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Mill techonology

 

The mill data set consisted of the total pulp and paper production capacities, the number of paper machines, the number of coaters and the percentage of total production of different pulp and paper types for each mill. The components are presented in table 5.5. They were augmented by the data histograms from the paper machine and pulp line maps. For each mill the two data histograms were constructed using the paper machines and pulp lines in that particular mill. To emphasize the importance of high capacity the histograms were weighted by the production capacities of the machines/lines. After this the histograms were smoothed by convoluting them with a symmetric vector [0.3, 1, 0.3]gif. Finally the histograms were normalized.

   figure1438
Figure 5.4: On the left side three different histograms 1,2 and 3. Since in the SOM similar vectors are projected to close lying map units, the histograms 1 and 2 should be more similar than histograms 1 and 3. However, using euclidian distance between histograms this is not so. Instead the quantization errors (QE) are equal. This is corrected by convoluting the histograms with a symmetric matrix as seen on the right side.

All in all the technology data set consisted of 4205 75-dimensional vectors each corresponding to one mill. A 40x25-sized SOM was trained with this data. The quantization error for the map was tex2html_wrap_inline3572 , topological quantization error tex2html_wrap_inline3574 and the topographic error tex2html_wrap_inline3576 .

The u-matrix of the mill-technology map is shown in figure 5.5 and the component planes in figure 5.6. Several correlations between components can be seen from the component plane representation, such as that the mills with high paper production capacity usually also have a high pulp production and that newsprint production corresponded to high thermomechanical pulp production. Of special interest are correlations between different pulp and paper types and the distribution of values in the components corresponding to the low level maps (pm1-20, pulp1-20). From figure 5.6 it can also be seen that for some components the high values were divided between clearly different types of mills. For example there are two types of mills that produce chemimechanical pulp: those that also produce wood containing paper and those that concentrate purely on producing pulp.

An analysis of mill-types was performed by first dividing the map into 31 initial clusters. After this all components were separated to three ranges and it was investigated which clusters had component values in the two highest thirds. Finally each cluster was examined to see what kind of mill-type it corresponded to. During this procedure some of the initial clusters were combined. For example the SMALLIND cluster was combined from several initial clusters corresponding to mills producing various industrial papers. The only truely separating factor between the initial clusters was that they received data from different units of the paper machine map: units 13 - 20 corresponding to old and small paper machines. The cluster analysis resulted in the 20 different mill-types described in table 5.6.

A couple of important notices are in place here. Firstly, the set of 20 mill-types is by no means definitive. Depending on the desired precision also several other clusters could be extracted from the map. For example the PULP cluster can be divided into three subtypes based on the pulp type and the production capacity. Secondly, the clustering is heavily influenced by the choice and scaling of the components. The mill-types achieved in this study reflect only the information present in the used data components. By changing part of the components, or even scaling them differently, a different set of mill-types could be achieved. Thirdly, the analysis made so far details the different clusters only in very sketchy terms. To get a better view of the different types, performing a more detailed in-cluster or in-type analysis would be beneficial.

   figure1452
Figure: The u-matrix of the mill-technology map. Black corresponds to high value of the u-matrix, white to small value. The mill types have been marked on the map with red lines and labeled as in table 5.6.

 

 
Component value range M.D. tex2html_wrap_inline3522
Paper production ( tex2html_wrap_inline3534 ) 0 - 1260 79 40
Paper machines 0 - 15 1.2 1
Coaters 0 - 12 0.48 0.4
Newsprint % 0 - 100 6.7 4
Print/write paper % 0 - 100 32 10
Woodfree (WF) paper % 0 - 100 29 10
Uncoated WF paper % 0 - 100 24 10
Coated WF paper % 0 - 100 6.7 4
Wood containing (WoodC) paper % 0 - 100 6.0 3
Uncoated WoodC paper % 0 - 100 4.0 3
Coated WoodC paper % 0 - 100 2.2 2
Industial papers % 0 - 100 20 20
Wrapping paper % 0 - 100 21 20
Cartonboard % 0 - 100 22 20
Linerboard % 0 - 100 15 10
Fluting % 0 - 100 14 10
Tissue % 0 - 100 20 10
Other papers % 0 - 100 17 10
Pulp production ( tex2html_wrap_inline3534 ) 0 - 1075 77 20
Chemical pulp % 0 - 100 34 7
Unbleached sulphate (Sa) % 0 - 100 9.2 5
Semibleached Sa % 0 - 100 0.59 0.5
Bleached Sa % 0 - 100 12 6
Unbl. sulphite (Si) % 0 - 100 1.5 1
Semibl. Si % 0 - 100 0.076 0.7
Bleached Si % 0 - 100 2.2 2
Chemimechanical pulp % 0 - 100 2.4 2
Chemi-thermomechanical pulp (CTmp) % 0 - 100 1.6 1
Mechanical pulp % 0 - 100 13 5
Groundwood % 0 - 100 9.8 5
Refiner mechanical pulp (Rmp) % 0 - 100 0.65 0.6
Thermomechanical pulp (Tmp) % 0 - 100 2.7 1
Deinked waste paper (Dewa) % 0 - 100 14 3
Disperged waste paper (Diwa) % 0 - 100 4.9 2
Semichemical pulp % 0 - 100 4.2 2
Table: Mill data set components. The second row gives the range of values for the component. The third gives the mean deviation of the component (M.D.) and the fourth component the mean deviation of the data projected on the map.

   figure1469
Figure 5.6: The paper production (a), pulp production (b), paper machines (c) and pulp lines (d) related component planes of the mill-technology map. For each component the black corresponds to the highest value and white to the smallest.

 

 
TYPE Description
UNCWF Uncoated woodfree paper, either new big machines or older and smaller.
SMALLIND Various industrial papers, machines old and small.
TISSUE Tissue paper, average wirelength and speed.
DEWA Some tissue paper, but especially high deinked waste paper usage.
COWF Many coaters, coated woodfree paper, machines of average capacity and speed.
PMS Many paper machines including some high capacity paper machines, uncoated woodfree but also various industrial papers, unbleached and semibleached sulphite pulp.
DIWA Cartonboard, linerboard and fluting papers, disperged waste paper for pulp.
BLWF Uncoated woodfree paper, bleached chemical pulp from wood fibre.
BIG High capacity, many machines and coaters, woodfree paper or linerboard, pulp is chemical (sulphate), machines are big.
WRLI Wrapping paper and linerboard, unbleached sulphate pulp, big paper machines.
MECH Various industrial papers, pulp is unbleached and mechanical: groundwood or rmp.
AVEIND Cartonboard, linerboard and fluting paper, average capacity machines.
FLUT Fluting paper, semichemical unbleached pulp, average capacity paper machines.
WOODC Wood containing paper, chemimechanical or mechanical pulp from wood fibre, average capacity paper machines.
NEWS High paper capacity: newsprint, thermomechanical pulp, high capacity paper machines and pulp lines.
PULP No paper production, but large pulp production, high capacity pulp lines, big market percentage.
CARTON Cartonboard and other papers, big weight in paper machines.
LINFL1 Linerboard and fluting paper, small to average sized machines.
LINFL2 Linerboard and fluting paper, high capacity machines.
BIGIND Cartonboard, wrapping, tissue and other papers, high capacity machines.
Table: Pulp and paper mill types. The clusters refer to the areas marked on the u-matrix of the mill-technology map in figure 5.5.


Since the neighboring units of the SOM have similar data items projected to them, the histograms (1) and (2) in figure 5.4 should be considered more similar than histograms (1) and (3).


next up previous contents
Next: Geographical areas Up: Pulp and paper technology Previous: Paper machines and pulp

Juha Vesanto
Tue May 27 12:40:37 EET DST 1997