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• Hickman K
• Hielscher AH
• Higurashi A
• Hill SC
• Hillman TR
• Hinds WC
• Hirleman ED
• Hirono T
• Hirsch LR
• Hirst E
• Hitzenberger R

E. Dan Hirleman

School of Engineering, University of California, Merced, California, USA

Publications: Bae E et al 2010, Bae E et al 2008, Bae E et al 2007, Rajwa B et al 2008, Heffels CMG et al 1994, Hirleman ED, Rajwa B et al 2008, Rajwa B et al 2007, Venkatapathi M et al 2008, Venkatapathi M et al 2006

Hirleman E. D. 1991. A general solution to the inverse near-forward scattering particle sizing problem in multiple scattering environments: Theory. Appl. Opt. 30, 4832-4838. [find in index, source]

Hirleman E. D. 1988. Modeling of multiple scattering effects in Fraunhofer diffraction particle size analysis. Part. Part. Syst. Charact. 5, 57-65. [find in index, source]

Hirleman E. D. 1987. Optimal scaling of the inverse Fraunhofer diffraction particle sizing problem: the linear system produced by quadrature. Part. Charact. ^a 4, 128-133. [find in index, source]

Hirleman E. D., Oechsle V., Chigier N. A. 1984. Response characteristics of laser diffraction particle size analyzers: optical sample volume extent and lens effects. Opt. Eng. 23, 610-619. [find in index]

Hirleman E. D. 1984. Particle sizing by optical, nonimaging techniques. In: Liquid Particle Size Measurement Techniques, ASTM STP 848, Tishkoff J. M., lngebo R. D., Kennedy J. B. (eds.) Am. Soc. Testing Mat., pp. 35-60. [find in index]

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^a - continued as Part. Part. Syst. Charact.. All online issues are referred to by this name.