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tutorials:adddata:surfaces [2020/01/07 13:27] – [Step 1. Open Add Data Wizard] gs3dtutorials:adddata:surfaces [2020/03/25 11:07] (current) – removed gs3d
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-====== Adding Surfaces ====== 
- 
-This tutorial will show how to add grid surfaces from a Surfer grid file source. 
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-==== Requirements ==== 
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-=== Module === 
- 
-FIXME 
- 
-=== Data === 
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-1. Open any project, e.g, the project you created in the tutorial:[[:tutorials:setup:newproj|Creating a New Project]].\\ 
-2. You also need a .grd file locally on your computer. In this tutorial we add a surface interpolated using the algorithms kriging and Inverse Distance Weighting respectively, and in the end comparing the two surfaces. 
- 
- 
-==== Step 1. Open Add Data Wizard ==== 
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-1. Press the "Add Data Wizard" button {{:tutorials:adddata:22f17075af3e9427a92f128948fae084.png}}, to open the Add Data Wizard.\\ 
-{{:tutorials:adddata:d3957b08f1dd6dd4d30c7fa986a8c95f.jpg}}\\ 
-\\ 
-2. Press "Next" to go to the "Select Source" page.\\ 
-3. Open the grid file "KGL_Kriging.grd".\\ 
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?nolink& \\ 
-\\ 
-4. Press "Next" to go to the "Finish" page\\ 
-5. Type a name for the new object.\\ 
-6. Define key object node in the Object Manager, in this case "Surfaces"\\ 
-7. Press "Finish"\\ 
-{{:tutorials:adddata:055094d55942402f10c0c96acd608ec0.jpg}}\\ 
-\\ 
-8. The KGL_Kriging will show in the Object Manager under "Surfaces" and will appears in the 3D camera window as in image below.\\ 
-{{:tutorials:adddata:35bcb078f6903b712f61ae1afb566b8b.jpg}} 
- 
- 
-==== Step 2. Color Scale ==== 
- 
-1.   Right click the surface in 3D and select "Object Properties" from the menu to open the Surface properties dialog.\\ 
-2.   Go to the "Material" tab.\\ 
-3.   In the "Surface Bitmap Mode" box select "Color Scale" in the dropdown list and keep the default resolution of 1024.\\ 
-4.   Press the "Color Scale..." button to show the "Color Scale Editor".\\ 
-5.   Press the "Predefined" button and select the color scale "Elevation Of Good Conductor".\\ 
-6.   Press "OK" to close the "Color Scale Editor".\\ 
-7.   Press "OK" to close the "Surface" editor. 
- 
-==== Step 3. Add Another Surface ==== 
- 
-1.   Repeat Steps 1 using the file "KGL_InvDist.grd". Name the object "IDW". 
- 
-==== Step 4. Results; Compare the Two Surfaces ==== 
- 
-1.   Make all other surfaces except the two we just added invisible (uncheck in the Object Manager tree).\\ 
-2.   Move the camera up or down to roughly the same elevation as the two surfaces.\\ 
-3.   Press CTRL+I to increase near plane cut off for the camera. You should be able to see the difference between the two surfaces clearly. Press CTRL+U to decrease the offset.\\ 
-4.   This illustrates the difference between the interpolation algorithms "Inverse Distance Weighting" and "Kriging". It is important to decide which surface further interpreting is made from. 
- 
  

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