduction band to the top of the valence band.
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