Tumbling Mill (Power, Morrell Empirical): Difference between revisions
Scott Munro (talk | contribs) m (1 revision imported) |
imported>Scott.Munro m (→Model theory) |
||
Line 7: | Line 7: | ||
== Model theory == | == Model theory == | ||
{{Restricted content}} | |||
<hide> | |||
[[File:TumblingMillDimensions2.png|thumb|500px|Figure 1. Schematic of a tumbling mill showing key dimensions.]] | [[File:TumblingMillDimensions2.png|thumb|500px|Figure 1. Schematic of a tumbling mill showing key dimensions.]] | ||
Line 53: | Line 56: | ||
where <math>\alpha_{c}</math> is the cone angle, measured as the angular displacement of the cone surface from the vertical direction. | where <math>\alpha_{c}</math> is the cone angle, measured as the angular displacement of the cone surface from the vertical direction. | ||
</hide> | |||
== Excel == | == Excel == |
Latest revision as of 11:13, 4 December 2024
Description
This article describes the Morrell Empirical (Morrell E) method for estimating the power draw of a tumbling mill.[1]
The Morrell E model is a set of empirical equations based on the performance of the theoretical Morrell Continuum model. The model was originally intended to be simpler, and therefore easier to use in practice, than the theoretical Morrell C method.
Model theory
This content is available to registered users. Please log in to view. |
Excel
The Morrell Empirical mill power model may be invoked from the Excel formula bar with the following function call:
=mdMillPower_MorrellE(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:
|
SysCAD
The Morrell Empirical power model is an optional calculation for tumbling mill units. If selected, the input and display parameters below are shown.
See also
References
- ↑ Morrell, S., 1996. Power draw of wet tumbling mills and its relationship to charge dynamics. Pt. 2: an empirical approach to modelling of mill power draw. Transactions of the Institution of Mining and Metallurgy. Section C. Mineral Processing and Extractive Metallurgy, 105.