Equations Governing Single and Tandem DMA Configurations and a New Lognormal Approximation to the Transfer Function

By M. Stolzenburg, P. Mcmurry. 2008

235 citations recorded by the source corpus.

Subfields: Atmospheric Science, Industrial and Manufacturing Engineering, Water Science and Technology

View Paper: https://www.semanticscholar.org/paper/1c7bf7bb06842581c53a5fcdaee06ee77669cbcd

How researchers see this paper

The researchers whose trusted networks rank it highest, strongest advocate first. Every researcher gets a different order.

In Atmospheric Science

1. C. Kuang
2. P. Mcmurry
3. Jing Jiang
4. Modi Chen
5. M. Attoui
6. J. Smith
7. Jian Wang
8. Ming Chen

In Industrial and Manufacturing Engineering

1. C. Kuang
2. K. Iida
3. P. Mcmurry
4. M. Stolzenburg

In Water Science and Technology

1. C. Kuang
2. P. Mcmurry
3. Jing Jiang
4. Modi Chen
5. M. Attoui
6. K. Iida
7. J. Smith
8. Jian Wang

Citations in the corpus

• Size and time-resolved growth rate measurements of 1 to 5 nm freshly formed atmospheric nuclei (2012, methodology): “DEG SMPS raw data were inverted to yield aerosol number size distributions (Knutson, 1976; Stolzenburg and McMurry, 2008; Jiang et al., 2011a).”
• Mobility particle size spectrometers: Calibration procedures and measurement uncertainties (2018, unknown): “A DMA (see, e.g., Knutson and Whitby 1975; Liu and Pui 1974; Flagan 1999; Stolzenburg and McMurry 2008) is usually designed as a cylindrical capacitor in which charged aerosol is injected through an annular slit close to the outer electrode and merged with the particle-free and dried sheath air fl…”
• Effect of Working Fluid on Sub-2 nm Particle Detection with a Laminar Flow Ultrafine Condensation Particle Counter (2009, methodology): “The procedure accounts for the effect of the diffusional broadening in the width of DMA transfer function ( Stolzenburg 1988 ; Stolzenburg and McMurry 2008 ), and the method is relatively straightforward and also yields reasonably accurate results.”
• Electrical Mobility Spectrometer Using a Diethylene Glycol Condensation Particle Counter for Measurement of Aerosol Size Distributions Down to 1 nm (2011, methodology): “Similar to Equation (27) in Stolzenburg and McMurry (2008), the unknown size distribution function is given by dN d lnDp ∣∣ ∣∣ D∗P = N ·a ∗ Qa Qs ·β ·(1 + δ)·fc(D∗P )·ηucpc(D∗P )·ηpene(D∗P ) [1] where N is the measured aerosol concentration downstream of the DEG UCPC; Dp is the particle diameter;…”
• Mobility particle size spectrometers: harmonization of technical standards and data structure to facilitate high quality long-term observations of atmospheric particle number size distributions (2010, methodology): “The particle number size distribution is derived from the measured electrical particle mobility distribution with an inversion routine (Hoppel, 1978; Knutson, 1976; Hagen and Alofs, 1983; Stratmann and Wiedensohler, 1996; Stolzenburg and McMurry, 2008).”