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| geoscene3d:tools:registering_and_using_images_in_geoscene3d [2020/12/10 14:28] – [Load the images to GeoScene3D] gs3d | geoscene3d:tools:registering_and_using_images_in_geoscene3d [2021/01/06 19:12] (current) – external edit 127.0.0.1 |
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| ====== Registering and using images in GeoScene3D ====== | ====== Registering and using images in GeoScene3D ====== |
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| | {{vimeo>491569772?large&autoplay|Video Tutorial}} |
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| ==== Introduction ==== | ==== Introduction ==== |
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| It is possible to register images in GeoScene3D and use them both for visualization and for use in a modeling process.\\ | It is possible to register images in GeoScene3D and use them both for visualization and for use in a modeling process.\\ |
| This can be an easy way to bring in analog data, i.e. scanned documents, photos etc, and use then in the modeling process or for purely visualization. Here a couple of examples:\\ | This can be an easy way to bring in analog data, i.e. scanned documents, photos etc, and use them in the modeling process or for purely visualization. Here a couple of examples:\\ |
| This image is an archeological cross section shown in 3D,\\ | This image is an archeological cross section shown in 3D,\\ |
| | {{:geoscene3d:tools:bba4a69f510fb0d77eda0ae1244623d3.png}}\\ |
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| and a log from a geotechnical borehole investigation.\\ | and a log from a geotechnical borehole investigation.\\ |
| | {{:geoscene3d:tools:1db925ff847a6a060e0575b369e0e595.png}}\\ |
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| These datatypes can be expensive to digitize fully, but with the minor effort of registering the images in X, Y, Top and Bottom, the data can be used in GeoScene3D for visualization and modeling.\\ | These datatypes can be expensive to digitize fully, but with the minor effort of registering the images in X, Y, Top and Bottom, the data can be used in GeoScene3D for visualization and modeling.\\ |
| To prepare for the use in GeoScene3D, you need to register the images in space. The images need to be in a raster of bitmap format in the following formats: jpg, png, tiff, gif, bmp.\\ | To prepare for the use in GeoScene3D, you need to register the images in space. The images need to be in a raster of bitmap format in the following formats: jpg, png, tiff, gif, bmp.\\ |
| The registration must be put into a database with the following structure:\\ | The registration must be put into a database with the following structure:\\ |
| | {{:geoscene3d:tools:963b9d39ef4be2d14b98afec6c79d685.png}}\\ |
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| The following fields in the database table are used:\\ | The following fields in the database table are used:\\ |
| **TopElev**: The top elevation of the image – the top edge of the image - needs to be a number and double.\\ | **TopElev**: The top elevation of the image – the top edge of the image - needs to be a number and double.\\ |
| **BotElev**: The bottom elevation of the image – the bottom edge of the image - needs to be a number and double.\\ | **BotElev**: The bottom elevation of the image – the bottom edge of the image - needs to be a number and double.\\ |
| **URL**: URL points to the location of the images. The field should be text. | **URL**: URL points to the location of the images. The field should be text.\\ |
| | {{:geoscene3d:tools:b91a4e696e7589f42e78d0db39e3ad05.png}} |
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| A template database, called “MetaPlane_Empty.mdb” is in included in the installation within the Template folder. | A template database, called “MetaPlane_Empty.mdb” is in included in the installation within the Template folder. |
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| **Geo-referencing the images** | |
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| \\ | ==== Geo-referencing the images ==== |
| To be sure that the image fits in the topography it is important to get the right dimension of the image. The dimension of the image is from the top of the image (top of paper) to the bottom of the image. This is important to note, it’s the top/bottom of the whole image, including headers and margins that must be registered.\\ | To be sure that the image fits in the topography it is important to get the right dimension of the image. The dimension of the image is from the top of the image (top of paper) to the bottom of the image. This is important to note, it’s the top/bottom of the whole image, including headers and margins that must be registered.\\ |
| One way to do this is by opening the image in an image editor. I this example Microsoft Paint is used. Here it’s possible to put X and Y axis on. The axis can help to get the right dimension of the image.\\ | One way to do this is by opening the image in an image editor. I this example Microsoft Paint is used. Here it’s possible to put X and Y axis on. The axis can help to get the right dimension of the image.\\ |
| See the following figures. | See the following figures. |
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| **Left**: The image opened in Paint to get the right dimensions of it.\\ | **Left**: The image opened in Paint to get the right dimensions of it.\\ |
| **Right**: The image is now loaded to GeoScene3D and the elevation fits. | **Right**: The image is now loaded to GeoScene3D and the elevation fits. |
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| | {{:geoscene3d:tools:c56338e0e5070691c53001d01b1cad4f.png}}{{:geoscene3d:tools:a73d1499f89e533948e356f2e08d895a.png}} |
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| The red bar in the left side of the figure below illustrates the dimension of that image. The log goes from 0 to 5 meters. 1 meter on the log is 60 units in Paint. The whole image is 890 units long. That gives 14.8 meter equal to the size of the image in meters. The top elevation to put in the database is therefore equal to the elevation of the topography. You might have to set the top elevation a little higher to get the beginning of the log to be at the same level as the topography. The bottom elevation is the topography elevation minus 14.8 meters. | The red bar in the left side of the figure below illustrates the dimension of that image. The log goes from 0 to 5 meters. 1 meter on the log is 60 units in Paint. The whole image is 890 units long. That gives 14.8 meter equal to the size of the image in meters. The top elevation to put in the database is therefore equal to the elevation of the topography. You might have to set the top elevation a little higher to get the beginning of the log to be at the same level as the topography. The bottom elevation is the topography elevation minus 14.8 meters. |
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| ==== Load the images to GeoScene3D ==== | ==== Load the images to GeoScene3D ==== |
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| {{:geoscene3d:tools:f67f7f8a5dfd42dab64051b377f3a051.png}}\\ | {{:geoscene3d:tools:4c70daae97b43d2c1151e4a07b4e2896.png}}\\ |
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| Open the Add Data Wizard\\ | Open the Add Data Wizard\\ |
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