Cutoff

A cutoff grade is used to define what is to be considered as ore and what is to be considered waste. In addition to a cutoff grade, a head grade can optionally be supplied. If a head grade cutoff is supplied, the average grade of the stope must not only satisfy the cutoff grade, but also a head grade.

Cutoff grade and Head grade value can be set as:

  • Single value: A single cutoff will be applied to all stopes in that optimisation run

  • Cutoff variable: You may select a variable from the block model to supply the cutoff value. This allows for variable cut off values in the same optimisation run.

  • The curve table method can be set up as a relationship between the value and some other variable that relates to the stope dimension, specified as points on a curve. If the mining cost is a function of stope size, then the traditional approach would be to do a run at several different cutoffs and then select the stope size that gives the best result. If the primary dimension controlling the cost is the stope width, which may vary according to orebody width and the number of lenses and included waste proportion, then the new method of specifying the cutoff as a variable will allow the best stope width to be chosen on a local area basis, per level and section as a function of cost. The cutoff or headgrade value is interpolated between the curve points supplies, and otherwise uses the minimum or maximum curve point values if the dimension falls outside the values supplied.

Note:   The cutoff grade can be supplied without the head grade, but a head grade cannot be supplied without a cutoff grade.


Requirements

A block model must be selected from the Open Specification page.


Instructions

On the Underground menu, point to Analyse, click Stope Optimiser, and then select Optimisation Control > Cutoff to display the Optimisation Control Cutoff panel.

Method Selections

Method

Select Grade, Value, or Calculated from the drop-down menu.

Calculated Values

Select this option to use the calculated method to determine what block, or portions of blocks, contain product defined as being usable.

You will also need to define the desired values for the calculation including:

Mining recovery

Enter a fractional value >0.0.

Mining cost

Enter a numeric value >/= 0.0.

Processing Recovery

Enter a fractional value >0.0

Processing cost

Enter a numeric value >/= 0.0

Price

Enter any numeric value

Royalty

Enter a fractional value >0.0

The calculation may be as follows

value = tonnes* mining recovery * (price * processing recovery * (1.0-royalty) * grade - mining cost - processing cost)

Cutoff Selections

Select one of the following:

Single value

Applies one cutoff to all stopes in an optimisation run.

Cutoff variable

Allows you to specify a block model variable for providing a cutoff value.

Curve table

Allows you to specify the value on axis and cutoff value based on parameters of the stope.

Use Head Grade Evaluation

Select one of the following:

Single value

Applies one head grade cutoff to all stopes in an optimisation run.

Cutoff variable

Allows you to specify a block model variable for providing a cutoff value.

Curve table

Allows you to specify the value on axis and cutoff value based onparameters of the stope.

Optimise total metal or value

Select this option to optimise the total metal or value instead of deducting the cutoff value (or grade). The latter is the normal method as below cutoff material will only be added if the stope width is less than the minimum, or else the added increment to the boundary of the stope is economic.


Related Topics

Overview

Open Specification

Input

Restriction

  • Block Selection
  • Output

    Verifications

    Stope Framework

  • Dimensions
  • Optimisation Control

    Cutoff

    Slice Method

    Slice Method Slice Definition

    Slice Method Stope Geometry

    Slice Method Post Processing

    Section Method

    Section Method Slice Definition

    Section Method Stope Geometry

    Section Method Post Processing

    Prism Method

    Restrictions

    Risk

    Explain