Stirred Mill (Power, Heath): Difference between revisions
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The Reynolds number, <math>\mathrm{Re}</math>, requires the settling velocity, <math>U_{\rm s}</math>, which itself requires the Reynolds number. Therefore an iterating numerical solution is necessary to resolve the slip velocity. | The Reynolds number, <math>\mathrm{Re}</math>, requires the settling velocity, <math>U_{\rm s}</math>, which itself requires the Reynolds number. Therefore an iterating numerical solution is necessary to resolve the slip velocity. | ||
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=== Additional notes === | === Additional notes === | ||
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The Heath et al. (2017) publication appears to contain a printing error, where the value of coefficient <math>k_4</math> is inadvertently referred to as <math>k_2</math>.{{Heath et al. (2017)}} | The Heath et al. (2017) publication appears to contain a printing error, where the value of coefficient <math>k_4</math> is inadvertently referred to as <math>k_2</math>.{{Heath et al. (2017)}} | ||
Latest revision as of 07:11, 1 May 2025
Description
This article describes the Heath et al. (2017) method for estimating the power draw of a castellated rotor High Intensity Grinding stirred mill (HIGmill).[1]
Model theory
Additional notes
Excel
The Heath HIG stirred mill power model may be invoked from the Excel formula bar with the following function call:
=mdMillPower_Heath(Parameters as Range)
Invoking the function with no arguments will print Help text associated with the model, including a link to this page.
The Parameters array and model results are defined below in matrix notation, along with an example image showing the selection of the same arrays in the Excel interface:
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where:
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SysCAD
The Heath power model is an optional calculation for stirred mill units. If selected, the input and display parameters below are shown.
References
- ↑ Heath, A., Keikkala, V., Paz, A. and Lehto, H., 2017. A power model for fine grinding HIGmills with castellated rotors. Minerals Engineering, 103, pp.25-32.
