2006
DOI: 10.1088/0022-3727/39/18/013
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Spectral radiance of strong lines in positive column mercury discharges with argon carrier gas

Abstract: The spectral radiance of the 185 and 254 nm lines in two positive column mercury discharge lamps was measured over a wide range of operating conditions. The lamps had internal diameters of 5 and 23 mm. Argon was used as a carrier gas. The lamps were operated with cold spot temperatures of 20, 40 and 60 °C. At each of these temperatures, results were obtained for five currents ranging from 20 to 100 mA for the 5 mm lamp and from 200 to 1000 mA for the 23 mm lamp. For each current studied, results were determine… Show more

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Cited by 3 publications
(7 citation statements)
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“…a T12 (ID = 36 mm) has maximum 254 nm at 42 • C. As the radius is increased, there is increased trapping of radiation at the same cold spot temperature, leading to a reduction in the optimum cold spot temperature. In figure 7, the variation of 254 nm radiance with current for different cold spot temperatures is compared with similar data published by NIST [11]. In all cases, the 254 nm radiance increases as current is increased, but the rate of increase is reduced at higher currents and cold spot temperatures.…”
Section: Nm Radiancementioning
confidence: 67%
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“…a T12 (ID = 36 mm) has maximum 254 nm at 42 • C. As the radius is increased, there is increased trapping of radiation at the same cold spot temperature, leading to a reduction in the optimum cold spot temperature. In figure 7, the variation of 254 nm radiance with current for different cold spot temperatures is compared with similar data published by NIST [11]. In all cases, the 254 nm radiance increases as current is increased, but the rate of increase is reduced at higher currents and cold spot temperatures.…”
Section: Nm Radiancementioning
confidence: 67%
“…A complete list of cross sections used to calculate these reactions, together with all the reaction rates C ss jkmn and diffusion coefficients D s j included in the calculations, are provided in [16]. In the model, a complete set of coupled differential equations (11) for each atomic level is solved, with the radiation term set to zero for metastable levels. The diffusion time scale for radiative levels is several orders of magnitude slower than the radiative processes, but diffusion is included in the equations for completeness.…”
Section: Radiationmentioning
confidence: 99%
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