501 lines
364 KiB
Plaintext
501 lines
364 KiB
Plaintext
{
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"cells": [
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{
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"cell_type": "code",
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"execution_count": 34,
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"id": "d5e79bb2-9fc5-4a71-82e2-14ce475e7a5d",
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"metadata": {},
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"outputs": [
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{
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"name": "stdout",
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"output_type": "stream",
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"text": [
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"density=0.10 shell=2x0.42mm\n",
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" A_shell = 30.78 mm^2\n",
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" L_infill = 15.03 mm\n",
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" A_infill = 6.31 mm^2\n",
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" A_total = 37.09 mm^2\n"
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]
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},
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{
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"data": {
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"image/png": 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",
|
||
"text/plain": [
|
||
"<Figure size 500x500 with 1 Axes>"
|
||
]
|
||
},
|
||
"metadata": {},
|
||
"output_type": "display_data"
|
||
},
|
||
{
|
||
"name": "stdout",
|
||
"output_type": "stream",
|
||
"text": [
|
||
"density=0.15 shell=2x0.42mm\n",
|
||
" A_shell = 30.78 mm^2\n",
|
||
" L_infill = 31.51 mm\n",
|
||
" A_infill = 13.23 mm^2\n",
|
||
" A_total = 44.01 mm^2\n"
|
||
]
|
||
},
|
||
{
|
||
"data": {
|
||
"image/png": 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",
|
||
"text/plain": [
|
||
"<Figure size 500x500 with 1 Axes>"
|
||
]
|
||
},
|
||
"metadata": {},
|
||
"output_type": "display_data"
|
||
},
|
||
{
|
||
"name": "stdout",
|
||
"output_type": "stream",
|
||
"text": [
|
||
"density=0.60 shell=2x0.42mm\n",
|
||
" A_shell = 30.78 mm^2\n",
|
||
" L_infill = 98.68 mm\n",
|
||
" A_infill = 41.45 mm^2\n",
|
||
" A_total = 72.23 mm^2\n"
|
||
]
|
||
},
|
||
{
|
||
"data": {
|
||
"image/png": 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",
|
||
"text/plain": [
|
||
"<Figure size 500x500 with 1 Axes>"
|
||
]
|
||
},
|
||
"metadata": {},
|
||
"output_type": "display_data"
|
||
}
|
||
],
|
||
"source": [
|
||
"import numpy as np\n",
|
||
"from math import ceil, pi\n",
|
||
"\n",
|
||
"EPS = 1e-9\n",
|
||
"\n",
|
||
"# ----------------- Prusa gyroid core -----------------\n",
|
||
"\n",
|
||
"def prusa_f(x, z_sin, z_cos, vertical, flip):\n",
|
||
" if vertical:\n",
|
||
" phase_offset = (np.pi if z_cos < 0 else 0.0) + np.pi\n",
|
||
" a = np.sin(x + phase_offset)\n",
|
||
" b = -z_cos\n",
|
||
" res = z_sin * np.cos(x + phase_offset + (np.pi if flip else 0.0))\n",
|
||
" r = np.sqrt(a*a + b*b)\n",
|
||
" return np.arcsin(a/r) + np.arcsin(res/r) + np.pi\n",
|
||
" else:\n",
|
||
" phase_offset = np.pi if z_sin < 0.0 else 0.0\n",
|
||
" a = np.cos(x + phase_offset)\n",
|
||
" b = -z_sin\n",
|
||
" res = z_cos * np.sin(x + phase_offset + (0.0 if flip else np.pi))\n",
|
||
" r = np.sqrt(a*a + b*b)\n",
|
||
" return np.arcsin(a/r) + np.arcsin(res/r) + 0.5*np.pi\n",
|
||
"\n",
|
||
"def _cross2(ax, ay, bx, by): return ax*by - ay*bx\n",
|
||
"\n",
|
||
"def make_one_period(width_units, z_cos, z_sin, vertical, flip, tol_units):\n",
|
||
" dx = np.pi/2.0\n",
|
||
" limit = min(2.0*np.pi, width_units)\n",
|
||
" xs = list(np.arange(0.0, limit-EPS, dx)) + [limit]\n",
|
||
" pts = [[x, prusa_f(x, z_sin, z_cos, vertical, flip)] for x in xs]\n",
|
||
" # refinement loop\n",
|
||
" while True:\n",
|
||
" n0 = len(pts)\n",
|
||
" new = [pts[0]]\n",
|
||
" for i in range(1, len(pts)):\n",
|
||
" lx, ly = new[-1]\n",
|
||
" rx, ry = pts[i]\n",
|
||
" xm = 0.5*(lx + rx)\n",
|
||
" ym = prusa_f(xm, z_sin, z_cos, vertical, flip)\n",
|
||
" if abs(_cross2(xm-lx, ym-ly, xm-rx, ym-ry)) > tol_units*tol_units:\n",
|
||
" new.append([xm, ym])\n",
|
||
" new.append([rx, ry])\n",
|
||
" pts = new\n",
|
||
" if len(pts) == n0: break\n",
|
||
" pts.sort(key=lambda p: p[0])\n",
|
||
" return np.asarray(pts)\n",
|
||
"\n",
|
||
"def make_wave(one_period, width_units, height_units, y0, scale_mm_per_unit,\n",
|
||
" z_cos, z_sin, vertical, flip):\n",
|
||
" pts = one_period.copy()\n",
|
||
" period = pts[-1,0]\n",
|
||
" if abs(width_units - period) > EPS:\n",
|
||
" n = len(pts)\n",
|
||
" pts = pts[:-1].tolist()\n",
|
||
" while pts[-1][0] < width_units - EPS:\n",
|
||
" src = pts[-n+1]\n",
|
||
" pts.append([src[0] + period, src[1]])\n",
|
||
" y_end = prusa_f(width_units, z_sin, z_cos, vertical, flip)\n",
|
||
" pts.append([width_units, y_end])\n",
|
||
" else:\n",
|
||
" pts = pts.tolist()\n",
|
||
"\n",
|
||
" out = []\n",
|
||
" for x,y in pts:\n",
|
||
" y = y + y0\n",
|
||
" y = min(max(y, 0.0), height_units) # clamp like Prusa\n",
|
||
" if vertical: x, y = y, x # swap *after* clamp\n",
|
||
" out.append([x*scale_mm_per_unit, y*scale_mm_per_unit])\n",
|
||
" return np.asarray(out)\n",
|
||
"\n",
|
||
"def make_gyroid_waves_prusa(z_mm, density, spacing_mm, width_mm, height_mm,\n",
|
||
" density_adjust=1.0, pattern_tolerance_mm=0.5,\n",
|
||
" pad_modules=int(ceil(2.0*np.pi))):\n",
|
||
" \"\"\"\n",
|
||
" Returns list of polylines (Nx2 arrays) in mm (NOT clipped).\n",
|
||
" \"\"\"\n",
|
||
" dens = max(0.0, density * density_adjust)\n",
|
||
" if dens <= 0.0: return []\n",
|
||
"\n",
|
||
" scale = spacing_mm / dens # mm per “unit”\n",
|
||
" tol_units = min(spacing_mm/2.0, pattern_tolerance_mm) / scale\n",
|
||
"\n",
|
||
" # z in “units”\n",
|
||
" z = z_mm / scale\n",
|
||
" z_sin, z_cos = np.sin(z), np.cos(z)\n",
|
||
"\n",
|
||
" # Prusa-like module counts (ceil + 1)\n",
|
||
" modules_x = int(ceil(width_mm / scale)) + 1\n",
|
||
" modules_y = int(ceil(height_mm / scale)) + 1\n",
|
||
"\n",
|
||
" # emulate align_to_grid padding (2π “modules”)\n",
|
||
" Wm = modules_x + pad_modules\n",
|
||
" Hm = modules_y + pad_modules\n",
|
||
"\n",
|
||
" vertical = (abs(z_sin) <= abs(z_cos))\n",
|
||
" lower, upper = 0.0, Hm\n",
|
||
" flip = True\n",
|
||
" if vertical:\n",
|
||
" flip = False\n",
|
||
" lower = -np.pi\n",
|
||
" upper = Wm - np.pi/2.0\n",
|
||
" Wm, Hm = Hm, Wm # swap like the C++ after computing bounds\n",
|
||
"\n",
|
||
" odd = make_one_period(Wm, z_cos, z_sin, vertical, flip, tol_units)\n",
|
||
" flip = not flip\n",
|
||
" even = make_one_period(Wm, z_cos, z_sin, vertical, flip, tol_units)\n",
|
||
"\n",
|
||
" lines = []\n",
|
||
" y0 = lower\n",
|
||
" while y0 < upper + EPS:\n",
|
||
" lines.append(make_wave(odd, Wm, Hm, y0, scale, z_cos, z_sin, vertical, flip))\n",
|
||
" y0 += np.pi\n",
|
||
" if y0 < upper + EPS:\n",
|
||
" lines.append(make_wave(even, Wm, Hm, y0, scale, z_cos, z_sin, vertical, flip))\n",
|
||
" y0 += np.pi\n",
|
||
"\n",
|
||
" # translate back by the padding so the original box sits inside\n",
|
||
" shift_mm = pad_modules * scale\n",
|
||
" for i in range(len(lines)):\n",
|
||
" lines[i][:,0] -= shift_mm\n",
|
||
" lines[i][:,1] -= shift_mm\n",
|
||
" return lines\n",
|
||
"\n",
|
||
"# ----------------- rectangle clipping & length -----------------\n",
|
||
"\n",
|
||
"INSIDE, LEFT, RIGHT, BOTTOM, TOP = 0, 1, 2, 4, 8\n",
|
||
"\n",
|
||
"def _outcode(x, y, xmin, ymin, xmax, ymax):\n",
|
||
" code = INSIDE\n",
|
||
" if x < xmin: code |= LEFT\n",
|
||
" elif x > xmax: code |= RIGHT\n",
|
||
" if y < ymin: code |= BOTTOM\n",
|
||
" elif y > ymax: code |= TOP\n",
|
||
" return code\n",
|
||
"\n",
|
||
"def _clip_segment(x0, y0, x1, y1, xmin, ymin, xmax, ymax):\n",
|
||
" c0 = _outcode(x0, y0, xmin, ymin, xmax, ymax)\n",
|
||
" c1 = _outcode(x1, y1, xmin, ymin, xmax, ymax)\n",
|
||
" while True:\n",
|
||
" if not (c0 | c1):\n",
|
||
" return x0, y0, x1, y1, True\n",
|
||
" if c0 & c1:\n",
|
||
" return 0, 0, 0, 0, False\n",
|
||
" c = c0 or c1\n",
|
||
" if c & TOP:\n",
|
||
" x = x0 + (x1 - x0) * (ymax - y0) / (y1 - y0); y = ymax\n",
|
||
" elif c & BOTTOM:\n",
|
||
" x = x0 + (x1 - x0) * (ymin - y0) / (y1 - y0); y = ymin\n",
|
||
" elif c & RIGHT:\n",
|
||
" y = y0 + (y1 - y0) * (xmax - x0) / (x1 - x0); x = xmax\n",
|
||
" else:\n",
|
||
" y = y0 + (y1 - y0) * (xmin - x0) / (x1 - x0); x = xmin\n",
|
||
" if c == c0:\n",
|
||
" x0, y0 = x, y; c0 = _outcode(x0, y0, xmin, ymin, xmax, ymax)\n",
|
||
" else:\n",
|
||
" x1, y1 = x, y; c1 = _outcode(x1, y1, xmin, ymin, xmax, ymax)\n",
|
||
"\n",
|
||
"def _clip_polylines_to_rect(lines, xmin, ymin, xmax, ymax):\n",
|
||
" out = []\n",
|
||
" for P in lines:\n",
|
||
" if len(P) < 2: continue\n",
|
||
" cur = []\n",
|
||
" for i in range(len(P)-1):\n",
|
||
" x0,y0 = P[i]\n",
|
||
" x1,y1 = P[i+1]\n",
|
||
" x0c,y0c,x1c,y1c,ok = _clip_segment(x0,y0,x1,y1,xmin,ymin,xmax,ymax)\n",
|
||
" if not ok:\n",
|
||
" if cur: out.append(np.array(cur)); cur=[]\n",
|
||
" continue\n",
|
||
" if not cur:\n",
|
||
" cur = [[x0c,y0c],[x1c,y1c]]\n",
|
||
" else:\n",
|
||
" if abs(cur[-1][0]-x0c) > 1e-9 or abs(cur[-1][1]-y0c) > 1e-9:\n",
|
||
" out.append(np.array(cur)); cur=[[x0c,y0c],[x1c,y1c]]\n",
|
||
" else:\n",
|
||
" cur.append([x1c,y1c])\n",
|
||
" if cur: out.append(np.array(cur))\n",
|
||
" return out\n",
|
||
"\n",
|
||
"def _total_length_mm(lines):\n",
|
||
" L = 0.0\n",
|
||
" for P in lines:\n",
|
||
" if len(P) < 2: continue\n",
|
||
" d = np.diff(P, axis=0)\n",
|
||
" L += float(np.sum(np.hypot(d[:,0], d[:,1])))\n",
|
||
" return L\n",
|
||
"\n",
|
||
"# ----------------- area calculator with shell -----------------\n",
|
||
"\n",
|
||
"def compute_areas_with_shell(width_mm, height_mm,\n",
|
||
" z_mm, spacing_mm, density,\n",
|
||
" line_width_mm,\n",
|
||
" shell_perimeters=2,\n",
|
||
" density_adjust=1.0,\n",
|
||
" pattern_tolerance_mm=0.5,\n",
|
||
" phase_shift_mm=(0.0, 0.0)):\n",
|
||
" \"\"\"\n",
|
||
" Returns a dict with:\n",
|
||
" A_shell, A_infill, A_total, L_infill, lines_infill (clipped), inner_box (x0,y0,W_in,H_in)\n",
|
||
" \"\"\"\n",
|
||
" # --- exact rectangular shell area ---\n",
|
||
" t = shell_perimeters * line_width_mm\n",
|
||
" W_in = max(0.0, width_mm - 2.0*t)\n",
|
||
" H_in = max(0.0, height_mm - 2.0*t)\n",
|
||
" A_shell = width_mm*height_mm - (W_in * H_in)\n",
|
||
"\n",
|
||
" # --- generate waves and clip to the inner rectangle ---\n",
|
||
" if W_in <= 0.0 or H_in <= 0.0:\n",
|
||
" # no infill area remains\n",
|
||
" return {\n",
|
||
" \"A_shell\": A_shell,\n",
|
||
" \"A_infill\": 0.0,\n",
|
||
" \"A_total\": A_shell,\n",
|
||
" \"L_infill\": 0.0,\n",
|
||
" \"lines_infill\": [],\n",
|
||
" \"inner_box\": (0.0, 0.0, 0.0, 0.0)\n",
|
||
" }\n",
|
||
"\n",
|
||
" # generate full pattern (unclipped)\n",
|
||
" raw = make_gyroid_waves_prusa(\n",
|
||
" z_mm, density, spacing_mm, width_mm, height_mm,\n",
|
||
" density_adjust=density_adjust, pattern_tolerance_mm=pattern_tolerance_mm\n",
|
||
" )\n",
|
||
"\n",
|
||
" # Optional small phase shift to avoid degenerate lines exactly on borders\n",
|
||
" if phase_shift_mm != (0.0, 0.0):\n",
|
||
" dx, dy = phase_shift_mm\n",
|
||
" raw = [P + np.array([dx, dy]) for P in raw]\n",
|
||
"\n",
|
||
" # clip to inner rect [t, t] – [t+W_in, t+H_in]\n",
|
||
" lines_infill = _clip_polylines_to_rect(raw, t, t, t + W_in, t + H_in)\n",
|
||
"\n",
|
||
" # area ≈ total extruded length × line width\n",
|
||
" L_infill = _total_length_mm(lines_infill)\n",
|
||
" A_infill = L_infill * line_width_mm\n",
|
||
" A_total = A_shell + A_infill\n",
|
||
"\n",
|
||
" return {\n",
|
||
" \"A_shell\": A_shell,\n",
|
||
" \"A_infill\": A_infill,\n",
|
||
" \"A_total\": A_total,\n",
|
||
" \"L_infill\": L_infill,\n",
|
||
" \"lines_infill\": lines_infill,\n",
|
||
" \"inner_box\": (t, t, W_in, H_in)\n",
|
||
" }\n",
|
||
"\n",
|
||
"# ----------------- example -----------------\n",
|
||
"if __name__ == \"__main__\":\n",
|
||
" # Your test values:\n",
|
||
" W = H = 10.0\n",
|
||
" z = 11.8\n",
|
||
" spacing = 0.15\n",
|
||
" line_w = 0.42\n",
|
||
" perims = 2\n",
|
||
"\n",
|
||
" for d in (0.10, 0.15, 0.60):\n",
|
||
" res = compute_areas_with_shell(\n",
|
||
" width_mm=W, height_mm=H,\n",
|
||
" z_mm=z, spacing_mm=spacing, density=d,\n",
|
||
" line_width_mm=line_w, shell_perimeters=perims,\n",
|
||
" density_adjust=1.0, pattern_tolerance_mm=0.5,\n",
|
||
" phase_shift_mm=(0.01, 0.0) # tiny shift so lines don't land on the frame\n",
|
||
" )\n",
|
||
" print(f\"density={d:.2f} shell={perims}x{line_w:.2f}mm\")\n",
|
||
" print(f\" A_shell = {res['A_shell']:.2f} mm^2\")\n",
|
||
" print(f\" L_infill = {res['L_infill']:.2f} mm\")\n",
|
||
" print(f\" A_infill = {res['A_infill']:.2f} mm^2\")\n",
|
||
" print(f\" A_total = {res['A_total']:.2f} mm^2\")\n",
|
||
"\n",
|
||
" # Optional: plot the infill inside the shell\n",
|
||
" import matplotlib.pyplot as plt\n",
|
||
" plt.figure(figsize=(5,5))\n",
|
||
" # draw shell rectangle\n",
|
||
" t = perims*line_w\n",
|
||
" plt.plot([t, t+res[\"inner_box\"][2], t+res[\"inner_box\"][2], t, t],\n",
|
||
" [t, t, t+res[\"inner_box\"][3], t+res[\"inner_box\"][3], t])\n",
|
||
" for P in res[\"lines_infill\"]:\n",
|
||
" if len(P) >= 2:\n",
|
||
" plt.plot(P[:,0], P[:,1])\n",
|
||
" plt.xlim(0, W); plt.ylim(0, H); plt.gca().set_aspect('equal'); plt.grid(True)\n",
|
||
" plt.title(f\"Gyroid infill inside {perims} perimeters, d={d:.2f}\")\n",
|
||
" plt.xlabel(\"X (mm)\"); plt.ylabel(\"Y (mm)\")\n",
|
||
" plt.show()\n"
|
||
]
|
||
},
|
||
{
|
||
"cell_type": "code",
|
||
"execution_count": 16,
|
||
"id": "8e7aaee9-297a-4965-aa76-aaddb440b105",
|
||
"metadata": {},
|
||
"outputs": [
|
||
{
|
||
"name": "stdout",
|
||
"output_type": "stream",
|
||
"text": [
|
||
"Infill max area: 53.76 mm² at z = 13.94 mm\n",
|
||
"Infill min area: 41.21 mm² at z = 0.00 mm\n",
|
||
"Shell area: 30.78 mm²\n",
|
||
"Infill area ratio: 30.44 %\n",
|
||
"Infill area ratio: 30.44 %\n"
|
||
]
|
||
},
|
||
{
|
||
"data": {
|
||
"image/png": 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",
|
||
"text/plain": [
|
||
"<Figure size 1000x800 with 2 Axes>"
|
||
]
|
||
},
|
||
"metadata": {},
|
||
"output_type": "display_data"
|
||
}
|
||
],
|
||
"source": [
|
||
"import numpy as np\n",
|
||
"import matplotlib.pyplot as plt\n",
|
||
"from scipy.signal import argrelextrema\n",
|
||
"\n",
|
||
"# Parameters (same as before)\n",
|
||
"width = 10.0\n",
|
||
"height = 10.0\n",
|
||
"infill_fraction = 0.6\n",
|
||
"shell_layers = 2\n",
|
||
"line_thickness = 0.42\n",
|
||
"spacing_mm = 0.15 # Prusa “module size”\n",
|
||
"z_heights = np.linspace(0, 20, 100)\n",
|
||
"\n",
|
||
"# Data storage\n",
|
||
"areas = []\n",
|
||
"shell_areas = []\n",
|
||
"infill_areas = []\n",
|
||
"lengths = []\n",
|
||
"\n",
|
||
"# Loop using Prusa model\n",
|
||
"for z in z_heights:\n",
|
||
" result = compute_areas_with_shell(\n",
|
||
" width_mm=width,\n",
|
||
" height_mm=height,\n",
|
||
" z_mm=z,\n",
|
||
" spacing_mm=spacing_mm,\n",
|
||
" density=infill_fraction,\n",
|
||
" line_width_mm=line_thickness,\n",
|
||
" shell_perimeters=shell_layers,\n",
|
||
" density_adjust=1.0,\n",
|
||
" pattern_tolerance_mm=0.5,\n",
|
||
" phase_shift_mm=(0.05, 0.0)\n",
|
||
" )\n",
|
||
"\n",
|
||
" areas.append(result[\"A_total\"])\n",
|
||
" shell_areas.append(result[\"A_shell\"])\n",
|
||
" infill_areas.append(result[\"A_infill\"])\n",
|
||
" lengths.append(result[\"L_infill\"])\n",
|
||
"\n",
|
||
"# Convert to NumPy for analysis\n",
|
||
"z_np = np.array(z_heights)\n",
|
||
"areas_np = np.array(areas)\n",
|
||
"shell_areas_np = np.array(shell_areas)\n",
|
||
"infill_areas_np = np.array(infill_areas)\n",
|
||
"lengths_np = np.array(lengths)\n",
|
||
"\n",
|
||
"# Analyze\n",
|
||
"i_max = np.argmax(infill_areas_np)\n",
|
||
"i_min = np.argmin(infill_areas_np)\n",
|
||
"print(f\"Infill max area: {infill_areas_np[i_max]:.2f} mm² at z = {z_np[i_max]:.2f} mm\")\n",
|
||
"print(f\"Infill min area: {infill_areas_np[i_min]:.2f} mm² at z = {z_np[i_min]:.2f} mm\")\n",
|
||
"print(f\"Shell area: {shell_areas_np[i_min]:.2f} mm²\")\n",
|
||
"#infill_peak_area_ratio = (infill_areas_np[i_max] / infill_areas_np[i_min] - 1) * 100\n",
|
||
"if infill_areas_np[i_min] > 1e-6:\n",
|
||
" infill_peak_area_ratio = (infill_areas_np[i_max] / infill_areas_np[i_min] - 1) * 100\n",
|
||
" print(f\"Infill area ratio: {infill_peak_area_ratio:.2f} %\")\n",
|
||
"else:\n",
|
||
" print(\"Infill min area is zero — cannot compute ratio.\")\n",
|
||
"\n",
|
||
"print(f\"Infill area ratio: {infill_peak_area_ratio:.2f} %\")\n",
|
||
"\n",
|
||
"# Plot\n",
|
||
"fig, axs = plt.subplots(2, 1, figsize=(10, 8), sharex=True)\n",
|
||
"\n",
|
||
"axs[0].plot(z_np, areas_np, label=\"Total Area\", linewidth=2)\n",
|
||
"axs[0].plot(z_np, shell_areas_np, label=\"Shell Area\", linestyle='--')\n",
|
||
"axs[0].plot(z_np, infill_areas_np, label=\"Infill Area\", linestyle='-.')\n",
|
||
"axs[0].set_ylabel(\"Area (mm²)\")\n",
|
||
"axs[0].legend()\n",
|
||
"axs[0].set_title(f\"Prusa Gyroid Area vs Z Height (density={infill_fraction:.2f})\")\n",
|
||
"\n",
|
||
"axs[1].plot(z_np, lengths_np, label=\"Infill Line Length\", linewidth=2)\n",
|
||
"axs[1].set_ylabel(\"Length (mm)\")\n",
|
||
"axs[1].set_xlabel(\"Z Height (mm)\")\n",
|
||
"axs[1].set_title(\"Infill Line Length vs Z Height\")\n",
|
||
"axs[1].legend()\n",
|
||
"\n",
|
||
"plt.tight_layout()\n",
|
||
"plt.grid(True)\n",
|
||
"plt.show()\n"
|
||
]
|
||
},
|
||
{
|
||
"cell_type": "code",
|
||
"execution_count": null,
|
||
"id": "917f72f0-a1b9-43dd-8294-bc40df50411a",
|
||
"metadata": {},
|
||
"outputs": [],
|
||
"source": []
|
||
}
|
||
],
|
||
"metadata": {
|
||
"kernelspec": {
|
||
"display_name": "Python 3 (ipykernel)",
|
||
"language": "python",
|
||
"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": "3.13.3"
|
||
}
|
||
},
|
||
"nbformat": 4,
|
||
"nbformat_minor": 5
|
||
}
|