|
Process Help GRADE - interpolate a grade into a block model using basic techniques |
|
Process Name |
Menu Path |
Link to Command Table |
|
GRADE |
Estimate ribbon | Estimate | Basic |
Introduction
|
This is a Superprocess and running it may have an effect on other Datamine files in the project. More... |
How to use
The methods available are:- Nearest Neighbor
- Inverse Power of Distance
- Ordinary Kriging
You must specify an input
prototype block model , and an input sample data file. If the
input prototype model contains cells and subcells then values are interpolated
into the existing cell structure. If the prototype model is empty then
cells and subcells are created if there are sufficient samples within
the search volume.
The search volume is defined by a 3D ellipsoid which is centered on each
subcell of the model in turn, and is used to select the samples for interpolating
that subcell. You must define the lengths for the three axes of the ellipsoid,
which may be different if you want an anisotropic volume. If you
want a spherical search volume then set all three axes equal to the radius
of the required sphere. You may orientate the search ellipsoid by
specifying three sets of rotation angles and axes. The definition of the
rotation angles and axes is described in section 3 of the Grade Estimation
User Guide.
The Nearest Neighbor interpolation method simply assigns to the subcell
the grade of the nearest sample. The definition of 'nearest' takes
into account the anisotropy and orientation of the search ellipsoid. The
Inverse Power of Distance method also takes account of the anisotropy
and orientation of the search volume when assigning weights to the samples.
If you select Ordinary Kriging then you must also define a one or two structure
spherical model variogram. It is assumed that any anisotropy in the variogram
ranges has the same orientation as the search volume, but the actual values
of the ranges are independent of the dimensions of the search volume.
For Inverse Power of Distance and Ordinary Kriging you may record the number
of samples which are used to make each estimate. This is done by specifying
a NUMSAM field. For Ordinary Kriging you may also record the kriged variance
of the estimate by specifying a VARIANCE field.
You may select to use the zone control option by specifying a ZONE field.
This will restrict the samples that are used for making the estimate to
have the same ZONE value as the prototype model subcell. For example if
both the prototype model and sample data files include a numeric rocktype
field ROCK, then specifying ZONE(ROCK) will ensure that subcells which
are rocktype N will be estimated using samples which are rocktype N.
The samples from the input sample file &IN can be weighted by specifying
a LENGTH field.
It frequently happens that samples are not evenly distributed around the
subcell being estimated, but are clustered together. One way of minimizing
this problem is to divide the search volume into octants and ensure that
a minimum number of octants have samples in them. This is defined using
the MINOCT, MINPEROC and MAXPEROC parameters.
Files, Fields and Parameters
Input Files
Name | I/O Status | Required | Type | Description |
PROTO | Input | Yes | Block Model prototype | Input prototype model. This must contain at least the fields XC, YC, ZC, XINC, YINC, ZINC, XMORIG, YMORIG, ZMORIG, NX, NY, NZ, IJK. If the file contains cells and subcells, then these cells and subcells will be copied to the output model with the new grade field added. If the file does not contain cells and subcells then they will be created if there is sufficient data within the search ellipsoid. |
IN | Input | Yes | Drillhole | Input sample data. This must contain the X, Y and Z coordinates of each sample and the grade field ( VALUE ) to be estimated. This will usually be a Drillhole file, but can be any file containing the four required fields |
Output Files
Name | I/O Status | Required | Type | Description |
MODEL | Output | Yes | Block Model | Output interpolated model. This will include all the fields in the input prototype model plus the estimated grade field (VALUE). In addition the number of samples field (NUMSAM) and the variance field (VARIANCE) will be included if they have been specified |
Fields
Name | Description | Source | Required | Type | Default |
X | Name of the field containing the X coordinate of the sample. | IN | Yes | Numeric | X |
Y | Name of the field containing the Y coordinate of the sample. | IN | Yes | Numeric | Y |
Z | Name of the field containing the Z coordinate of the sample. | IN | Yes | Numeric | Z |
VALUE | Name of the field containing the grade to be estimated. | IN | Yes | Any | Undefined |
NUMSAM | Name of the field to be created in the output MODEL file which is used to record the number of samples used for estimating each cell. If a field name is not specified the number of samples used will not be recorded. | MODEL | No | Numeric | Undefined |
VARIANCE | Name of the field to be created in the output MODEL file which is used to record the kriged variance of the estimate of eachcell. This can only be used if Ordinary Kriging (IMETHOD=3) has been selected. If a field name is not specified then the variance will not be reorded. | MODEL | No | Numeric | Undefined |
ZONE | Name of the zonal interpolation field. The field may be numeric or up to 20 character alphanumeric. The field must exist in both the PROTO and IN files. If it is specified then cells in each ZONE will be interpolated using only samples with the same ZONE value. | PROTO, IN | No | Any | Undefined |
LENGTH | Name of the field used for length weighting of samples. This is only used if the Inverse Power of Distance interpolation method is selected (IMETHOD=2). | MODEL | No | Numeric | LENGTH |
Parameters
Name | Description | Required | Default | Range | Values |
SDIST1 | Length of the search ellipsoid axis in the X direction. | No | 100 | 0.00001,+ | Undefined |
SDIST2 | Length of the search ellipsoid axis in the Y direction. . | No | 100 | 0.00001,+ | Undefined |
SDIST3 | Length of the search ellipsoid axis in the Z direction. . | No | 100 | 0.00001,+ | Undefined |
SANGLE1 | First rotation angle (in degrees) for the search ellipsoid. The rotation is around the axis defined by SAXIS1. | No | 0 | -360,360 | Undefined |
SAXIS1 | Coordinate axis about which rotation SANGLE1 is applied. Specify 1 for the X axis, 2 for the Y axis, or 3 for the Z axis. | No | 3 | 1,3 | 1,2,3 |
SANGLE2 | Second rotation angle (in degrees) for the search ellipsoid. The rotation is around the axis defined by SAXIS2. | No | 0 | -360,360 | Undefined |
SAXIS2 | Coordinate axis about which rotation SANGLE2 is applied. Specify 1 for the X axis, 2 for the Y axis, or 3 for the Z axis. | No | 1 | 1,3 | 1,2,3 |
SANGLE3 | Third rotation angle (in degrees) for the search ellipsoid. The rotation is around the axis defined by SAXIS3. | No | 0 | -360,360 | Undefined |
SAXIS3 | Coordinate axis about which rotation SANGLE3 is applied. Specify 1 for the X axis, 2 for the Y axis, or 3 for the Z axis. | No | 3 | 1,3 | 1,2,3 |
MINNUM | Minimum number of samples which must lie within the search ellipsoid in order for the model subcell to be estimated. If there are less than the minimum number and the input PROTOmodel contains cells, then an absent data value will be assigned to the grade field in the output model file MODEL If there are less than the minimum, but the input PROTOmodel does not contain any cells, then a cell will not be created in the output model file MODEL. | No | 3 | 1,1400 | Undefined |
MAXNUM | Maximum number of samples to be used for estimating the grade of a model cell. If more than the maximum number lie within the search ellipsoid, then the search ellipsoid is shrunk concentrically until just MAXNUMsamples remain. The maximum number cannot exceed 1400. | No | 20 | 1,1400 | Undefined |
MINOCT | The minimum number of octants to be filled before a subcell will be interpolated. If it is set to zero then octant search will not be used. | No | 0 | 0,8 | 0,1,2,3,4,5,6,7,8 |
MINPEROC | The minimum number of samples in an octant before it is considered to be filled. | No | 1 | 0,1400 | Undefined |
MAXPEROC | The maximum number of samples in an octant, to be used for interpolation. If there are more than the maximum number in any octant, then the samples closest to subcell centre are selected. If set to zero there is no limit on the number of samples. | No | 0 | 0,1400 | Undefined |
IMETHOD | Interpolation method: 1: Nearest Neighbour 2: Inverse Power of Distance 3: Ordinary Kriging with a one or two structure spherical variogram model . | No | 2 | 1,3 | 1,2,3 |
POWER | Weighting power if Inverse Power of Distance is selected (IMETHOD=2). | No | 2 | Undefined | Undefined |
NSTRUCT | Number of structures in the variogram model. This parameter is only used if Ordinary Kriging is selected (IMETHOD=3). | No | 1 | 1,2 | 1,2 |
NUGGET | Nugget variance of spherical variogram model. This parameter is only used if Ordinary Kriging is selected (IMETHOD=3). | No | 0 | 0,+ | Undefined |
ST1VAR | Spatial variance (ie C value) of the first structure of the spherical variogram model. This parameter is only used if Ordinary Kriging is selected (IMETHOD=3). | No | 1 | 0.000001,+ | Undefined |
ST1RANG1 | Variogram range (ie A value) in the X direction of the first structure of the spherical variogram model. This parameter is only used if Ordinary Kriging is selected (IMETHOD=3). | No | 100 | 0.000001,+ | Undefined |
ST1RANG2 | Variogram range (ie A value) in the Y direction of the first structure of the spherical variogram model. This parameter is only used if Ordinary Kriging is selected (IMETHOD=3). | No | 100 | 0.000001,+ | Undefined |
ST1RANG3 | Variogram range (ie A value) in the Z direction of the first structure of the spherical variogram model. This parameter is only used if Ordinary Kriging is selected (IMETHOD=3). | No | 100 | 0.000001,+ | Undefined |
ST2VAR | Spatial variance (ie C value) of the second structure of the spherical variogram model. This parameter is only used if Ordinary Kriging is selected (IMETHOD=3) and two structures have been specified (NSTRUCT=2). | No | 1 | 0.000001,+ | Undefined |
ST2RANG1 | Variogram range (ie A value) in the X direction of the second structure of the spherical variogram model. This parameter is only used if Ordinary Kriging is selected (IMETHOD=3) and two structures have been specified (NSTRUCT=2). | No | 100 | 0.000001,+ | Undefined |
ST2RANG2 | Variogram range (ie A value) in the Y direction of the second structure of the spherical variogram model. This parameter is only used if Ordinary Kriging is selected (IMETHOD=3) and two structures have been specified (NSTRUCT=2). | No | 100 | 0.000001,+ | Undefined |
ST2RANG3 | Variogram range (ie A value) in the Z direction of the second structure of the spherical variogram model. This parameter is only used if Ordinary Kriging is selected (IMETHOD=3) and two structures have been specified (NSTRUCT=2). | No | 100 | 0.000001,+ | Undefined |
PARENT | Flag to control parent cell estimation: 0: estimate a grade for each individual subcell. 1: estimate a grade for the parent cell and assign that grade to all subcells lying within the parent cell. | No | 0 | 0,1 | 0,1 |
XPOINTS | Number of discretisation points in the X direction. Discretisation points are used to simulate each cell or subcell for the purpose of grade estimation. They are only used for Inverse Power of Distance (IMETHOD=2) and Ordinary Kriging (IMETHOD=3) estimation methods. If Inverse Power of Distance is used then XPOINTS, YPOINTS and ZPOINTS may all be 1, and so the subcell is represented by a single point at its centre. If Ordinary Kriging is used then the total number of discretisation points (XPOINTS x YPOINTS x ZPOINTS) must be greater than or equal to 2. | No | 3 | 1,6 | 1,2,3,4,5,6 |
YPOINTS | Number of discretisation points in the Y direction. Discretisation points are used to simulate each cell or subcell for the purpose of grade estimation. They are only used for Inverse Power of Distance (IMETHOD=2) and Ordinary Kriging (IMETHOD=3) estimation methods. If Inverse Power of Distance is used then XPOINTS, YPOINTS and ZPOINTS may all be 1, and so the subcell is represented by a single point at its centre. If Ordinary Kriging is used then the total number of discretisation points (XPOINTS x YPOINTS x ZPOINTS) must be greater than or equal to 2. | No | 3 | 1,6 | 1,2,3,4,5,6 |
ZPOINTS | Number of discretisation points in the Z direction. Discretisation points are used to simulate each cell or subcell for the purpose of grade estimation. They are only used for Inverse Power of Distance (IMETHOD=2) and Ordinary Kriging (IMETHOD=3) estimation methods. If Inverse Power of Distance is used then XPOINTS, YPOINTS and ZPOINTS may all be 1, and so the subcell is represented by a single point at its centre. If Ordinary Kriging is used then the total number of discretisation points (XPOINTS x YPOINTS x ZPOINTS) must be greater than or equal to 2. | No | 3 | 1,6 | 1,2,3,4,5,6 |
XSUBCELL | Number of subcells per parent cell to be created in the X direction. This only applies if there are no cells in the input prototype model PROTO, and therefore cells (and subcells) are created by the GRADEprocess. | No | 1 | 1,20 | 1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20 |
YSUBCELL | Number of subcells per parent cell to be created in the Y direction. This only applies if there are no cells in the input prototype model PROTO, and therefore cells (and subcells) are created by the GRADEprocess. | No | 1 | 1,20 | 1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20 |
ZSUBCELL | Number of subcells per parent cell to be created in the Z direction. This only applies if there are no cells in the input prototype model PROTO, and therefore cells (and subcells) are created by the GRADEprocess. | No | 1 | 1,20 | 1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20 |
Display control: 0: minimum output including progress message. 1: as 0 plus details of input parameters. 2: as 1 plus display of each cell value. | No | 0 | 0,2 | 0,1,2 |
Notes
Only one grade field can be interpolated at a time. ESTIMA should be used when multiple grade fields need to be interpolated at a time.
Example
!GRADE &PROTO(rockmod),&IN(samples),&MODEL(grademod),*X(XPT),*Y(YPT),
*Z(ZPT),*VALUE(AU),*LENGTH(LENGTH),@SDIST1=100.0,
@SDIST2=100.0,@SDIST3=100.0,@SANGLE1=0.0,@SAXIS1=3.0,
@SANGLE2=0.0,@SAXIS2=1.0,@SANGLE3=0.0,@SAXIS3=3.0,
@MINNUM=3.0,@MAXNUM=20.0,@MINOCT=0.0,@MINPEROC=1.0,
@MAXPEROC=0.0,@IMETHOD=2.0,@POWER=2.0,@NSTRUCT=1.0,
@NUGGET=0.0,@ST1VAR=1.0,@ST1RANG1=100.0,@ST1RANG2=100.0,
@ST1RANG3=100.0,@ST2VAR=1.0,@ST2RANG1=100.0,@ST2RANG2=100.0,
@ST2RANG3=100.0,@PARENT=0.0,@XPOINTS=3.0,@YPOINTS=3.0,
@ZPOINTS=3.0,@XSUBCELL=1.0,@YSUBCELL=1.0,@ZSUBCELL=1.0
Error and Warning Messages
Message | Description | Solution |
|
|
|
|
|
|
