1986
DOI: 10.1116/1.573924
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Prediction of flow rates through an orifice at pressures corresponding to the transition between molecular and isentropic flow

Abstract: By acceptance of thii article, the publisher or recipient acknowledges th« U.S. Government's right to retain a nonexclusive, royalty-free license in and to any copyright covering the article.

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Cited by 12 publications
(2 citation statements)
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“…where n pl α is the species density in front of the sampling orifice (say in the plasma) and C so = A so v α,th /4 the conductivity of the sampling orifice for collisionless sampling (C so is larger for transitional or isentropic flows [185]). The stable species are ionized in the ionizer and the MS signal, which is given either as (amplified) ion current or in counts per second, is proportional to the species density in the ionizer (n ionizer α = n MS α in this case):…”
Section: Mass Spectrometry Of Stable Neutralsmentioning
confidence: 99%
“…where n pl α is the species density in front of the sampling orifice (say in the plasma) and C so = A so v α,th /4 the conductivity of the sampling orifice for collisionless sampling (C so is larger for transitional or isentropic flows [185]). The stable species are ionized in the ionizer and the MS signal, which is given either as (amplified) ion current or in counts per second, is proportional to the species density in the ionizer (n ionizer α = n MS α in this case):…”
Section: Mass Spectrometry Of Stable Neutralsmentioning
confidence: 99%
“…The transition regime is an intermediate regime between molecular and viscous-laminar and which corresponds to a Knudsen number between 80 and 3. For a compressible flow DeMuth et al [24] developed a model which combines the expressions of the two other flows, molecular (Q mol ) and viscous(Q vis ). They use the Knudsen number (K n ) to combine these flows, in particular for values between 2 and 45 according to the expression:…”
Section: Transition Regimementioning
confidence: 99%