Difference between revisions of "SMT201 AY2019-20G2 Ex2 JerryTohvan"
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style='color:windowtext'>AHP Scoring Framework for Accounting Factors</span></span></p> | style='color:windowtext'>AHP Scoring Framework for Accounting Factors</span></span></p> | ||
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style='color:windowtext'>Weighing AHP Scores into QGIS Raster Calculator</span></span></p> | style='color:windowtext'>Weighing AHP Scores into QGIS Raster Calculator</span></span></p> | ||
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style='color:windowtext'>Reclassifying Raster Values using SAGA's Plugin for Degrees of Suitability</span></span></p> | style='color:windowtext'>Reclassifying Raster Values using SAGA's Plugin for Degrees of Suitability</span></span></p> | ||
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− | Lastly, we use the SAGA's Plugin to classify the degree of suitability unto 3 groups. Decimal 0 - 0.59 as not suitable location, 0.6 - 0.69 as good location, and 0.7 - 1 (inclusive) will the the best | + | Lastly, we use the SAGA's Plugin to classify the degree of suitability unto 3 groups. Decimal 0 - 0.59 as not suitable location, 0.6 - 0.69 as good location, and 0.7 - 1 (inclusive) will the the best scenario. |
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style='color:windowtext'>Suitability Map Overview</span></span></p> | style='color:windowtext'>Suitability Map Overview</span></span></p> | ||
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+ | In this analysis for the quarantine centre land suitability. We used both the AHP weighting factor and also the simple standardised binary model at the raster calculator process in deriving locations. The simple standardised binary model was generated by performing an XOR method unto the different factor binary layer through multiplication. A case where a pixel (one area measurement of 5 x 5 m) has 0 value on its factor will be derived as a non preferable location. Next, the generated raster was transformed into a polygon through the Raster's Poligonize (Raster to Vector) function. 0 values pixels were eliminated thus only showing polygons that has 1 binary value or we take it as best location where it has meet all the given scenario as indicated by the orange polygon in Figure XIX. Next | ||
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+ | On the other hand, the AHP weigthed binary model was visualised using a singleband pseudocolour where the best location (Metric value of 3) is indicated by the bright green zone and the good location (Metric location 2) was indicated by the lighter green pixel. | ||
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Revision as of 10:44, 4 November 2019
Contents
Part 1: Study Area Map Components
FIGURE I
Study Area Map Components
Firstly, the above summarises an overview of the study area and its map components we want to consider in this suitability land analysis for the Communicable Disease Quarantine Centre in Bukit Gombak.
FIGURE II
Target Road Map
Figure II shows Bukit Gombak's Road Network that will be accounted in as an Accesibility factor in weighing the location suitability.
FIGURE III
Target Building Map
Figure III shows Bukit Gombak's Buildings that will be accounted in as an Health Risk factor in weighing the location suitability. We want the Disease Quarantine Centre to be further away from residential in order to ensure safe-zone. Health Risk factor will be prioritised as for the very fact that a Quarantine Centre exists, to ensure no further disease spreading. Bukit Gombak has mostly residential areas in its'subzone.
FIGURE III
Target Natural Features Map
FIGURE IV
Incomplete Waterway Target Inclusion. Applying buffering and merging of polygons in QGIS.
Figure IV shows Bukit Gombak's Natural Features that will be accounted in as an Natural Conservation factor in weighing the location suitability. The Natural features includes forest, park, water, and also waterway(canal, drain, stream). Waterway polygon was merged into the natural features in order to account in medium of disease transmission that could potentially cause disease spreading. We account this as risk factor that needed to be considered.
FIGURE V
Digital Elevation Map
Figure V shows Bukit Gombak's Elevation Map that will be accounted in as an Economical factor in weighing the location suitability. Most projects will always assess its cost in building. In estimation, slope inclination of about 15 degrees and beyond could add further costs to increase significantly as the risks become greater and the work becomes more difficult to build.
Part 2: Study Area Proximity Maps
FIGURE VI
Accessibility Factor: Road Proximity Map
After target map elements have been rasterised. We perform the raster proximity distance on its layer and apply binary model classification on all the factor layers. The legend of Proximity map layer indicates that the furthest distance from the roads is 796.304 metres.
FIGURE VII
Health Risk Factor: Building Proximity Map
Applying the same methods used on road proximity map, The legend of Proximity map layer indicates that the furthest distance from the buildings is 910 metres.
FIGURE VIII
Natural Conservation Factor: Natural Features Proximity Map
Next, the Figure VIII shows the Natural Features Proximity Map where the legend of Proximity map layer indicates that the furthest distance from the natural features is 948.117 metres.
FIGURE IX
Economic Factor: Slope Layer
Lastly, Figure IX shows the slope layer. The legend of Slope layer shows that the minimum and maximum values of the slope values are 0 and 34.5339 degrees respectively.
Criterion Scores for Map Components
FIGURE X
Accesibility Factor: Road Binary & Criteria Score
Figure X includes the accesibility binary model, where we prefer location under 200 m.
FIGURE XI
Health Risk Factor: Building Binary & Criteria Score
The Figure XI includes the health risk binary model where we prefer that buildings are 250 meters away from the Disease Quarantine Centre.
FIGURE XII
Natural Conservation Factor: Natural Features Binary & Criteria Score
Next, Figure XII includes the natural conservation risk binary model, where we prefer public natural features and waterways are 200 meters away from the centre.
FIGURE XIII
Economical Factor: Slope Binary & Criteria Score
Lastly, Figure XIII includes the economical factor binary model,where we locations where slope inclination is below or equal to 15 degrees.
Analytical Hierarchical Process Input Matrix & Approach
FIGURE XIV
SCB Associates' AHP Scoring Framework
The Analytical Hierachy Process provides a framework to assist the prioritisation of different factors in decision making. The method applies the pairwise comparison by evaluating relative importance of 2 factors. The matrix mathematics was applied in deriving appropriate weighting ratio by ensuring consistency ratio (consistency index/ratio index) is equal or less than 10%. Figure XIV shows the Pairwise comparson matrix's fundamental scale used.
FIGURE XV
AHP Scoring Framework for Accounting Factors
Next, we evaluate each factor with the corresponding grading scale in which the SCB's AHP model with automatically compute its consistency ratio. In summary, the priority that we will aim will be ensuring firstly that health risk is minimal. Second, the economic factor has to be reasonable as government facilities are built upon contribution of Singapore's citizen, thus we need to be accountable with every cent that we spent in developing the quarantine centre. Third, Natural Conservation comes next and Road Accessibility as the last priority. It would have been the best scenario to get the best of everything. However, when dealing in what we called as a VUCA world we live in, we have to be reasonable in determining whats a higher priority to be considered.
FIGURE XVI
AHP Results
The above reference listed on Figure XVI lists a summary of the AHP result. The desired consistency consistency rating was achieved thus we will proceed by applying this to the Binary model in identifying non-preferable location, good location, and best location based on this weighthing ratio.
FIGURE XVII
Weighing AHP Scores into QGIS Raster Calculator
Based on the derived factors ratio, we plot a binary raster model by computing ratio of the different factor binary models. Since each binary factor model uses a binary scale of 0 or 1. By applying the weighting scale, we will achieve a decimal metric of different preference where nearing number 1 will be the best case scenario.
FIGURE XVIII
Reclassifying Raster Values using SAGA's Plugin for Degrees of Suitability
Lastly, we use the SAGA's Plugin to classify the degree of suitability unto 3 groups. Decimal 0 - 0.59 as not suitable location, 0.6 - 0.69 as good location, and 0.7 - 1 (inclusive) will the the best scenario.
Recommendation
FIGURE XIX
Suitability Map Overview
In this analysis for the quarantine centre land suitability. We used both the AHP weighting factor and also the simple standardised binary model at the raster calculator process in deriving locations. The simple standardised binary model was generated by performing an XOR method unto the different factor binary layer through multiplication. A case where a pixel (one area measurement of 5 x 5 m) has 0 value on its factor will be derived as a non preferable location. Next, the generated raster was transformed into a polygon through the Raster's Poligonize (Raster to Vector) function. 0 values pixels were eliminated thus only showing polygons that has 1 binary value or we take it as best location where it has meet all the given scenario as indicated by the orange polygon in Figure XIX. Next
On the other hand, the AHP weigthed binary model was visualised using a singleband pseudocolour where the best location (Metric value of 3) is indicated by the bright green zone and the good location (Metric location 2) was indicated by the lighter green pixel.
FIGURE XX
Qualitative Analysis: Zooming into Possible Region Using Google's Satelitte
FIGURE XXI
Making Recommendation based on Availibity of Land