Gaudin-Schuhmann Distribution Parameters
Calculation of Gaudin-Schuhmann distribution parameters (slope exponent n and characteristic size x') from two sieve data points.
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1. Define Input Parameters
2. Engineering Output
Slope exponent (n)
- dimensionless
- dimensionless
Characteristic size (x_prime)
- µm
- µm
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The Gaudin-Schuhmann (G-S) distribution is a power-law model used in process engineering to describe particle size distributions. It helps quantify how materials break in comminution and classification circuits. This model is particularly useful for rapid field assessments as its two parameters can be calibrated from just two sieve data points.
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