1966
DOI: 10.1002/pssb.19660170144
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Photoconductivity of Anisotropically Deformed Intrinsic Germanium

Abstract: Theoretical and experimental investigations are made of the photoconductivity in anisotropically deformed germanium in conditions favourable to the occurrence for electrical pinch. A saturation of the photocurrent for sufficiently high electric fields is predicted and observed. The effect of the electric field on the spatial distribution of the carriers in an illuminated crystal is investigated using the infrared spot method. Similar values of the surface recombination velocities are obtained from the current‐… Show more

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Cited by 8 publications
(3 citation statements)
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“…We looked for a negative slope of the current-voltage characteristics for inverse pinch under photoexcitation (thus eliminating the influence of the residual hole concentratrim) a t fields Ex up to 600 V/cm. Experiment showed that the photocurrent at first reached saturation (see also [4]) and then increased as the field rose. As a consequence, a negative slope was not detected.…”
Section: Resultsmentioning
confidence: 92%
“…We looked for a negative slope of the current-voltage characteristics for inverse pinch under photoexcitation (thus eliminating the influence of the residual hole concentratrim) a t fields Ex up to 600 V/cm. Experiment showed that the photocurrent at first reached saturation (see also [4]) and then increased as the field rose. As a consequence, a negative slope was not detected.…”
Section: Resultsmentioning
confidence: 92%
“…I n the case of homogeneous semiconductors and small electric fields ( E <5V/cm) pinch effects caused by conductivity anisotropy [5,6] ,oll/el and R J R , in tellurium have been measured by some authors [7 to 9J.…”
Section: Conductivity a D Iiall Ejfectmentioning
confidence: 99%
“…I n the case of homogeneous semiconductors and small electric fields ( E <5V/cm) pinch effects caused by conductivity anisotropy [5,6] If p is different from 0" and go", two special anisotropy effects exist : the appearence of an electric field component E , due t o ell -+el and E , due t o R, $. R,.…”
Section: Conductivity a D Iiall Ejfectmentioning
confidence: 99%