ASTM E2578-07(2012)
Standard Practice for Calculation of Mean Sizes/Diameters and Standard Deviations of Particle Size Distributions

Standard No.
ASTM E2578-07(2012)
Release Date
2007
Published By
American Society for Testing and Materials (ASTM)
Status
Replace By
ASTM E2578-07(2018)
Latest
ASTM E2578-07(2022)
Scope

Mean particle diameters defined according to the Moment-Ratio (M-R) system are derived from ratios between two moments of a particle size distribution.

1.1 The purpose of this practice is to present procedures for calculating mean sizes and standard deviations of size distributions given as histogram data (see Practice E1617). The particle size is assumed to be the diameter of an equivalent sphere, for example, equivalent (area/surface/volume/perimeter) diameter.

1.2 The mean sizes/diameters are defined according to the Moment-Ratio (M-R) definition system. , ,

1.3 The values stated in SI units are to be regarded as standard. No other units of measurement are included in this standard.

1.4 This standard does not purport to address all of the safety concerns, if any, associated with its use. It is the responsibility of the user of this standard to establish appropriate safety and health practices and determine the applicability of regulatory limitations prior to use.

ASTM E2578-07(2012) Referenced Document

  • ASTM E1617 Standard Practice for Reporting Particle Size Characterization Data

ASTM E2578-07(2012) history

  • 2022 ASTM E2578-07(2022) Standard Practice for Calculation of Mean Sizes/Diameters and Standard Deviations of Particle Size Distributions
  • 2018 ASTM E2578-07(2018) Standard Practice for Calculation of Mean Sizes/Diameters and Standard Deviations of Particle Size Distributions
  • 2007 ASTM E2578-07(2012) Standard Practice for Calculation of Mean Sizes/Diameters and Standard Deviations of Particle Size Distributions
  • 2007 ASTM E2578-07 Standard Practice for Calculation of Mean Sizes/Diameters and Standard Deviations of Particle Size Distributions
Standard Practice for Calculation of Mean Sizes/Diameters and Standard Deviations of Particle Size Distributions



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