1997
DOI: 10.1109/16.628808
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Thermionic-emission-based barrier height analysis for precise estimation of charge handling capacity in CCD registers

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Cited by 15 publications
(6 citation statements)
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“…This is because of thermionic emission and diffusion of carriers over the barrier in any realistic structure and the need for a practical storage time. It is estimated that an extra barrier height of about 0.5 volts (20kT ) is required to keep electrons in the well [65], [66] although thermionic emission occurs at all barrier heights and there is no absolute cut off for the process. Under illumination, it is possible that optical carrier generation balances emission across the barrier and a solarcell-like logarithmic dependence of full well as a function of illumination level might be realized [64].…”
Section: Full Wellmentioning
confidence: 99%
“…This is because of thermionic emission and diffusion of carriers over the barrier in any realistic structure and the need for a practical storage time. It is estimated that an extra barrier height of about 0.5 volts (20kT ) is required to keep electrons in the well [65], [66] although thermionic emission occurs at all barrier heights and there is no absolute cut off for the process. Under illumination, it is possible that optical carrier generation balances emission across the barrier and a solarcell-like logarithmic dependence of full well as a function of illumination level might be realized [64].…”
Section: Full Wellmentioning
confidence: 99%
“…Differently from other methods based on the thermoionic emission [4] or on 3D simulations [ 5 ] , our model is based on the comparison of the average electrostatic energy per electron with the amplitude of the smaller potential barrier responsible of the electron confinement. We can approximate the electrons' distribution as a sphere of radius R with uniform charge density.…”
Section: Discussionmentioning
confidence: 99%
“…The electron signal in the pixel continues to increase until either blooming occurs into the adjacent pixels in the vertical column or, as in a properly designed device, the excess electron signal charge spills over the B3 region into the LOD. The pixel is judged to be full, or at maximum charge capacity, when the difference in channel potential between the S1 and B3 regions measures 0.5 V. This value is found to correspond empirically to the onset of electron emission over barriers in CCD devices, for the time scales generally encountered during the imager operation 12 . Through integration of the electron density distribution obtained from three-dimensional solution to Poisson's equation (in which the electron Fermi level is manually adjusted, uniformly throughout the pixel, to produce a potential difference of 0.5 V between the S1 and B3 regions), the charge capacity of the pixel in the accumulation mode is found to be 64,000 electrons.…”
Section: Pixel Charge Capacitymentioning
confidence: 99%