diff --git a/Code/examples/scalar/2D/erosion_dilation_image_old_2D.py b/Code/examples/scalar/2D/erosion_dilation_image_old_2D.py new file mode 100644 index 0000000..a13c9d5 --- /dev/null +++ b/Code/examples/scalar/2D/erosion_dilation_image_old_2D.py @@ -0,0 +1,113 @@ +import os + +import numpy as np +import matplotlib.pyplot as plt +from PIL import Image +from pathlib import Path +from time import process_time + +from spomso.cores.helper_functions import generate_grid, smarter_reshape, hard_binarization +from spomso.cores.geom_2d import PointCloud2D +from spomso.cores.geom import Points + +# ---------------------------------------------------------------------------------------------------------------------- +# PARAMETERS + +# size of the volume +co_size = 4, 4 +# resolution of the volume +co_resolution = 400, 400 + +show = "FIELD" # BINARY, FIELD +show_midplane = True + +# ---------------------------------------------------------------------------------------------------------------------- +# COORDINATE SYSTEM +coor, co_res_new = generate_grid(co_size, co_resolution) + +# ---------------------------------------------------------------------------------------------------------------------- +# CREATE SDFs + +start_time = process_time() + +# import an image from a directory and convert the image to greyscale +image_file_name = "dilation_erosion.png" +spomso_dir = Path(os.getcwd()).resolve().parents[2] +image_path = os.path.join(spomso_dir, "Files", "test_images", image_file_name) +image = Image.open(image_path).convert("LA") + +# display the greyscale image +plt.imshow(image, cmap="binary_r") +plt.show() + +# create a point cloud object +points = Points([]) +# extract the point cloud from the greyscale image (first parameter) +# all the pixels in the image with a brightness value below the binary threshold (third parameter) +# are included in the point cloud +# and the positions of the points are calculated from the specified image size (second parameter) +points.from_image(image, (3, 1.5), binary_threshold=0.5) +cloud = points.cloud + +# create an SDF from the point cloud +final = PointCloud2D(cloud) +# give the lines a thickness of 0.01 +final.onion(0.01) + +# evaluate the SDF of the geometry to create a signed distance field 2D map +final_pattern = final.create(coor) + +end_time = process_time() +print("Evaluation Completed in {:.2f} seconds".format(end_time-start_time)) + +# ---------------------------------------------------------------------------------------------------------------------- +# BINARIZATION +# Convert the distance field to a binary voxel map +# where 1 corresponds to the interior and 0 to the exterior of the geometry. + +if show_midplane: + field = smarter_reshape(final_pattern, co_resolution) + if show=="BINARY": + pattern_2d = hard_binarization(field, 0) + +if show=="BINARY": + pattern = hard_binarization(final_pattern, 0) + +# ---------------------------------------------------------------------------------------------------------------------- +# PLOT + +print("Drawing results...") +# Mid-plane cross-section plot +if show_midplane and show=="BINARY": + fig, ax = plt.subplots(1, 1, figsize=(8.25, 8.25)) + ax.imshow(pattern_2d[:, :].T, + cmap="binary_r", + extent=(-co_size[0]/2, co_size[0]/2, + -co_size[1]/2, co_size[1]/2), + origin="lower" + ) + ax.grid() + + fig.tight_layout() + plt.show() + +if show_midplane and show == "FIELD": + fig, ax = plt.subplots(1, 1, figsize=(8.25, 8.25)) + print(field.shape) + ax.imshow(field[:, :].T, + cmap="binary_r", + extent=(-co_size[0] / 2, co_size[0] / 2, + -co_size[1] / 2, co_size[1] / 2), + origin="lower" + ) + cs = ax.contour(coor[0].reshape(co_res_new[0], co_res_new[1]), + coor[1].reshape(co_res_new[0], co_res_new[1]), + field[:, :], + cmap="plasma_r", + linewidths=2) + ax.clabel(cs, inline=True, fontsize=10) + ax.grid() + fig.tight_layout() + plt.show() + + diff --git a/Code/examples/scalar/2D/hourglass_2D.ipynb b/Code/examples/scalar/2D/hourglass_2D.ipynb index 761b4da..08274a6 100644 --- a/Code/examples/scalar/2D/hourglass_2D.ipynb +++ b/Code/examples/scalar/2D/hourglass_2D.ipynb @@ -1 +1 @@ -{"cells":[{"cell_type":"markdown","metadata":{"id":"IlxGNwueYW2T"},"source":["This notebook goes through how to create a **segmented line** and **convert** it into a **polygon**."]},{"cell_type":"markdown","metadata":{"id":"CWM1egFwQhDE"},"source":["# IMPORTS"]},{"cell_type":"code","execution_count":1,"metadata":{"id":"07wjyYEjPF8J"},"outputs":[],"source":["import matplotlib.pyplot as plt\n","\n","from spomso.cores.helper_functions import generate_grid, smarter_reshape\n","from spomso.cores.post_processing import hard_binarization\n","from spomso.cores.geom_2d import SegmentedParametricCurve, SegmentedLine"]},{"cell_type":"markdown","metadata":{"id":"1ZWxXsAiQoaM"},"source":["# PARAMETERS"]},{"cell_type":"code","execution_count":2,"metadata":{"id":"4viZLfMcQrWw"},"outputs":[],"source":["# size of the volume\n","co_size = 4, 6\n","# resolution of the volume\n","co_resolution = 400, 600\n","\n","show = \"FIELD\" # BINARY, FIELD\n","show_midplane = True"]},{"cell_type":"markdown","metadata":{"id":"ic8FRlxoQuua"},"source":["# COORDINATE SYSTEM"]},{"cell_type":"markdown","metadata":{"id":"9SAAXk2zZ9l1"},"source":["Point cloud of coordinates is created with the **generate_grid** function, which takes the size of the coordinate system and the number of points in each direction (**co_resolution**)."]},{"cell_type":"code","execution_count":3,"metadata":{"id":"4x_X-ukyQtsK"},"outputs":[],"source":["coor, co_res_new = generate_grid(co_size, co_resolution)"]},{"cell_type":"markdown","metadata":{"id":"tNcPDTxAaaCR"},"source":["If there is an even number of points along any direction the function will automatically convert it to an odd number, therefore the origin is always included in the point cloud. The point cloud is a numpy.ndarray with a shape of **(D, N)**, where **D** is the number of dimensions and **N** is the number of data points."]},{"cell_type":"markdown","metadata":{"id":"TAypNyp1QzXK"},"source":["# CREATE SDFs"]},{"cell_type":"markdown","metadata":{"id":"VwpbvWvA6E-N"},"source":["There are two ways how to evaluate a **segmented line**.\n","The parametric approach allows us to calculate the SDF for only a section of the **segmented line**.\n","The non-parametric approach calculates the SDF of the whole **segmented line**."]},{"cell_type":"code","execution_count":4,"metadata":{"id":"hZKKmmGw6gCO"},"outputs":[],"source":["parametric_evaluate = True"]},{"cell_type":"markdown","metadata":{"id":"E_46V_rI6kW3"},"source":["The **closed segmented line** can also be converted into a **polygon**. Where the enclosed area will be on the inside of the **polygon**."]},{"cell_type":"code","execution_count":5,"metadata":{"id":"QOQVpMw760l1"},"outputs":[],"source":["polygon = True"]},{"cell_type":"markdown","metadata":{"id":"fX2Xvmq062Yf"},"source":["First the **vertices** (**points**) of the **segmented line** must be defined:"]},{"cell_type":"code","execution_count":6,"metadata":{"id":"HiEzZ8Al68Lv"},"outputs":[],"source":["points = [[-1, -2, 0], [1, 2, 0], [-1, 2, 0], [1, -2, 0]]"]},{"cell_type":"markdown","metadata":{"id":"8IZTroAaRzsk"},"source":["Create a **segmented line** from the **points**. The **line** is **closed** on itself by setting **closed=True**."]},{"cell_type":"code","execution_count":7,"metadata":{"id":"ep-6FafnRpYS"},"outputs":[],"source":["if parametric_evaluate:\n"," spc = SegmentedParametricCurve(points, (0, 4, 200), closed=True)\n","else:\n"," spc = SegmentedLine(points, closed=True)"]},{"cell_type":"markdown","metadata":{"id":"7_BioVOg9Goa"},"source":["The second parameter in the **SegmentedParametricCurve** denotes the range of points for which the **segmented line** will be evaluated. In this case from the position of the first (**0**) point to the position of the last (**4**) in **200** steps. The first two numbers can also be *floats*."]},{"cell_type":"markdown","metadata":{"id":"NFKcmRl1-k5S"},"source":["Since the **segmented line** is closed it can be converted into a **polygon** (works only if the line is closed):"]},{"cell_type":"code","execution_count":8,"metadata":{"id":"VJkkTs_e-hZU"},"outputs":[],"source":["if polygon:\n"," spc.polygon()"]},{"cell_type":"markdown","metadata":{"id":"HF6vQ3tG_KkO"},"source":["To get the **sign/interior** of a SDF:"]},{"cell_type":"code","execution_count":9,"metadata":{"id":"k3Z6F8GN_DyY"},"outputs":[],"source":["spc_sign = spc.sign(direct=True)"]},{"cell_type":"markdown","metadata":{"id":"plUNPGCz_K32"},"source":["The line can be recovered with:"]},{"cell_type":"code","execution_count":10,"metadata":{"id":"iCkyVMu0_EZa"},"outputs":[{"data":{"text/plain":[".new_geo_object(co, *params)>"]},"execution_count":10,"metadata":{},"output_type":"execute_result"}],"source":["spc.boundary()"]},{"cell_type":"markdown","metadata":{"id":"4wdBbaRI_gLB"},"source":["The interior can be recovered with a function:"]},{"cell_type":"code","execution_count":11,"metadata":{"id":"ESlqvVko_fAz"},"outputs":[{"data":{"text/plain":[".new_geo_object(co, *params)>"]},"execution_count":11,"metadata":{},"output_type":"execute_result"}],"source":["spc.recover_volume(spc_sign)"]},{"cell_type":"markdown","metadata":{"id":"IQeVvDL1_Lcf"},"source":["The interior can be redefined with a function:"]},{"cell_type":"code","execution_count":12,"metadata":{"id":"Q-DiQy6o_EIW"},"outputs":[],"source":["# spc.define_volume(some_sign_function, some_sign_function_parameters)"]},{"cell_type":"markdown","metadata":{"id":"KB7IX1vz_ywU"},"source":["In general a **line** or a **curve** can converted into a **surface** by applying **rounding** with some rounding radius, in this case **0.1**:"]},{"cell_type":"code","execution_count":13,"metadata":{"id":"Zoy6lypF_wrr"},"outputs":[],"source":["if not polygon:\n"," spc.rounding(0.1)"]},{"cell_type":"markdown","metadata":{"id":"wHAerhdEVdPC"},"source":["## EVALUATE"]},{"cell_type":"markdown","metadata":{"id":"GUqPQUs8VkEu"},"source":["Evaluate the SDF of the **segmented line** to create a signed distance field 2D map. This is done by calling the **create** method and passing in the point cloud of coordinates:"]},{"cell_type":"code","execution_count":14,"metadata":{"id":"3WABLIwoVihY"},"outputs":[],"source":["segmented_line_pattern = spc.create(coor)"]},{"cell_type":"markdown","metadata":{"id":"j23Up7wjQ7Pk"},"source":["# BINARIZATION"]},{"cell_type":"markdown","metadata":{"id":"xIZvaGEJROhA"},"source":["Convert the distance field to a binary voxel map, where 1 corresponds to the interior and 0 to the exterior of the geometry."]},{"cell_type":"code","execution_count":15,"metadata":{"id":"202DGVqURPDX"},"outputs":[],"source":["if show_midplane:\n"," field = smarter_reshape(segmented_line_pattern, co_resolution)\n"," if show==\"BINARY\":\n"," pattern_2d = hard_binarization(field, 0)"]},{"cell_type":"markdown","metadata":{"id":"Y-m9hiu4Q7bg"},"source":["# PLOT"]},{"cell_type":"code","execution_count":16,"metadata":{"id":"GpEiiSzbQ2gq"},"outputs":[{"name":"stdout","output_type":"stream","text":["Drawing results...\n","(401, 601)\n"]},{"data":{"image/png":"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","text/plain":["
"]},"metadata":{},"output_type":"display_data"}],"source":["print(\"Drawing results...\")\n","# Mid-plane cross-section plot\n","if show_midplane and show==\"BINARY\":\n"," fig, ax = plt.subplots(1,1, figsize=(8.25, 8.25))\n"," ax.imshow(pattern_2d[:, :].T,\n"," cmap=\"binary_r\",\n"," extent=(-co_size[0]/2, co_size[0]/2,\n"," -co_size[1]/2, co_size[1]/2),\n"," origin=\"lower\"\n"," )\n"," ax.grid()\n","\n"," fig.tight_layout()\n"," plt.show()\n","\n","if show_midplane and show == \"FIELD\":\n"," fig, ax = plt.subplots(1, 1, figsize=(8.25, 8.25))\n"," print(field.shape)\n"," ax.imshow(field[:, :].T,\n"," cmap=\"binary_r\",\n"," extent=(-co_size[0] / 2, co_size[0] / 2,\n"," -co_size[1] / 2, co_size[1] / 2),\n"," origin=\"lower\"\n"," )\n"," cs = ax.contour(coor[0].reshape(co_res_new[0], co_res_new[1]),\n"," coor[1].reshape(co_res_new[0], co_res_new[1]),\n"," field[:, :],\n"," cmap=\"plasma_r\")\n"," ax.clabel(cs, inline=True, fontsize=10)\n"," ax.grid()"]}],"metadata":{"colab":{"authorship_tag":"ABX9TyNmpF3hw/9NGkGpVuFu39c8","collapsed_sections":["ic8FRlxoQuua","j23Up7wjQ7Pk","Y-m9hiu4Q7bg"],"provenance":[{"file_id":"1f5dfZFfjA1-hINcFY9VSvsam8WCmHywu","timestamp":1687853340852},{"file_id":"123pE3312rLx4jl4WRh7_0knQxgT55VZG","timestamp":1687852057504}]},"kernelspec":{"display_name":"Python 3","name":"python3"},"language_info":{"codemirror_mode":{"name":"ipython","version":3},"file_extension":".py","mimetype":"text/x-python","name":"python","nbconvert_exporter":"python","pygments_lexer":"ipython3","version":"3.10.1"}},"nbformat":4,"nbformat_minor":0} +{"cells":[{"cell_type":"markdown","metadata":{"id":"IlxGNwueYW2T"},"source":["This notebook goes through how to create a **segmented line** and **convert** it into a **polygon**."]},{"cell_type":"markdown","metadata":{"id":"CWM1egFwQhDE"},"source":["# IMPORTS"]},{"cell_type":"code","execution_count":1,"metadata":{"id":"07wjyYEjPF8J"},"outputs":[],"source":["import matplotlib.pyplot as plt\n","\n","from spomso.cores.helper_functions import generate_grid, smarter_reshape\n","from spomso.cores.post_processing import hard_binarization\n","from spomso.cores.geom_2d import SegmentedParametricCurve, SegmentedLine"]},{"cell_type":"markdown","metadata":{"id":"1ZWxXsAiQoaM"},"source":["# PARAMETERS"]},{"cell_type":"code","execution_count":2,"metadata":{"id":"4viZLfMcQrWw"},"outputs":[],"source":["# size of the volume\n","co_size = 4, 6\n","# resolution of the volume\n","co_resolution = 400, 600\n","\n","show = \"FIELD\" # BINARY, FIELD\n","show_midplane = True"]},{"cell_type":"markdown","metadata":{"id":"ic8FRlxoQuua"},"source":["# COORDINATE SYSTEM"]},{"cell_type":"markdown","metadata":{"id":"9SAAXk2zZ9l1"},"source":["Point cloud of coordinates is created with the **generate_grid** function, which takes the size of the coordinate system and the number of points in each direction (**co_resolution**)."]},{"cell_type":"code","execution_count":3,"metadata":{"id":"4x_X-ukyQtsK"},"outputs":[],"source":["coor, co_res_new = generate_grid(co_size, co_resolution)"]},{"cell_type":"markdown","metadata":{"id":"tNcPDTxAaaCR"},"source":["If there is an even number of points along any direction the function will automatically convert it to an odd number, therefore the origin is always included in the point cloud. The point cloud is a numpy.ndarray with a shape of **(D, N)**, where **D** is the number of dimensions and **N** is the number of data points."]},{"cell_type":"markdown","metadata":{"id":"TAypNyp1QzXK"},"source":["# CREATE SDFs"]},{"cell_type":"markdown","metadata":{"id":"VwpbvWvA6E-N"},"source":["There are two ways how to evaluate a **segmented line**.\n","The parametric approach allows us to calculate the SDF for only a section of the **segmented line**.\n","The non-parametric approach calculates the SDF of the whole **segmented line**."]},{"cell_type":"code","execution_count":4,"metadata":{"id":"hZKKmmGw6gCO"},"outputs":[],"source":["parametric_evaluate = True"]},{"cell_type":"markdown","metadata":{"id":"E_46V_rI6kW3"},"source":["The **closed segmented line** can also be converted into a **polygon**. Where the enclosed area will be on the inside of the **polygon**."]},{"cell_type":"code","execution_count":5,"metadata":{"id":"QOQVpMw760l1"},"outputs":[],"source":["polygon = True"]},{"cell_type":"markdown","metadata":{"id":"fX2Xvmq062Yf"},"source":["First the **vertices** (**points**) of the **segmented line** must be defined:"]},{"cell_type":"code","execution_count":6,"metadata":{"id":"HiEzZ8Al68Lv"},"outputs":[],"source":["points = [[-1, -2, 0], [1, 2, 0], [-1, 2, 0], [1, -2, 0]]"]},{"cell_type":"markdown","metadata":{"id":"8IZTroAaRzsk"},"source":["Create a **segmented line** from the **points**. The **line** is **closed** on itself by setting **closed=True**."]},{"cell_type":"code","execution_count":7,"metadata":{"id":"ep-6FafnRpYS"},"outputs":[],"source":["if parametric_evaluate:\n"," spc = SegmentedParametricCurve(points, (0, 4, 200), closed=True)\n","else:\n"," spc = SegmentedLine(points, closed=True)"]},{"cell_type":"markdown","metadata":{"id":"7_BioVOg9Goa"},"source":["The second parameter in the **SegmentedParametricCurve** denotes the range of points for which the **segmented line** will be evaluated. In this case from the position of the first (**0**) point to the position of the last (**4**) in **200** steps. The first two numbers can also be *floats*."]},{"cell_type":"markdown","metadata":{"id":"NFKcmRl1-k5S"},"source":["Since the **segmented line** is closed it can be converted into a **polygon** (works only if the line is closed):"]},{"cell_type":"code","execution_count":8,"metadata":{"id":"VJkkTs_e-hZU"},"outputs":[],"source":["if polygon:\n"," spc.polygon()"]},{"cell_type":"markdown","metadata":{"id":"HF6vQ3tG_KkO"},"source":["To get the **sign/interior** of an SDF:"]},{"cell_type":"code","execution_count":9,"metadata":{"id":"k3Z6F8GN_DyY"},"outputs":[],"source":["spc_sign = spc.sign(direct=True)"]},{"cell_type":"markdown","metadata":{"id":"plUNPGCz_K32"},"source":["The line can be recovered with:"]},{"cell_type":"code","execution_count":10,"metadata":{"id":"iCkyVMu0_EZa"},"outputs":[{"data":{"text/plain":[".new_geo_object(co, *params)>"]},"execution_count":10,"metadata":{},"output_type":"execute_result"}],"source":["spc.boundary()"]},{"cell_type":"markdown","metadata":{"id":"4wdBbaRI_gLB"},"source":["The interior can be recovered with a function:"]},{"cell_type":"code","execution_count":11,"metadata":{"id":"ESlqvVko_fAz"},"outputs":[{"data":{"text/plain":[".new_geo_object(co, *params)>"]},"execution_count":11,"metadata":{},"output_type":"execute_result"}],"source":["spc.recover_volume(spc_sign)"]},{"cell_type":"markdown","metadata":{"id":"IQeVvDL1_Lcf"},"source":["The interior can be redefined with a function:"]},{"cell_type":"code","execution_count":12,"metadata":{"id":"Q-DiQy6o_EIW"},"outputs":[],"source":["# spc.define_volume(some_sign_function, some_sign_function_parameters)"]},{"cell_type":"markdown","metadata":{"id":"KB7IX1vz_ywU"},"source":["In general a **line** or a **curve** can converted into a **surface** by applying **rounding** with some rounding radius, in this case **0.1**:"]},{"cell_type":"code","execution_count":13,"metadata":{"id":"Zoy6lypF_wrr"},"outputs":[],"source":["if not polygon:\n"," spc.rounding(0.1)"]},{"cell_type":"markdown","metadata":{"id":"wHAerhdEVdPC"},"source":["## EVALUATE"]},{"cell_type":"markdown","metadata":{"id":"GUqPQUs8VkEu"},"source":["Evaluate the SDF of the **segmented line** to create a signed distance field 2D map. This is done by calling the **create** method and passing in the point cloud of coordinates:"]},{"cell_type":"code","execution_count":14,"metadata":{"id":"3WABLIwoVihY"},"outputs":[],"source":["segmented_line_pattern = spc.create(coor)"]},{"cell_type":"markdown","metadata":{"id":"j23Up7wjQ7Pk"},"source":["# BINARIZATION"]},{"cell_type":"markdown","metadata":{"id":"xIZvaGEJROhA"},"source":["Convert the distance field to a binary voxel map, where 1 corresponds to the interior and 0 to the exterior of the geometry."]},{"cell_type":"code","execution_count":15,"metadata":{"id":"202DGVqURPDX"},"outputs":[],"source":["if show_midplane:\n"," field = smarter_reshape(segmented_line_pattern, co_resolution)\n"," if show==\"BINARY\":\n"," pattern_2d = hard_binarization(field, 0)"]},{"cell_type":"markdown","metadata":{"id":"Y-m9hiu4Q7bg"},"source":["# PLOT"]},{"cell_type":"code","execution_count":16,"metadata":{"id":"GpEiiSzbQ2gq"},"outputs":[{"name":"stdout","output_type":"stream","text":["Drawing results...\n","(401, 601)\n"]},{"data":{"image/png":"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","text/plain":["
"]},"metadata":{},"output_type":"display_data"}],"source":["print(\"Drawing results...\")\n","# Mid-plane cross-section plot\n","if show_midplane and show==\"BINARY\":\n"," fig, ax = plt.subplots(1,1, figsize=(8.25, 8.25))\n"," ax.imshow(pattern_2d[:, :].T,\n"," cmap=\"binary_r\",\n"," extent=(-co_size[0]/2, co_size[0]/2,\n"," -co_size[1]/2, co_size[1]/2),\n"," origin=\"lower\"\n"," )\n"," ax.grid()\n","\n"," fig.tight_layout()\n"," plt.show()\n","\n","if show_midplane and show == \"FIELD\":\n"," fig, ax = plt.subplots(1, 1, figsize=(8.25, 8.25))\n"," print(field.shape)\n"," ax.imshow(field[:, :].T,\n"," cmap=\"binary_r\",\n"," extent=(-co_size[0] / 2, co_size[0] / 2,\n"," -co_size[1] / 2, co_size[1] / 2),\n"," origin=\"lower\"\n"," )\n"," cs = ax.contour(coor[0].reshape(co_res_new[0], co_res_new[1]),\n"," coor[1].reshape(co_res_new[0], co_res_new[1]),\n"," field[:, :],\n"," cmap=\"plasma_r\")\n"," ax.clabel(cs, inline=True, fontsize=10)\n"," ax.grid()"]}],"metadata":{"colab":{"authorship_tag":"ABX9TyNmpF3hw/9NGkGpVuFu39c8","collapsed_sections":["ic8FRlxoQuua","j23Up7wjQ7Pk","Y-m9hiu4Q7bg"],"provenance":[{"file_id":"1f5dfZFfjA1-hINcFY9VSvsam8WCmHywu","timestamp":1687853340852},{"file_id":"123pE3312rLx4jl4WRh7_0knQxgT55VZG","timestamp":1687852057504}]},"kernelspec":{"display_name":"Python 3","name":"python3"},"language_info":{"codemirror_mode":{"name":"ipython","version":3},"file_extension":".py","mimetype":"text/x-python","name":"python","nbconvert_exporter":"python","pygments_lexer":"ipython3","version":"3.10.1"}},"nbformat":4,"nbformat_minor":0} diff --git a/Code/examples/scalar/2D/hourglass_2D.py b/Code/examples/scalar/2D/hourglass_2D.py index 289f662..3ebc6ed 100644 --- a/Code/examples/scalar/2D/hourglass_2D.py +++ b/Code/examples/scalar/2D/hourglass_2D.py @@ -49,7 +49,7 @@ if polygon: spc.polygon() -# to get the sign of a SDF: +# to get the sign of an SDF: # spc_sign = spc.sign(direct=True) # the line can be recovered with: # spc.boundary() diff --git a/Code/examples/scalar/2D/parametric_curve_2D.ipynb b/Code/examples/scalar/2D/parametric_curve_2D.ipynb index d3c379f..be962c0 100644 --- a/Code/examples/scalar/2D/parametric_curve_2D.ipynb +++ b/Code/examples/scalar/2D/parametric_curve_2D.ipynb @@ -1 +1 @@ -{"cells":[{"cell_type":"markdown","metadata":{"id":"IlxGNwueYW2T"},"source":["This notebook goes through how to draw a **parametric curve** and **convert** it into a **shape**."]},{"cell_type":"markdown","metadata":{"id":"CWM1egFwQhDE"},"source":["# IMPORTS"]},{"cell_type":"code","execution_count":1,"metadata":{"id":"07wjyYEjPF8J"},"outputs":[],"source":["import numpy as np\n","import matplotlib.pyplot as plt\n","\n","from spomso.cores.helper_functions import generate_grid, smarter_reshape\n","from spomso.cores.post_processing import hard_binarization\n","from spomso.cores.geom_2d import ParametricCurve\n"]},{"cell_type":"markdown","metadata":{"id":"1ZWxXsAiQoaM"},"source":["# PARAMETERS"]},{"cell_type":"code","execution_count":2,"metadata":{"id":"4viZLfMcQrWw"},"outputs":[],"source":["# size of the volume\n","co_size = 6, 6\n","# resolution of the volume\n","co_resolution = 600\n","\n","show = \"FIELD\" # BINARY, FIELD\n","show_midplane = True"]},{"cell_type":"markdown","metadata":{"id":"ic8FRlxoQuua"},"source":["# COORDINATE SYSTEM"]},{"cell_type":"markdown","metadata":{"id":"9SAAXk2zZ9l1"},"source":["Point cloud of coordinates is created with the **generate_grid** function, which takes the size of the coordinate system and the number of points in each direction (**co_resolution**)."]},{"cell_type":"code","execution_count":3,"metadata":{"id":"4x_X-ukyQtsK"},"outputs":[],"source":["coor, co_res_new = generate_grid(co_size, co_resolution)"]},{"cell_type":"markdown","metadata":{"id":"tNcPDTxAaaCR"},"source":["If there is an even number of points along any direction the function will automatically convert it to an odd number, therefore the origin is always included in the point cloud. The point cloud is a numpy.ndarray with a shape of **(D, N)**, where **D** is the number of dimensions and **N** is the number of data points."]},{"cell_type":"markdown","metadata":{"id":"TAypNyp1QzXK"},"source":["# CREATE SDFs"]},{"cell_type":"markdown","metadata":{"id":"aWovxN_ZgSua"},"source":["Define the **parametric function** of the **parametric curve**:"]},{"cell_type":"code","execution_count":4,"metadata":{"id":"V1qEeA5kgSis"},"outputs":[],"source":["def polar_curve(t, radius1, radius2, f1, f2, ):\n","\n"," r = radius1 + radius2*np.cos(f2*t*2*np.pi)\n","\n"," x = r * np.cos(f1 * t * 2 * np.pi)\n"," y = r * np.sin(f1 * t * 2 * np.pi)\n","\n"," return np.asarray((x, y))"]},{"cell_type":"markdown","metadata":{"id":"E_46V_rI6kW3"},"source":["The **closed parametric curve** can also be converted into a **shape**. Where the enclosed area will be on the inside of the **shape**."]},{"cell_type":"code","execution_count":5,"metadata":{"id":"QOQVpMw760l1"},"outputs":[],"source":["shape = True"]},{"cell_type":"markdown","metadata":{"id":"fX2Xvmq062Yf"},"source":["Create a **parametric curve** geometry from the function defining the **parametric curve**. The parameters of the function are **2**, **0.5**, **1**, and **3**.The curve is evaluated for **201** values of the parameter **t** in range from **0** to **1**."]},{"cell_type":"code","execution_count":6,"metadata":{"id":"ep-6FafnRpYS"},"outputs":[],"source":["curve = ParametricCurve(polar_curve, (2, 0.5, 1, 3), (0, 1, 201), closed=True)"]},{"cell_type":"markdown","metadata":{"id":"NFKcmRl1-k5S"},"source":["Since the **parametric curve** is closed it can be converted into a **shape** (works only if the curve is closed):"]},{"cell_type":"code","execution_count":7,"metadata":{"id":"VJkkTs_e-hZU"},"outputs":[],"source":["if shape:\n"," curve.shape()"]},{"cell_type":"markdown","metadata":{"id":"HF6vQ3tG_KkO"},"source":["To get the **sign/interior** of a SDF:"]},{"cell_type":"code","execution_count":8,"metadata":{"id":"k3Z6F8GN_DyY"},"outputs":[],"source":["curve_sign = curve.sign(direct=True)"]},{"cell_type":"markdown","metadata":{"id":"plUNPGCz_K32"},"source":["The line can be recovered with:"]},{"cell_type":"code","execution_count":9,"metadata":{"id":"iCkyVMu0_EZa"},"outputs":[{"data":{"text/plain":[".new_geo_object(co, *params)>"]},"execution_count":9,"metadata":{},"output_type":"execute_result"}],"source":["curve.boundary()"]},{"cell_type":"markdown","metadata":{"id":"4wdBbaRI_gLB"},"source":["The interior can be recovered with a function:"]},{"cell_type":"code","execution_count":10,"metadata":{"id":"ESlqvVko_fAz"},"outputs":[{"data":{"text/plain":[".new_geo_object(co, *params)>"]},"execution_count":10,"metadata":{},"output_type":"execute_result"}],"source":["curve.recover_volume(curve_sign)"]},{"cell_type":"markdown","metadata":{"id":"IQeVvDL1_Lcf"},"source":["The interior can be redefined with a function:"]},{"cell_type":"code","execution_count":11,"metadata":{"id":"Q-DiQy6o_EIW"},"outputs":[],"source":["# curve.define_volume(some_sign_function, some_sign_function_parameters)"]},{"cell_type":"markdown","metadata":{"id":"KB7IX1vz_ywU"},"source":["In general a **line** or a **curve** can be converted into a **surface** by applying **rounding** with some rounding radius, in this case **0.1**:"]},{"cell_type":"code","execution_count":12,"metadata":{"id":"Zoy6lypF_wrr"},"outputs":[],"source":["if not shape:\n"," curve.rounding(0.1)"]},{"cell_type":"markdown","metadata":{"id":"wHAerhdEVdPC"},"source":["## EVALUATE"]},{"cell_type":"markdown","metadata":{"id":"GUqPQUs8VkEu"},"source":["Evaluate the SDF of the **parametric curve** to create a signed distance field 2D map. This is done by calling the **create** method and passing in the point cloud of coordinates:"]},{"cell_type":"code","execution_count":13,"metadata":{"id":"3WABLIwoVihY"},"outputs":[],"source":["curve_pattern = curve.create(coor)"]},{"cell_type":"markdown","metadata":{"id":"j23Up7wjQ7Pk"},"source":["# BINARIZATION"]},{"cell_type":"markdown","metadata":{"id":"xIZvaGEJROhA"},"source":["Convert the distance field to a binary voxel map, where 1 corresponds to the interior and 0 to the exterior of the geometry."]},{"cell_type":"code","execution_count":14,"metadata":{"id":"202DGVqURPDX"},"outputs":[],"source":["if show_midplane:\n"," field = smarter_reshape(curve_pattern, co_resolution)\n"," if show==\"BINARY\":\n"," pattern_2d = hard_binarization(field, 0)"]},{"cell_type":"markdown","metadata":{"id":"Y-m9hiu4Q7bg"},"source":["# PLOT"]},{"cell_type":"code","execution_count":15,"metadata":{"id":"GpEiiSzbQ2gq"},"outputs":[{"name":"stdout","output_type":"stream","text":["Drawing results...\n","(601, 601)\n"]},{"data":{"image/png":"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","text/plain":["
"]},"metadata":{},"output_type":"display_data"}],"source":["print(\"Drawing results...\")\n","# Mid-plane cross-section plot\n","if show_midplane and show==\"BINARY\":\n"," fig, ax = plt.subplots(1,1, figsize=(8.25, 8.25))\n"," ax.imshow(pattern_2d[:, :].T,\n"," cmap=\"binary_r\",\n"," extent=(-co_size[0]/2, co_size[0]/2,\n"," -co_size[1]/2, co_size[1]/2),\n"," origin=\"lower\"\n"," )\n"," ax.grid()\n","\n"," fig.tight_layout()\n"," plt.show()\n","\n","if show_midplane and show == \"FIELD\":\n"," fig, ax = plt.subplots(1, 1, figsize=(8.25, 8.25))\n"," print(field.shape)\n"," ax.imshow(field[:, :].T,\n"," cmap=\"binary_r\",\n"," extent=(-co_size[0] / 2, co_size[0] / 2,\n"," -co_size[1] / 2, co_size[1] / 2),\n"," origin=\"lower\"\n"," )\n"," cs = ax.contour(coor[0].reshape(co_res_new[0], co_res_new[1]),\n"," coor[1].reshape(co_res_new[0], co_res_new[1]),\n"," field[:, :],\n"," cmap=\"plasma_r\")\n"," ax.clabel(cs, inline=True, fontsize=10)\n"," ax.grid()"]}],"metadata":{"colab":{"authorship_tag":"ABX9TyP5iLvqxKhSJHKnzAzB4Qzx","collapsed_sections":["j23Up7wjQ7Pk","Y-m9hiu4Q7bg"],"provenance":[{"file_id":"1D3qMuJIm4-HGTV1LSUeZC0V1ev0pIbtf","timestamp":1687863418174},{"file_id":"1f5dfZFfjA1-hINcFY9VSvsam8WCmHywu","timestamp":1687853340852},{"file_id":"123pE3312rLx4jl4WRh7_0knQxgT55VZG","timestamp":1687852057504}]},"kernelspec":{"display_name":"Python 3","name":"python3"},"language_info":{"codemirror_mode":{"name":"ipython","version":3},"file_extension":".py","mimetype":"text/x-python","name":"python","nbconvert_exporter":"python","pygments_lexer":"ipython3","version":"3.10.1"}},"nbformat":4,"nbformat_minor":0} +{"cells":[{"cell_type":"markdown","metadata":{"id":"IlxGNwueYW2T"},"source":["This notebook goes through how to draw a **parametric curve** and **convert** it into a **shape**."]},{"cell_type":"markdown","metadata":{"id":"CWM1egFwQhDE"},"source":["# IMPORTS"]},{"cell_type":"code","execution_count":1,"metadata":{"id":"07wjyYEjPF8J"},"outputs":[],"source":["import numpy as np\n","import matplotlib.pyplot as plt\n","\n","from spomso.cores.helper_functions import generate_grid, smarter_reshape\n","from spomso.cores.post_processing import hard_binarization\n","from spomso.cores.geom_2d import ParametricCurve\n"]},{"cell_type":"markdown","metadata":{"id":"1ZWxXsAiQoaM"},"source":["# PARAMETERS"]},{"cell_type":"code","execution_count":2,"metadata":{"id":"4viZLfMcQrWw"},"outputs":[],"source":["# size of the volume\n","co_size = 6, 6\n","# resolution of the volume\n","co_resolution = 600\n","\n","show = \"FIELD\" # BINARY, FIELD\n","show_midplane = True"]},{"cell_type":"markdown","metadata":{"id":"ic8FRlxoQuua"},"source":["# COORDINATE SYSTEM"]},{"cell_type":"markdown","metadata":{"id":"9SAAXk2zZ9l1"},"source":["Point cloud of coordinates is created with the **generate_grid** function, which takes the size of the coordinate system and the number of points in each direction (**co_resolution**)."]},{"cell_type":"code","execution_count":3,"metadata":{"id":"4x_X-ukyQtsK"},"outputs":[],"source":["coor, co_res_new = generate_grid(co_size, co_resolution)"]},{"cell_type":"markdown","metadata":{"id":"tNcPDTxAaaCR"},"source":["If there is an even number of points along any direction the function will automatically convert it to an odd number, therefore the origin is always included in the point cloud. The point cloud is a numpy.ndarray with a shape of **(D, N)**, where **D** is the number of dimensions and **N** is the number of data points."]},{"cell_type":"markdown","metadata":{"id":"TAypNyp1QzXK"},"source":["# CREATE SDFs"]},{"cell_type":"markdown","metadata":{"id":"aWovxN_ZgSua"},"source":["Define the **parametric function** of the **parametric curve**:"]},{"cell_type":"code","execution_count":4,"metadata":{"id":"V1qEeA5kgSis"},"outputs":[],"source":["def polar_curve(t, radius1, radius2, f1, f2, ):\n","\n"," r = radius1 + radius2*np.cos(f2*t*2*np.pi)\n","\n"," x = r * np.cos(f1 * t * 2 * np.pi)\n"," y = r * np.sin(f1 * t * 2 * np.pi)\n","\n"," return np.asarray((x, y))"]},{"cell_type":"markdown","metadata":{"id":"E_46V_rI6kW3"},"source":["The **closed parametric curve** can also be converted into a **shape**. Where the enclosed area will be on the inside of the **shape**."]},{"cell_type":"code","execution_count":5,"metadata":{"id":"QOQVpMw760l1"},"outputs":[],"source":["shape = True"]},{"cell_type":"markdown","metadata":{"id":"fX2Xvmq062Yf"},"source":["Create a **parametric curve** geometry from the function defining the **parametric curve**. The parameters of the function are **2**, **0.5**, **1**, and **3**.The curve is evaluated for **201** values of the parameter **t** in range from **0** to **1**."]},{"cell_type":"code","execution_count":6,"metadata":{"id":"ep-6FafnRpYS"},"outputs":[],"source":["curve = ParametricCurve(polar_curve, (2, 0.5, 1, 3), (0, 1, 201), closed=True)"]},{"cell_type":"markdown","metadata":{"id":"NFKcmRl1-k5S"},"source":["Since the **parametric curve** is closed it can be converted into a **shape** (works only if the curve is closed):"]},{"cell_type":"code","execution_count":7,"metadata":{"id":"VJkkTs_e-hZU"},"outputs":[],"source":["if shape:\n"," curve.shape()"]},{"cell_type":"markdown","metadata":{"id":"HF6vQ3tG_KkO"},"source":["To get the **sign/interior** of an SDF:"]},{"cell_type":"code","execution_count":8,"metadata":{"id":"k3Z6F8GN_DyY"},"outputs":[],"source":["curve_sign = curve.sign(direct=True)"]},{"cell_type":"markdown","metadata":{"id":"plUNPGCz_K32"},"source":["The line can be recovered with:"]},{"cell_type":"code","execution_count":9,"metadata":{"id":"iCkyVMu0_EZa"},"outputs":[{"data":{"text/plain":[".new_geo_object(co, *params)>"]},"execution_count":9,"metadata":{},"output_type":"execute_result"}],"source":["curve.boundary()"]},{"cell_type":"markdown","metadata":{"id":"4wdBbaRI_gLB"},"source":["The interior can be recovered with a function:"]},{"cell_type":"code","execution_count":10,"metadata":{"id":"ESlqvVko_fAz"},"outputs":[{"data":{"text/plain":[".new_geo_object(co, *params)>"]},"execution_count":10,"metadata":{},"output_type":"execute_result"}],"source":["curve.recover_volume(curve_sign)"]},{"cell_type":"markdown","metadata":{"id":"IQeVvDL1_Lcf"},"source":["The interior can be redefined with a function:"]},{"cell_type":"code","execution_count":11,"metadata":{"id":"Q-DiQy6o_EIW"},"outputs":[],"source":["# curve.define_volume(some_sign_function, some_sign_function_parameters)"]},{"cell_type":"markdown","metadata":{"id":"KB7IX1vz_ywU"},"source":["In general a **line** or a **curve** can be converted into a **surface** by applying **rounding** with some rounding radius, in this case **0.1**:"]},{"cell_type":"code","execution_count":12,"metadata":{"id":"Zoy6lypF_wrr"},"outputs":[],"source":["if not shape:\n"," curve.rounding(0.1)"]},{"cell_type":"markdown","metadata":{"id":"wHAerhdEVdPC"},"source":["## EVALUATE"]},{"cell_type":"markdown","metadata":{"id":"GUqPQUs8VkEu"},"source":["Evaluate the SDF of the **parametric curve** to create a signed distance field 2D map. This is done by calling the **create** method and passing in the point cloud of coordinates:"]},{"cell_type":"code","execution_count":13,"metadata":{"id":"3WABLIwoVihY"},"outputs":[],"source":["curve_pattern = curve.create(coor)"]},{"cell_type":"markdown","metadata":{"id":"j23Up7wjQ7Pk"},"source":["# BINARIZATION"]},{"cell_type":"markdown","metadata":{"id":"xIZvaGEJROhA"},"source":["Convert the distance field to a binary voxel map, where 1 corresponds to the interior and 0 to the exterior of the geometry."]},{"cell_type":"code","execution_count":14,"metadata":{"id":"202DGVqURPDX"},"outputs":[],"source":["if show_midplane:\n"," field = smarter_reshape(curve_pattern, co_resolution)\n"," if show==\"BINARY\":\n"," pattern_2d = hard_binarization(field, 0)"]},{"cell_type":"markdown","metadata":{"id":"Y-m9hiu4Q7bg"},"source":["# PLOT"]},{"cell_type":"code","execution_count":15,"metadata":{"id":"GpEiiSzbQ2gq"},"outputs":[{"name":"stdout","output_type":"stream","text":["Drawing results...\n","(601, 601)\n"]},{"data":{"image/png":"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","text/plain":["
"]},"metadata":{},"output_type":"display_data"}],"source":["print(\"Drawing results...\")\n","# Mid-plane cross-section plot\n","if show_midplane and show==\"BINARY\":\n"," fig, ax = plt.subplots(1,1, figsize=(8.25, 8.25))\n"," ax.imshow(pattern_2d[:, :].T,\n"," cmap=\"binary_r\",\n"," extent=(-co_size[0]/2, co_size[0]/2,\n"," -co_size[1]/2, co_size[1]/2),\n"," origin=\"lower\"\n"," )\n"," ax.grid()\n","\n"," fig.tight_layout()\n"," plt.show()\n","\n","if show_midplane and show == \"FIELD\":\n"," fig, ax = plt.subplots(1, 1, figsize=(8.25, 8.25))\n"," print(field.shape)\n"," ax.imshow(field[:, :].T,\n"," cmap=\"binary_r\",\n"," extent=(-co_size[0] / 2, co_size[0] / 2,\n"," -co_size[1] / 2, co_size[1] / 2),\n"," origin=\"lower\"\n"," )\n"," cs = ax.contour(coor[0].reshape(co_res_new[0], co_res_new[1]),\n"," coor[1].reshape(co_res_new[0], co_res_new[1]),\n"," field[:, :],\n"," cmap=\"plasma_r\")\n"," ax.clabel(cs, inline=True, fontsize=10)\n"," ax.grid()"]}],"metadata":{"colab":{"authorship_tag":"ABX9TyP5iLvqxKhSJHKnzAzB4Qzx","collapsed_sections":["j23Up7wjQ7Pk","Y-m9hiu4Q7bg"],"provenance":[{"file_id":"1D3qMuJIm4-HGTV1LSUeZC0V1ev0pIbtf","timestamp":1687863418174},{"file_id":"1f5dfZFfjA1-hINcFY9VSvsam8WCmHywu","timestamp":1687853340852},{"file_id":"123pE3312rLx4jl4WRh7_0knQxgT55VZG","timestamp":1687852057504}]},"kernelspec":{"display_name":"Python 3","name":"python3"},"language_info":{"codemirror_mode":{"name":"ipython","version":3},"file_extension":".py","mimetype":"text/x-python","name":"python","nbconvert_exporter":"python","pygments_lexer":"ipython3","version":"3.10.1"}},"nbformat":4,"nbformat_minor":0} diff --git a/Code/examples/scalar/2D/project_logo_2D.py b/Code/examples/scalar/2D/project_logo_2D.py new file mode 100644 index 0000000..51a838e --- /dev/null +++ b/Code/examples/scalar/2D/project_logo_2D.py @@ -0,0 +1,110 @@ +import numpy as np +import matplotlib.pyplot as plt + +from time import process_time + +from spomso.cores.helper_functions import generate_grid, smarter_reshape +from spomso.cores.post_processing import hard_binarization +from spomso.cores.geom_2d import Circle, SegmentedLine +from spomso.cores.combine import CombineGeometry + +# ---------------------------------------------------------------------------------------------------------------------- +# PARAMETERS + +# size of the volume +co_size = 4.5, 4.5 +# resolution of the volume +co_resolution = 400, 400 + +show = "FIELD" # BINARY, FIELD +show_midplane = True + +export = True + +# ---------------------------------------------------------------------------------------------------------------------- +# COORDINATE SYSTEM +coor, co_res_new = generate_grid(co_size, co_resolution) + +# ---------------------------------------------------------------------------------------------------------------------- +# CREATE SDFs + +start_time = process_time() + + +c1 = Circle(0.8) +c1.boundary() +c1.mirror((0.9, 0, 0), (-0.9, 0, 0)) +c1.move((0, 0.25, 0)) + +points = [[0, -0.4, 0], [0.3, -0.65, 0], [0, -1.4, 0], [-0.3, -0.65, 0]] +line = SegmentedLine(points, closed=True) + +# union = CombineGeometry("UNION") +# final = union.combine(c1, line) + +union = CombineGeometry("SMOOTH_UNION2") +final = union.combine_parametric(c1, line, parameters=0.3) + +logo_pattern = final.create(coor) + +end_time = process_time() +print("Evaluation Completed in {:.2f} seconds".format(end_time-start_time)) + +# ---------------------------------------------------------------------------------------------------------------------- +# BINARIZATION +# distance field to a binary voxel map, where 1 corresponds to the interior and 0 to the exterior of the geometry. + +if show_midplane: + field = smarter_reshape(logo_pattern, co_resolution) + if show=="BINARY": + pattern_2d = hard_binarization(field, 0) + +if show=="BINARY": + pattern = hard_binarization(logo_pattern, 0) + +# ---------------------------------------------------------------------------------------------------------------------- +# PLOT + +print("Drawing results...") +# Mid-plane cross-section plot +if show_midplane and show=="BINARY": + fig, ax = plt.subplots(1,1, figsize=(8.25, 8.25)) + ax.imshow(pattern_2d[:, :].T, + cmap="binary_r", + extent=(-co_size[0]/2, co_size[0]/2, + -co_size[1]/2, co_size[1]/2), + origin="lower" + ) + ax.grid() + + fig.tight_layout() + plt.show() + +if show_midplane and show == "FIELD": + fig, ax = plt.subplots(1, 1, figsize=(8.25, 8.25)) + print(field.shape) + # ax.imshow(field[:, :].T, + # cmap="binary_r", + # extent=(-co_size[0] / 2, co_size[0] / 2, + # -co_size[1] / 2, co_size[1] / 2), + # origin="lower", + # vmin=0, + # vmax=0.5 + # ) + cs = ax.contour(coor[0].reshape(co_res_new[0], co_res_new[1]), + coor[1].reshape(co_res_new[0], co_res_new[1]), + field[:, :], + cmap="binary_r", + levels=np.linspace(-0, 0.5, 9), + linewidths=2) + # ax.clabel(cs, inline=True, fontsize=10) + # ax.grid() + ax.axis('off') + fig.tight_layout() + plt.show() + if export: + fig.savefig(r"F:\ULJ FMF\2022-2023\SPOMSO\Files\Images\project_logo_220224_1.png", + dpi=300, + transparent=True) + + diff --git a/Code/examples/scalar/2D/surface_reconstruction_2D.py b/Code/examples/scalar/2D/surface_reconstruction_2D.py index eae2a13..741beb4 100644 --- a/Code/examples/scalar/2D/surface_reconstruction_2D.py +++ b/Code/examples/scalar/2D/surface_reconstruction_2D.py @@ -70,7 +70,7 @@ def reconstruction_function(field_, distance, threshold=0.02): # create a point cloud object points = Points(coordinates) -# create a SDF from the point cloud +# create an SDF from the point cloud point_cloud = PointCloud2D(points.cloud) # evaluate the SDF to create a signed distance field 2D map