{
"cells": [
{
"cell_type": "raw",
"id": "03f09521",
"metadata": {
"tags": [
"remove-cell"
]
},
"source": [
"/// script\n",
"requires-python = \">=3.12,<3.13\"\n",
"dependencies = [\n",
" \"qpdk[models] @ git+https://github.com/gdsfactory/quantum-rf-pdk.git\",\n",
" \"gsim @ git+https://github.com/nikosavola/gsim.git@946c3973b6311f0a4a3cf3bd601336ad7a186dfb\",\n",
"]\n",
"///"
]
},
{
"cell_type": "markdown",
"id": "4594d9b3",
"metadata": {},
"source": [
"# Palace Flip-Chip Simulation of a Flipmon Qubit\n",
"\n",
"This notebook demonstrates a two-chip (flip-chip) FEM simulation of a\n",
"**flipmon**: a circular transmon whose shunt capacitor is a vacuum-gap\n",
"parallel-plate capacitor formed by flipping a second chip on top of the\n",
"qubit chip {cite:p}`liVacuumgapTransmonQubits2021`. It extends the\n",
"{doc}`palace_eigenmode_qubit_resonator` notebook from a single chip to a\n",
"two-chip stack: two metal levels, two sapphire substrates, and conducting\n",
"indium bumps bridging the inter-chip gap, all driven through\n",
"[gsim](https://gdsfactory.github.io/gsim/) and solved with\n",
"[Palace](https://awslabs.github.io/palace/).\n",
"\n",
"The flipmon topology, as drawn by {func}`~qpdk.cells.flipmon_with_bbox`:\n",
"\n",
"- The **bottom chip** (metal level M1) carries the inner circular pad, the\n",
" outer ring, and the Josephson junction between them.\n",
"- The **top chip** (metal level M2, flipped so its metal faces down) carries\n",
" the top circle, galvanically connected to the inner pad through a central\n",
" indium bump.\n",
"- The qubit island is the inner pad + top circle node. The shunt\n",
" capacitance is the vacuum gap between the top circle and the outer ring,\n",
" which is the junction's counter-electrode.\n",
"\n",
"The workflow runs from layout to a qubit mode and its field:\n",
"\n",
"````{only} html\n",
"```{mermaid}\n",
"flowchart TB\n",
" A[\"Flip-chip layout
(qpdk cells)\"]\n",
" B[\"FEM regions
(two metal levels + bumps)\"]\n",
" C[\"Two-chip layer stack\"]\n",
" D[\"Analytical estimate
(vacuum-gap capacitor)\"]\n",
" E[\"Mesh and eigenmode solve\"]\n",
" F[\"Compare with the paper
(frequency, capacitance, participation)\"]\n",
" A --> B --> C --> E --> F\n",
" D --> F\n",
"```\n",
"````\n",
"\n",
"Li et al. used a 5 µm gap, sapphire chips, tantalum electrodes, and indium\n",
"bumps 20 to 50 µm across. Their simulated vacuum-gap electric-energy\n",
"participation was 53.2% {cite:p}`liVacuumgapTransmonQubits2021`. We use the\n",
"reported gap and materials and a 30 µm bump. The paper does not specify the\n",
"capacitor-pad radii or junction inductance, so those remain model choices.\n",
"\n",
"::::{admonition} Required extras\n",
":class: tip\n",
"\n",
"From a checkout, use Python 3.12 and install the `palace` dependency group:\n",
"\n",
"```bash\n",
"uv sync --python 3.12 --extra models --group palace\n",
"```\n",
"\n",
"The simulation cells additionally need the [Palace](https://awslabs.github.io/palace/)\n",
"solver itself, which is external to qpdk; the cells that invoke it are fenced,\n",
"and the Palace results are embedded below so the analysis runs anywhere.\n",
"\n",
"The standalone script and Colab setup also install the pinned gsim revision.\n",
"See the {ref}`extras reference ` for what each extra installs.\n",
"::::\n",
"\n",
"The results shown below were produced with Palace on an HPC cluster; the\n",
"solver data is embedded in hidden cells so the rendered docs show the\n",
"analysis, not the raw tables."
]
},
{
"cell_type": "code",
"execution_count": 1,
"id": "49bcafdd",
"metadata": {
"execution": {
"iopub.execute_input": "2026-10-28T09:53:28.624101Z",
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"shell.execute_reply": "2026-10-28T09:53:28.627161Z"
},
"tags": [
"hide-input",
"hide-output"
]
},
"outputs": [],
"source": [
"import os\n",
"import sys\n",
"from pathlib import Path\n",
"\n",
"if \"google.colab\" in sys.modules:\n",
" import subprocess\n",
"\n",
" print(\"Running in Google Colab. Installing QPDK...\")\n",
" subprocess.check_call([\n",
" sys.executable,\n",
" \"-m\",\n",
" \"pip\",\n",
" \"install\",\n",
" \"-q\",\n",
" \"qpdk[models] @ git+https://github.com/gdsfactory/quantum-rf-pdk.git\",\n",
" \"gsim @ git+https://github.com/nikosavola/gsim.git@946c3973b6311f0a4a3cf3bd601336ad7a186dfb\",\n",
" ])"
]
},
{
"cell_type": "code",
"execution_count": 2,
"id": "34332537",
"metadata": {
"execution": {
"iopub.execute_input": "2026-10-28T09:53:28.629279Z",
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},
"tags": [
"hide-input",
"hide-output"
]
},
"outputs": [],
"source": [
"import gdsfactory as gf\n",
"import jax.numpy as jnp\n",
"import klayout.db as kdb\n",
"import matplotlib.pyplot as plt\n",
"import matplotlib_inline\n",
"import numpy as np\n",
"from matplotlib import font_manager\n",
"from matplotlib.colors import LogNorm\n",
"from scipy.ndimage import gaussian_filter\n",
"\n",
"import qpdk.colormaps # ruff: ignore[unused-import] - registers the style colormap\n",
"from qpdk import PDK, logger\n",
"from qpdk.cells import flipmon_with_bbox\n",
"from qpdk.config import PATH\n",
"from qpdk.models.constants import e, h, ε_0\n",
"from qpdk.simulation import FLIP_CHIP_FEM_LAYERS, to_flip_chip_regions\n",
"from qpdk.tech import LAYER\n",
"\n",
"PDK.activate()\n",
"\n",
"for style in (PATH.repo / \"docs\" / \"qpdk.mplstyle\", \"qpdk\"):\n",
" try:\n",
" plt.style.use(style)\n",
" except OSError:\n",
" continue\n",
" break\n",
"\n",
"for font_path in (PATH.repo / \"build\" / \"docs-fonts\").glob(\"*\"):\n",
" if font_path.suffix.lower() in {\".otf\", \".ttf\"}:\n",
" font_manager.fontManager.addfont(str(font_path))\n",
"\n",
"installed_fonts = {font.name for font in font_manager.fontManager.ttflist}\n",
"plt.rcParams[\"font.sans-serif\"] = [\n",
" name\n",
" for name in (\"Inter\", \"Outfit\", \"DejaVu Sans\", \"Helvetica\", \"Arial\")\n",
" if name in installed_fonts\n",
"] + [\"sans-serif\"]\n",
"matplotlib_inline.backend_inline.set_matplotlib_formats(\"png\")"
]
},
{
"cell_type": "markdown",
"id": "02289413",
"metadata": {},
"source": [
"## Simulation layout\n",
"\n",
"The device under test is the {func}`~qpdk.cells.flipmon_with_bbox` cell: the\n",
"flipmon inside its etched bounding circles. The cell draws both metal levels\n",
"subtractively: each level's etched bounding circle removes everything inside\n",
"it except the drawn pads, so the surrounding ground plane and the isolated\n",
"pads come out of the same mask.\n",
"\n",
"Two additions make the standalone layout a well-posed simulation, and the\n",
"wrapper below adds both:\n",
"\n",
"- **Corner ground bumps.** Four indium bumps tie the two ground planes\n",
" together, as on the paper's assembled chip.\n",
"- **Junction lead tabs.** The lumped junction port must span the 20 µm gap\n",
" between the inner circle and the outer ring as a rectangle. Both facing\n",
" edges are circular arcs, so a rectangle clipped by them is no longer\n",
" rectangular, and Palace rejects non-rectangular lumped port surfaces. Two\n",
" small M1 lead tabs straighten the facing edges, narrowing the local lead\n",
" gap to 12 µm the way real junction leads approach each other. The port\n",
" rectangle must then exactly abut the tab edges: a port rectangle that\n",
" overhangs the thin tabs makes the meshing pipeline's boolean cuts delete\n",
" them, which leaves the port electrically orphaned (verified below).\n",
"\n",
"A ``SIM_AREA`` rectangle around the device bounds the simulation domain on\n",
"both chips."
]
},
{
"cell_type": "code",
"execution_count": 3,
"id": "01d6de96",
"metadata": {
"execution": {
"iopub.execute_input": "2026-10-28T09:53:30.650209Z",
"iopub.status.busy": "2026-10-28T09:53:30.650109Z",
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"shell.execute_reply": "2026-10-28T09:53:30.661982Z"
}
},
"outputs": [
{
"name": "stderr",
"output_type": "stream",
"text": [
"\u001b[32m2026-10-28 11:53:30.660\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36m__main__\u001b[0m:\u001b[36m\u001b[0m:\u001b[36m35\u001b[0m - \u001b[1msimulation area: (-270,-270;270,270)\u001b[0m\n"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"\u001b[32m2026-10-28 11:53:30.660\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36m__main__\u001b[0m:\u001b[36m\u001b[0m:\u001b[36m37\u001b[0m - \u001b[1mport center: (0.0, 0.0) µm, orientation 0°\u001b[0m\n"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"\u001b[32m2026-10-28 11:53:30.660\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36m__main__\u001b[0m:\u001b[36m\u001b[0m:\u001b[36m37\u001b[0m - \u001b[1mport inner_ring_near_junction: (30.0, 0.0) µm, orientation 0°\u001b[0m\n"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"\u001b[32m2026-10-28 11:53:30.660\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36m__main__\u001b[0m:\u001b[36m\u001b[0m:\u001b[36m37\u001b[0m - \u001b[1mport outer_ring_near_junction: (80.0, 0.0) µm, orientation 180°\u001b[0m\n"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"\u001b[32m2026-10-28 11:53:30.661\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36m__main__\u001b[0m:\u001b[36m\u001b[0m:\u001b[36m37\u001b[0m - \u001b[1mport outer_ring_outside: (140.0, 0.0) µm, orientation 0°\u001b[0m\n"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"\u001b[32m2026-10-28 11:53:30.661\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36m__main__\u001b[0m:\u001b[36m\u001b[0m:\u001b[36m37\u001b[0m - \u001b[1mport junction: (67.4, 0.0) µm, orientation 90°\u001b[0m\n"
]
}
],
"source": [
"BUMP_DIAMETER = 30.0 # µm, within the paper's reported 20 to 50 µm range\n",
"BUMP_RADIUS = BUMP_DIAMETER / 2\n",
"\n",
"\n",
"def _bump(x: float, y: float) -> kdb.DPolygon:\n",
" \"\"\"Return a circular bump polygon of the standard radius at (x, y).\"\"\"\n",
" return kdb.DPolygon.ellipse(\n",
" kdb.DBox(x - BUMP_RADIUS, y - BUMP_RADIUS, x + BUMP_RADIUS, y + BUMP_RADIUS), 64\n",
" )\n",
"\n",
"\n",
"@gf.cell\n",
"def sim_component() -> gf.Component:\n",
" \"\"\"Flipmon with corner ground bumps, lead tabs and a simulation area.\"\"\"\n",
" c = gf.Component()\n",
" ref = c << flipmon_with_bbox(bump_diameter=BUMP_DIAMETER)\n",
" c.add_ports(ref.ports)\n",
" # Tie the two chips' ground planes into a single ground node.\n",
" for x, y in ((-150, -150), (150, -150), (-150, 150), (150, 150)):\n",
" c.kdb_cell.shapes(gf.get_layer(LAYER.IND)).insert(_bump(x, y))\n",
" # Junction lead tabs: straight metal edges across the junction gap so the\n",
" # lumped port spans a rectangular lead gap instead of curved circle arcs.\n",
" half_width = ref.ports[\"junction\"].width / 2\n",
" c.kdb_cell.shapes(gf.get_layer(LAYER.M1_DRAW)).insert(\n",
" kdb.DBox(52.0, -half_width, 60.0, half_width)\n",
" )\n",
" c.kdb_cell.shapes(gf.get_layer(LAYER.M1_DRAW)).insert(\n",
" kdb.DBox(72.0, -half_width, 80.0, half_width)\n",
" )\n",
" c.kdb_cell.shapes(gf.get_layer(LAYER.SIM_AREA)).insert(c.bbox().enlarged(100, 100))\n",
" return c\n",
"\n",
"\n",
"layout_c = sim_component()\n",
"logger.info(f\"simulation area: {layout_c.bbox()}\")\n",
"for port in layout_c.ports:\n",
" logger.info(\n",
" f\"port {port.name}: ({port.center[0]:.1f}, {port.center[1]:.1f}) µm,\"\n",
" f\" orientation {port.orientation:.0f}°\"\n",
" )"
]
},
{
"cell_type": "markdown",
"id": "ac03cf46",
"metadata": {},
"source": [
"## From etch layers to flip-chip regions\n",
"\n",
"{func}`~qpdk.simulation.to_flip_chip_regions` applies the subtractive\n",
"convention on both metal levels (conductor is ``SIM_AREA - ETCH + DRAW``,\n",
"matching the flip-chip layer stack) and copies the indium bump layer to its\n",
"own region. The result carries six regions: two sapphire substrates, the two\n",
"zero-thickness metal sheets, the vacuum gap, and the bumps."
]
},
{
"cell_type": "code",
"execution_count": 4,
"id": "c5d9f60d",
"metadata": {
"execution": {
"iopub.execute_input": "2026-10-28T09:53:30.663388Z",
"iopub.status.busy": "2026-10-28T09:53:30.663344Z",
"iopub.status.idle": "2026-10-28T09:53:30.667953Z",
"shell.execute_reply": "2026-10-28T09:53:30.667614Z"
}
},
"outputs": [
{
"name": "stderr",
"output_type": "stream",
"text": [
"\u001b[32m2026-10-28 11:53:30.665\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36m__main__\u001b[0m:\u001b[36m\u001b[0m:\u001b[36m5\u001b[0m - \u001b[1m SUBSTRATE (114,0): 1 polygons, 291600 µm²\u001b[0m\n"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"\u001b[32m2026-10-28 11:53:30.665\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36m__main__\u001b[0m:\u001b[36m\u001b[0m:\u001b[36m5\u001b[0m - \u001b[1m M1 (115,0): 3 polygons, 253965 µm²\u001b[0m\n"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"\u001b[32m2026-10-28 11:53:30.665\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36m__main__\u001b[0m:\u001b[36m\u001b[0m:\u001b[36m5\u001b[0m - \u001b[1m VACUUM (116,0): 1 polygons, 291600 µm²\u001b[0m\n"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"\u001b[32m2026-10-28 11:53:30.666\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36m__main__\u001b[0m:\u001b[36m\u001b[0m:\u001b[36m5\u001b[0m - \u001b[1m BUMP (117,0): 5 polygons, 3530 µm²\u001b[0m\n"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"\u001b[32m2026-10-28 11:53:30.666\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36m__main__\u001b[0m:\u001b[36m\u001b[0m:\u001b[36m5\u001b[0m - \u001b[1m M2 (118,0): 2 polygons, 258938 µm²\u001b[0m\n"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"\u001b[32m2026-10-28 11:53:30.666\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36m__main__\u001b[0m:\u001b[36m\u001b[0m:\u001b[36m5\u001b[0m - \u001b[1m SUBSTRATE_TOP (119,0): 1 polygons, 291600 µm²\u001b[0m\n"
]
}
],
"source": [
"regions = to_flip_chip_regions(layout_c)\n",
"rlayout = regions.kdb_cell.layout()\n",
"for name, (lnum, ldt) in FLIP_CHIP_FEM_LAYERS.items():\n",
" region = kdb.Region(regions.kdb_cell.begin_shapes_rec(rlayout.layer(lnum, ldt)))\n",
" logger.info(\n",
" f\"{name:>14} ({lnum},{ldt}): {len(region.merged())} polygons,\"\n",
" f\" {region.area() / 1e6:.0f} µm²\"\n",
" )"
]
},
{
"cell_type": "markdown",
"id": "a3408033",
"metadata": {},
"source": [
"The region counts are the circuit topology made visible. M1 splits into the\n",
"ground plane, the isolated outer ring and the isolated inner circle; M2 into\n",
"the top ground plane and the isolated top circle. Each of the five bumps\n",
"overlaps conductor on both chips, so they connect what they must connect:\n",
"the one at the center joins the inner circle to the top circle (the qubit\n",
"island); the four at the corners join the ground planes."
]
},
{
"cell_type": "code",
"execution_count": 5,
"id": "aae38d2c",
"metadata": {
"execution": {
"iopub.execute_input": "2026-10-28T09:53:30.668639Z",
"iopub.status.busy": "2026-10-28T09:53:30.668600Z",
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"shell.execute_reply": "2026-10-28T09:53:30.670627Z"
}
},
"outputs": [],
"source": [
"m1 = kdb.Region(\n",
" regions.kdb_cell.begin_shapes_rec(rlayout.layer(*FLIP_CHIP_FEM_LAYERS[\"M1\"]))\n",
").merged()\n",
"m2 = kdb.Region(\n",
" regions.kdb_cell.begin_shapes_rec(rlayout.layer(*FLIP_CHIP_FEM_LAYERS[\"M2\"]))\n",
").merged()\n",
"bumps = kdb.Region(\n",
" regions.kdb_cell.begin_shapes_rec(rlayout.layer(*FLIP_CHIP_FEM_LAYERS[\"BUMP\"]))\n",
").merged()\n",
"assert (bumps - m1).is_empty(), \"a bump does not land on the bottom-chip metal\"\n",
"assert (bumps - m2).is_empty(), \"a bump does not land on the top-chip metal\""
]
},
{
"cell_type": "markdown",
"id": "e8368f71",
"metadata": {},
"source": [
"The same subtractive-to-positive conversion as the single-chip case, applied\n",
"once per metal level; see {ref}`subtractive-to-positive` for the rule and\n",
"{doc}`palace_eigenmode_qubit_resonator` for the walkthrough."
]
},
{
"cell_type": "markdown",
"id": "27b643da",
"metadata": {},
"source": [
"## Analytical qubit estimate\n",
"\n",
"The vacuum-gap capacitor gives a first estimate of the qubit frequency\n",
"before any mesh is built. Treat the top circle and the outer ring as\n",
"parallel plates across the inter-chip gap $g$; the overlapping area is the\n",
"annulus between the ring's inner edge (radius 80 µm) and the top circle's\n",
"edge (radius 110 µm):\n",
"\n",
"```{math}\n",
"C_\\text{vac} = \\frac{\\varepsilon_0 \\pi (r_\\text{top}^2 - r_\\text{ring,in}^2)}{g}\n",
"```\n",
"\n",
"The qubit island also sees fringing fields at the plate edges, the substrate\n",
"beneath both chips, and the small M1-level capacitance across the junction\n",
"gap, so $C_\\Sigma > C_\\text{vac}$ and the parallel-plate value\n",
"bounds the qubit frequency from above. Deep in the transmon regime the\n",
"linearized mode sits at\n",
"$f_q \\approx 1 / (2\\pi\\sqrt{L_\\text{J} C_\\Sigma})$\n",
"{cite:p}`kochChargeinsensitiveQubitDesign2007a,krantzQuantumEngineersGuide2019`."
]
},
{
"cell_type": "code",
"execution_count": 6,
"id": "bc3cf337",
"metadata": {
"execution": {
"iopub.execute_input": "2026-10-28T09:53:30.671549Z",
"iopub.status.busy": "2026-10-28T09:53:30.671506Z",
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"outputs": [
{
"name": "stderr",
"output_type": "stream",
"text": [
"\u001b[32m2026-10-28 11:53:30.695\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36m__main__\u001b[0m:\u001b[36m\u001b[0m:\u001b[36m14\u001b[0m - \u001b[1mparallel-plate vacuum capacitance: 31.71 fF\u001b[0m\n"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"\u001b[32m2026-10-28 11:53:30.703\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36m__main__\u001b[0m:\u001b[36m\u001b[0m:\u001b[36m15\u001b[0m - \u001b[1mqubit frequency upper bound: 9.99 GHz\u001b[0m\n"
]
}
],
"source": [
"BUMP_THICKNESS = 5.0 # µm, paper's nominal inter-chip gap\n",
"TOP_CIRCLE_RADIUS = 110.0 # µm\n",
"RING_INNER_RADIUS = 80.0 # µm\n",
"L_J = 8e-9 # H, linearized junction inductance\n",
"\n",
"c_vac = (\n",
" ε_0\n",
" * jnp.pi\n",
" * (TOP_CIRCLE_RADIUS**2 - RING_INNER_RADIUS**2)\n",
" * 1e-12\n",
" / (BUMP_THICKNESS * 1e-6)\n",
")\n",
"f_q_upper = 1 / (2 * jnp.pi * jnp.sqrt(L_J * c_vac))\n",
"logger.info(f\"parallel-plate vacuum capacitance: {c_vac * 1e15:.2f} fF\")\n",
"logger.info(f\"qubit frequency upper bound: {f_q_upper / 1e9:.2f} GHz\")"
]
},
{
"cell_type": "markdown",
"id": "ce5e3cbe",
"metadata": {},
"source": [
"## Simulation setup with gsim\n",
"\n",
"gsim turns the converted layout into a 3-D model: `flip_chip_stack` assigns\n",
"each region a material and a z-extent, and the simulation classes configure\n",
"the ports. The `palace` dependency group installs the pinned gsim version;\n",
"only the Palace solver itself stays external. The same geometry and stack\n",
"feed the saved eigenmode solve below.\n",
"\n",
"The 5 µm vacuum gap and sapphire substrates follow the paper. We retain\n",
"500 µm substrate thickness as a model assumption; the paper does not give\n",
"the wafer thickness. Gsim's sapphire microwave permittivity is anisotropic\n",
"(9.3 in-plane, 11.5 out-of-plane). The paper's 120 nm tantalum films are\n",
"represented as zero-thickness PEC sheets, while the indium bumps bridge the\n",
"two metal levels as conductive vias.\n",
"\n",
"The junction port points radially across the lead gap; `resistance=0.0`\n",
"keeps the linearized junction purely reactive."
]
},
{
"cell_type": "code",
"execution_count": 7,
"id": "639c43c8",
"metadata": {
"execution": {
"iopub.execute_input": "2026-10-28T09:53:30.705349Z",
"iopub.status.busy": "2026-10-28T09:53:30.705304Z",
"iopub.status.idle": "2026-10-28T09:53:31.424155Z",
"shell.execute_reply": "2026-10-28T09:53:31.423709Z"
}
},
"outputs": [
{
"name": "stderr",
"output_type": "stream",
"text": [
"pyvirtualdisplay not available; continuing without Xvfb\n"
]
}
],
"source": [
"from gsim.common.stack.materials import MATERIALS_DB\n",
"\n",
"from qpdk.simulation import flip_chip_stack\n",
"\n",
"stack = flip_chip_stack(substrate_thickness=500.0, bump_thickness=BUMP_THICKNESS)\n",
"for name in (\"SUBSTRATE\", \"SUBSTRATE_TOP\"):\n",
" stack.layers[name].material = \"sapphire\"\n",
"stack.materials[\"sapphire\"] = MATERIALS_DB[\"sapphire\"].to_dict()\n",
"regions.ports[\"junction\"].orientation = 0.0\n",
"# Center the port exactly on the 12 um lead gap (x from 60 to 72) so the\n",
"# port rectangle abuts both tab edges instead of overhanging them.\n",
"regions.ports[\"junction\"].center = (66.0, 0.0)"
]
},
{
"cell_type": "markdown",
"id": "04d92a96",
"metadata": {},
"source": [
"### Mesh checks\n",
"\n",
"Gsim validates the mesh groups and Palace's rectangular port geometry."
]
},
{
"cell_type": "code",
"execution_count": 8,
"id": "382b7c8a",
"metadata": {
"execution": {
"iopub.execute_input": "2026-10-28T09:53:31.425198Z",
"iopub.status.busy": "2026-10-28T09:53:31.425152Z",
"iopub.status.idle": "2026-10-28T09:53:31.428191Z",
"shell.execute_reply": "2026-10-28T09:53:31.427892Z"
},
"lines_to_next_cell": 2
},
"outputs": [
{
"name": "stderr",
"output_type": "stream",
"text": [
"/var/folders/7r/_fj6b8190zv3fsq1n4k2g0rh0000gn/T/ipykernel_44332/4037658474.py:8: DeprecationWarning: set_numerical() is deprecated; use set_solver() instead.\n",
" sim.set_numerical(order=1, solver_type=\"MUMPS\")\n"
]
}
],
"source": [
"import json\n",
"\n",
"from gsim.palace import EigenmodeSim, resolve_physical_groups\n",
"\n",
"sim = EigenmodeSim()\n",
"sim.set_geometry(regions)\n",
"sim.set_stack(stack)\n",
"sim.set_numerical(order=1, solver_type=\"MUMPS\")\n",
"# Exactly abut the 12 um lead gap: center the port on the gap and size the\n",
"# rectangle to it. An overhanging rectangle makes the boolean pipeline eat\n",
"# the lead tabs and orphan the port (see the port connectivity check).\n",
"sim.add_port(\"junction\", layer=\"M1\", length=12.0, inductance=L_J, resistance=0.0)\n",
"sim.set_eigenmode(target=4.8e9, num_modes=1, save=1)\n",
"\n",
"SIM_DIR = Path(\"build/sim_palace_flipmon\")\n",
"sim.set_output_dir(SIM_DIR)\n",
"if os.environ.get(\"QPDK_BUILD_FLIPMON\") == \"1\":\n",
" sim.mesh(preset=\"coarse\", refined_mesh_size=0.5, auto_size=False)\n",
" sim.write_config()\n",
" sim.print_mesh_stats()\n",
" sim.validate_mesh()\n",
" config_path = SIM_DIR / \"config.json\"\n",
" linear_config = json.loads(config_path.read_text())\n",
" linear_config[\"Solver\"][\"Linear\"][\"MaxIts\"] = 10\n",
" linear_config[\"Solver\"][\"Linear\"][\"ColumnOrdering\"] = \"ParMETIS\"\n",
" linear_config[\"Solver\"][\"Eigenmode\"][\"Tol\"] = 1e-3\n",
" linear_config[\"Domains\"][\"Postprocessing\"][\"Energy\"] = [\n",
" {\"Index\": index, \"Attributes\": resolve_physical_groups(SIM_DIR, [name])}\n",
" for index, name in enumerate((\"VACUUM\", \"SUBSTRATE\", \"SUBSTRATE_TOP\"), 1)\n",
" ]\n",
" config_path.write_text(json.dumps(linear_config, indent=2) + \"\\n\")"
]
},
{
"cell_type": "markdown",
"id": "7fc54525",
"metadata": {},
"source": [
"### Simulation-area mesh\n",
"\n",
"These views cut the tetrahedral grid saved with the Palace eigenmode at\n",
"$y=0$. The full section shows both 500 µm sapphire substrates and the\n",
"simulation boundary. The detail resolves the 5 µm inter-chip gap and the\n",
"junction leads. Both axes use the same physical scale within each panel.\n",
"The mesh and fields below come from the same saved solution."
]
},
{
"cell_type": "code",
"execution_count": 9,
"id": "ef9c9fa3",
"metadata": {
"execution": {
"iopub.execute_input": "2026-10-28T09:53:31.429027Z",
"iopub.status.busy": "2026-10-28T09:53:31.428971Z",
"iopub.status.idle": "2026-10-28T09:53:31.964762Z",
"shell.execute_reply": "2026-10-28T09:53:31.964477Z"
},
"lines_to_next_cell": 2
},
"outputs": [
{
"name": "stderr",
"output_type": "stream",
"text": [
"findfont: Failed to find font weight bold, now using 400.\n"
]
},
{
"data": {
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",
"text/plain": [
""
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"field_path = SIM_DIR / \"output/palace/paraview/eigenmode/Cycle000001/data.pvtu\"\n",
"field = None\n",
"if field_path.exists():\n",
" import pyvista as pv\n",
"\n",
" field = pv.read(field_path)\n",
" assert isinstance(field, pv.DataSet)\n",
" section = field.slice(normal=(0, 1, 0), origin=(0, 0, BUMP_THICKNESS / 2))\n",
" section = section.triangulate()\n",
" assert isinstance(section, pv.PolyData)\n",
" triangles = section.faces.reshape(-1, 4)[:, 1:]\n",
" fig, axes = plt.subplots(1, 2, figsize=(9, 5.5), constrained_layout=True)\n",
" for ax, limits, title in zip(\n",
" axes,\n",
" [\n",
" ((field.bounds[0], field.bounds[1]), (field.bounds[4], field.bounds[5])),\n",
" ((45, 145), (-15, 20)),\n",
" ],\n",
" [\"Full simulation area\", \"Junction and capacitor detail\"],\n",
" strict=True,\n",
" ):\n",
" ax.axhspan(0, BUMP_THICKNESS, color=\"darkorange\", alpha=0.15)\n",
" ax.triplot(\n",
" section.points[:, 0],\n",
" section.points[:, 2],\n",
" triangles,\n",
" color=\"0.35\",\n",
" linewidth=0.3,\n",
" )\n",
" ax.set(xlim=limits[0], ylim=limits[1], xlabel=\"x (µm)\", ylabel=\"z (µm)\")\n",
" ax.set_title(title)\n",
" ax.set_aspect(\"equal\")\n",
" ax.grid(False)\n",
" axes[0].text(0, -250, \"bottom sapphire\", ha=\"center\")\n",
" axes[0].text(0, 255, \"top sapphire\", ha=\"center\")\n",
" axes[1].set_yticks([-10, 0, 5, 15])\n",
" plt.show()\n",
" plt.close(fig)\n",
"else:\n",
" logger.info(\"Palace field files are needed to regenerate the mesh sections\")"
]
},
{
"cell_type": "markdown",
"id": "ecbb7bd4",
"metadata": {},
"source": [
"## Solved qubit mode\n",
"\n",
"Palace identifies mode 1 by its junction inductive-energy participation.\n",
"These values are from the saved first-order, 0.5 µm near-metal solve. Domain\n",
"electric energies come from the same eigenmode; the vacuum domain is the\n",
"5 µm gap between the chips."
]
},
{
"cell_type": "code",
"execution_count": 10,
"id": "b4c59f87",
"metadata": {
"execution": {
"iopub.execute_input": "2026-10-28T09:53:31.965690Z",
"iopub.status.busy": "2026-10-28T09:53:31.965635Z",
"iopub.status.idle": "2026-10-28T09:53:31.968053Z",
"shell.execute_reply": "2026-10-28T09:53:31.967782Z"
},
"tags": [
"hide-input"
]
},
"outputs": [
{
"name": "stderr",
"output_type": "stream",
"text": [
"\u001b[32m2026-10-28 11:53:31.966\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36m__main__\u001b[0m:\u001b[36m\u001b[0m:\u001b[36m7\u001b[0m - \u001b[1mmode 1: 4.9922 GHz, junction participation 0.9986, vacuum-gap electric participation 42.1%\u001b[0m\n"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"\u001b[32m2026-10-28 11:53:31.966\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36m__main__\u001b[0m:\u001b[36m\u001b[0m:\u001b[36m12\u001b[0m - \u001b[1m0.70 to 0.50 µm mesh shift: 8.6 MHz\u001b[0m\n"
]
}
],
"source": [
"eig_f_ghz = np.array([4.992234097306])\n",
"eig_q = np.array([2.399143492573e4])\n",
"junction_epr = np.array([9.986240702180e-1])\n",
"electric_epr = np.array([4.206340280329e-1, 3.613594798709e-1, 2.180064920960e-1])\n",
"paper_electric_epr = np.array([0.532, 0.363, 0.105])\n",
"coarse_f_ghz = 4.983677803996\n",
"logger.info(\n",
" f\"mode 1: {eig_f_ghz[0]:.4f} GHz, junction participation \"\n",
" f\"{junction_epr[0]:.4f}, vacuum-gap electric participation \"\n",
" f\"{electric_epr[0]:.1%}\"\n",
")\n",
"logger.info(\n",
" f\"0.70 to 0.50 µm mesh shift: {(eig_f_ghz[0] - coarse_f_ghz) * 1e3:.1f} MHz\"\n",
")"
]
},
{
"cell_type": "markdown",
"id": "a5d03d14",
"metadata": {},
"source": [
"### Comparison with Li et al.\n",
"\n",
"The Palace frequency is the linearized LC mode. We estimate the transmon\n",
"transition by subtracting $E_\\text{C}/h$, with\n",
"$E_\\text{C}=e^2/(2C_\\Sigma)$ and\n",
"$C_\\Sigma=[(2\\pi f_\\text{lin})^2 L_\\text{J}]^{-1}$.\n",
"The subtraction is a scale check, not a fitted junction model."
]
},
{
"cell_type": "code",
"execution_count": 11,
"id": "231a49a7",
"metadata": {
"execution": {
"iopub.execute_input": "2026-10-28T09:53:31.968869Z",
"iopub.status.busy": "2026-10-28T09:53:31.968815Z",
"iopub.status.idle": "2026-10-28T09:53:32.059300Z",
"shell.execute_reply": "2026-10-28T09:53:32.058920Z"
}
},
"outputs": [
{
"name": "stderr",
"output_type": "stream",
"text": [
"\u001b[32m2026-10-28 11:53:31.970\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36m__main__\u001b[0m:\u001b[36m\u001b[0m:\u001b[36m19\u001b[0m - \u001b[1mC_sigma = 127.0 fF, E_C/h = 152 MHz, estimated f_01 = 4.840 GHz\u001b[0m\n"
]
},
{
"data": {
"image/png": 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",
"text/plain": [
""
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"f_q = float(eig_f_ghz[0])\n",
"c_sigma = 1 / (2 * jnp.pi * f_q * 1e9) ** 2 / L_J\n",
"charging_ghz = e**2 / (2 * h * c_sigma) / 1e9\n",
"estimated_transition_ghz = f_q - charging_ghz\n",
"paper_fq_ghz = np.array([\n",
" 4.800,\n",
" 4.853,\n",
" 4.642,\n",
" 4.823,\n",
" 4.720,\n",
" 4.608,\n",
" 4.965,\n",
" 4.732,\n",
" 4.986,\n",
" 4.978,\n",
" 4.857,\n",
" 4.951,\n",
"])\n",
"logger.info(\n",
" f\"C_sigma = {c_sigma * 1e15:.1f} fF, E_C/h = {charging_ghz * 1e3:.0f} MHz, \"\n",
" f\"estimated f_01 = {estimated_transition_ghz:.3f} GHz\"\n",
")\n",
"\n",
"fig, axes = plt.subplots(1, 2, figsize=(10.5, 3.5), constrained_layout=True)\n",
"axes[0].scatter(paper_fq_ghz, np.zeros_like(paper_fq_ghz), label=\"Li et al., measured\")\n",
"axes[0].scatter([estimated_transition_ghz], [1], s=75, label=\"Estimated transition\")\n",
"axes[0].scatter([f_q], [2], s=75, label=\"Palace linear mode\")\n",
"axes[0].set_yticks([0, 1, 2], [r\"paper $f_{01}$\", r\"model $f_{01}$\", \"linear mode\"])\n",
"axes[0].set_xlim(4.5, 5.1)\n",
"axes[0].set_ylim(-0.4, 2.4)\n",
"axes[0].set_xlabel(\"frequency (GHz)\")\n",
"axes[0].legend(loc=\"upper left\")\n",
"positions = np.arange(3)\n",
"axes[1].bar(positions - 0.18, electric_epr * 100, width=0.36, label=\"This model\")\n",
"axes[1].bar(positions + 0.18, paper_electric_epr * 100, width=0.36, label=\"Li et al.\")\n",
"axes[1].set_xticks(positions, [\"vacuum gap\", \"bottom sapphire\", \"top sapphire\"])\n",
"axes[1].set_ylabel(\"electric-energy participation (%)\")\n",
"axes[1].set_ylim(0, 65)\n",
"axes[1].tick_params(axis=\"x\", labelrotation=15)\n",
"axes[1].legend()\n",
"plt.show()\n",
"plt.close(fig)"
]
},
{
"cell_type": "markdown",
"id": "952464ab",
"metadata": {},
"source": [
"| Quantity | Li et al. | This model |\n",
"| --- | ---: | ---: |\n",
"| Chip gap | $5\\pm0.4\\,\\text{µm}$ measured | $5\\,\\text{µm}$ |\n",
"| Substrates | Sapphire | Sapphire |\n",
"| Indium bump diameter | $20$ to $50\\,\\text{µm}$ | $30\\,\\text{µm}$ |\n",
"| Qubit $f_{01}$ | $4.608$ to $4.986\\,\\text{GHz}$ measured | $4.840\\,\\text{GHz}$ estimated from a $4.992\\,\\text{GHz}$ linear mode |\n",
"| $C_\\Sigma$ | $78$ to $88\\,\\text{fF}$ inferred from anharmonicity | $127.0\\,\\text{fF}$ inferred with $L_\\text{J}=8\\,\\text{nH}$ |\n",
"| Vacuum-gap electric-energy participation | $53.2\\%$ simulated | $42.1\\%$ simulated |\n",
"| Bottom-sapphire electric-energy participation | $36.3\\%$ simulated | $36.1\\%$ simulated |\n",
"| Top-sapphire electric-energy participation | $10.5\\%$ simulated | $21.8\\%$ simulated |\n",
"\n",
"The gap, substrate, and bump size follow the paper. Its pad radii and\n",
"junction inductance are not specified. The bottom-sapphire share agrees,\n",
"while the model has less energy in the gap and more in the top substrate.\n",
"The raw eigenmode $Q$ uses the stack's bulk sapphire loss and does not predict the\n",
"measured $T_1$. The inductive junction participation and electric vacuum\n",
"participation are different quantities."
]
},
{
"cell_type": "markdown",
"id": "6927ad08",
"metadata": {},
"source": [
"### Electric field in the gap\n",
"\n",
"The saved image samples Palace's mode-1 field halfway across the vacuum\n",
"gap, at $z=2.5\\,\\text{µm}$. Palace exports electric field values local to\n",
"each mesh element; a planar cut can therefore show small facets. Sampling\n",
"onto a regular grid and filtering over 0.4 µm reduces those seams without\n",
"changing the solved field. The PNG is embedded in the notebook output."
]
},
{
"cell_type": "code",
"execution_count": 12,
"id": "dc05f345",
"metadata": {
"execution": {
"iopub.execute_input": "2026-10-28T09:53:32.060265Z",
"iopub.status.busy": "2026-10-28T09:53:32.060214Z",
"iopub.status.idle": "2026-10-28T09:53:33.222945Z",
"shell.execute_reply": "2026-10-28T09:53:33.222668Z"
}
},
"outputs": [
{
"data": {
"image/png": 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",
"text/plain": [
""
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"if field is not None:\n",
" import pyvista as pv\n",
"\n",
" x = np.linspace(-170, 170, 850)\n",
" y = np.linspace(-170, 170, 850)\n",
" grid_x, grid_y = np.meshgrid(x, y)\n",
" points = np.column_stack((\n",
" grid_x.ravel(),\n",
" grid_y.ravel(),\n",
" np.full(grid_x.size, 2.5),\n",
" ))\n",
" sampled = pv.PolyData(points).sample(field)\n",
" valid = np.asarray(sampled.point_data[\"vtkValidPointMask\"], dtype=bool).reshape(\n",
" grid_x.shape\n",
" )\n",
" e_real = np.asarray(sampled.point_data[\"E_real\"], dtype=float)\n",
" e_imag = np.asarray(sampled.point_data[\"E_imag\"], dtype=float)\n",
" magnitude = np.sqrt(np.sum(e_real**2 + e_imag**2, axis=1)).reshape(grid_x.shape)\n",
" positive = magnitude[valid & (magnitude > 0)]\n",
" vmax = float(np.percentile(positive, 99.5))\n",
" vmin = max(vmax / 150, float(np.percentile(positive, 25)))\n",
" sigma = 0.4 / (x[1] - x[0])\n",
" weights = valid.astype(float)\n",
" log_field = np.log(np.where(valid, np.maximum(magnitude, vmin), vmin))\n",
" shown = np.where(\n",
" valid,\n",
" np.exp(\n",
" gaussian_filter(log_field * weights, sigma)\n",
" / np.maximum(gaussian_filter(weights, sigma), 1e-12)\n",
" ),\n",
" np.nan,\n",
" )\n",
" cmap = plt.get_cmap(\"magma\").copy()\n",
" cmap.set_bad(\"0.94\")\n",
" fig, ax = plt.subplots(figsize=(6.5, 5.7))\n",
" image = ax.imshow(\n",
" shown,\n",
" origin=\"lower\",\n",
" extent=(-170, 170, -170, 170),\n",
" cmap=cmap,\n",
" norm=LogNorm(vmin=vmin, vmax=vmax),\n",
" interpolation=\"none\",\n",
" )\n",
" ax.grid(False)\n",
" ax.set_aspect(\"equal\")\n",
" ax.set_xlabel(\"x (µm)\")\n",
" ax.set_ylabel(\"y (µm)\")\n",
" ax.set_title(f\"Flipmon mode: {f_q:.3f} GHz\")\n",
" fig.colorbar(image, ax=ax, label=r\"$|\\mathbf{E}|$ (V/m)\")\n",
" plt.show()\n",
" plt.close(fig)\n",
"else:\n",
" logger.info(\"Palace field files are needed to regenerate the embedded plot\")"
]
},
{
"cell_type": "markdown",
"id": "9f4006e3",
"metadata": {},
"source": [
"### Vertical electric-field section\n",
"\n",
"The $y=0$ section shows the field across both chip surfaces. The lower panel\n",
"zooms in on the junction and the overlap between the outer ring and top pad.\n",
"Black lines are the actual metal intersections, and gray marks the central\n",
"indium bump. The bottom metal is at $z=0$ and the top metal at\n",
"$z=5\\,\\text{µm}$.\n",
"\n",
"These samples are unsmoothed so the normal-field jump between sapphire and\n",
"vacuum remains visible. Both panels share one color scale. Eigenmode field\n",
"amplitudes have arbitrary normalization, not a specified drive voltage."
]
},
{
"cell_type": "code",
"execution_count": 13,
"id": "488b2699",
"metadata": {
"execution": {
"iopub.execute_input": "2026-10-28T09:53:33.223805Z",
"iopub.status.busy": "2026-10-28T09:53:33.223752Z",
"iopub.status.idle": "2026-10-28T09:53:34.052763Z",
"shell.execute_reply": "2026-10-28T09:53:34.052315Z"
}
},
"outputs": [
{
"data": {
"image/png": 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4unGUt6BsNb4ElR4GLYtOS1WjIpBBdExNKl6XqiJdbGy44Y1k7XgTxYEkau7y5cvp6aefpg9+8IMUJSCNwBdQkmoPzNkY3U6qfgkkOqqGQ1JF0WviJJAAAHeo1466msYNj7UgPE499VT63//+R0uXLo3UxwBpBMBFF9WkdFIF3oMEsvHGHoYpiur0G6lmG38gr7mkkymQjVyS6jZ1RLrY2KIYd5I2T+Pf/vY3mjx5MnV0qPMpRQNcUoi5wKgSA4C+JFUuQZNNa4ZLIwqkXIA/oigX4C8skHIBACQHThflwiWpcgHuefjhh2nGjBmUSqUol6scn5577jnae++9qa2tjbbYYgu6+eabq/5ueHiYzjvvPPrZz34WybcfSSMAAIQESlWdExVBDDNdHFlTud7bOqXgbHyjzXGOQTfE8bspDohXuoimON6R9iBd5D4BUY0otIhdj77lllvoxBNPpPe97320cuXK8u1r1qyhgw8+mD72sY/RZZddRg899BB99rOfpVmzZtH+++8v7vOjH/2ITj75ZCGcUSTaew0QOzCWEQBjZNrodKqORiIqQpjU8YqmOBTIoOd6tNP8ppHLUu2WqkZdFMNmyVAbJYWklqLGgSuvvJIuueQSmjt3Ln3gAx8o337ppZdSd3c3LViwgNLpNM2bN4+eeOIJIYosjW+++SZdc801dPnll9M999wjUkdOLPfaay+KCtiDAJAgGq1LahzBmMf4ySJIzphHAEDC5mkM6HnswuLHSeH9999fdfvdd98tUkYWRgn//KEPfYjGx8dp3bp1dMABB9CNN94oftfX10e33347pBEAED9yhfqLU9RxjW4fL+qdVJ1QNdZR8abWbHLkP+5CmIR00bJU1YOy1TDGOiJdtAcSxsbASbqoHkcxftEemqYJsVNpaWkRi4pZaemiRYvok5/8ZNVtm2yyiRDGd999l3bYYQe6+uqry79j6fzJT35CUQKNcIAnJalyacRGRGhGBEDyGtSwLCZBGAOjoCwt2coCQocnbMek7ckkrSwsinIB3rNq1SpRXqouF154oe2/HxwcFH+jwl1SmaGhoQn3P+SQQyhqYI8OQETAnI2NjZo6tlJ8ksY4i2HScDz9Rr3YuU6oiuNo7W0FTXGAEWiKA2ruhgIazjxt2jR6/fXqOnx9ylgL7pjKJacqa9euFV/b29sn3J/HQEYNSCMAMSeu4xi9KFVNKuvGKmf8HVlvrxpnXE590ghyiGRRh9fFIw4E0qz5TZglqSvfmHhiF1WalUY4U0vfr1zbGeIagSg1uUFJqnNSqRRNmjSJ3MKlqG+88UbVbdz8JpvN0gYbbEBxAOWpwBWNWpIKzGnk+RjjRL6QqrkkrczUbhlqowgjj29UxziGBspXAQi0DFWdjzExaMUpN/xeHHXCMeHAAw+kv/71r2JspOTWW2+l/fbbj5qa4jEvJpLGBKCOqcukcMIOgDq3lCS6s0yBoGkUQYwFNtJHNLzxBnVcY0E5bwDRBNNmJIsvfOEL9Ktf/YpOO+00sfA8jdz45p///CfFBUgjADEkriWpwDmDuSbfSlUB8Ir0VPtje+zQvmXl9CS3HNs9ACAeU27UGhPJ0258+ctfpp122kmUpPKcjjzNRlyANALboBTVHKS9de6ISiWtTsc2Jmn6DeAvSBfrmIYjhNQxv2S4/H1KOVPRklsp7ek4xqSmjo3QFEf+N3rVBVUeJzGOMVj233//qlJUhmXxkUceobgCaQQAAJBIIIrxIj1baTKhSCMAjQSmzHCGzsuAj0Tk8iIAQN9CWi5hMppPlxcQjVJVtVwVgFrTb8glLmjL+8tL02aTyovaBYRTR7kAkMRGNyCa9Pb20rx588SyYMECakSw2wU1QUlqsscyQgZB0mi0dHFkTeU0s3VKoe7xiIXVxlNduMbJla925YLImPW+DmWrzkpSQWM2ukl6WWpQA1N6enpo4cKF1MhAGgFoAOIih5i7Ebil0WQxcg1tXJZFpDorc5LaIm18tigFEmMenRPX8Y1xx09RTNS0GiAyQBoBiHlTnLCFEPMyxr+jasZkbs1h5Qp1m48nOG6BKHpDoa9Sw5ruti9xqWxl35Oa2lF5vKXrPFqz0uMNVb5Pt9cWSKSPjYNsihOnhjjdEdyPxh19sxngH5BGAGJYkhq2KAIAQD04ThhBGZSkxgscrUFSgDSCCWAcY3SBLJqD6TcaA6SLEaUtGAk0TR0N8CJ1XPmGxZPEiKndg+XvV/dVkmGQvG6oSR/HWDVPYwBBI7LMIpDGhIH5ApNHo4oixjcCCUTRezLd7kv61LJUq6kz1FJVt+liy1YVwRl9edDkSeUTGv8aZav2wPhGbwjjqI1xjMBvII0AABBjvB7fGBUgit6hTruRCrgqVBVIrX/E/9TRpFFO3EFJajyQmx/mWgwOpIDBAWkEApSkRosgGug0Ginl0KIROgRGEYhiAktVhx1MFJny+P/SotMqg26ryWmI46YpzpKhtthMnWFFo5SkgvBozLo3AAAAADgqSZWLIzpaK4uPcOqoJo92YYGUC5hYqioXAKIKj2n0e2F6e3tp3rx5YlmwYAE1IthNAuAjGGPqDRjfmOxSVSSMCWas0oEmNWty+Xtt2VqKGpjrEcQtXcQ4xuDo6emhhQsXUiMDaWxwUJYaHeJUkhr1uRlHSiVKRtOVAHd4PWcjRDH6czZmpjpIB3MmAwjXm1b5ftVa30tSnczpaEaUUkeMZYwOURHFMOAhHdE+6oMgiNCuEQAAQFBkIi7+IHpdU/Wkpla6mhYO2Kv8ffr/PWyZOoZKQpvl+Am6qkYTjGMMZsoNUATSCACIFShVjW+pKtLFeFFYU+l2mp5ikDq2uG+8kerpFF+1NSZTaAQ8p6MZKZMKEE3zr5kW0sVwmuIY0cjpIgANIY1PPfUU3XjjjVW3ZTIZ+slPfhLaOgEAwitTZVCqGg4QxeAYWVM5xW2dUvBNIDObTaXE4DJ1VGXST4EE4RJFUcQ4xgr8X6gFUDiLMDPB3VP/+9//0p/+9CcaGRmpWhqxCYtc9OMY5QLCH8coFwAA8JtUurioaMOF8uKI0fHK4hTuwuq0E2tEYYGUC4g/aWUBAPiUNL799tv0v//9j5YuXUrLli2jdDpN06dPpx133JF23XVX6uiojH/wk/fee4/22msvuuiiiwJ5PgDsIOUdggiSXqqKdDFaNM2sv0zPt3Qxr4hqxvo0vWWrynnE6MuD3paqyqev43qqFMeop49Tuyvv3eq+DlfjGwsRf41OSUc4XVTBOEYFZUoMX8H1IG+kkSXxqquuojvvvJPefPNNcVt3dzfNnDmT8vk8rVixgvr7+6mtrY2OPPJI+uIXv0gHHHAA+cnixYtp9uzZvj4HACBa4xtH82nbpaotGaTsXgNRjBdmqaI+hXRDVVOcl1+t/CKGyeL0LYbL3698tc238lWMYwyfqMsiALGWxtNPP51+85vfiCTxuOOOo/3224/23HPPqkRR0zR6/fXX6d5776U///nPdPDBB9MxxxxDN910E/kpjVtuuSVdc801tGTJEnr/+99Pe++9NzUyKEWNDkgaQZKALEaTUNPFdLr+1NFHLFNHj7urhtFMB5ijThnU3RSP1h4Yx2iOhhQwMOr6b2FZfOKJJ2iXXXYxvU8qlaLNN99cLJwyLlq0iO6++27yE5bGn//857T//vuLEtlzzz2Xzj77bDrvvPNM/2Z0dFQskkKhQMtG19DXXvg9JYE0jk2RIa6zHXk8nVqoB46ovxY/SZe2v3reA3UbzmSR2kaRzF3u/l9SLS5PC75/i/jy3CO/c/RnqVndlXVa1keRI37haGBEfRoOtZNqJuY9HFCSCqJASuMoMGGwNGazWVEiy1x//fV04okn0ssvv0xbbLGF4d98//vfp/PPPz/gNW08ZrdMt33f7tbKJNN2SLen42EFXcql7Yx3c6YBAEDYPPf81ea/VC7MljFrUlewPslPDVdKR13jIBVN9feTl2jKc6dsvF7fcHsaOGLweUaVUZPziVxE5g51wnAI73vvOtr2G1cTTZpJCxcupCiwzTbb0OJXVtIRU7/k+3P9Y/Ul1DY9Q1OmTBE/z58/XyyNhqe5PI9fvOCCC0T6OGywM+cP+IYbbiC/WX/99at+Pv744+mcc86h+++/31QazzrrLDrjjDPKP+++++5CMhM6K0lo/Hxe5Z97IFf7YH3MjossH2/SvsW5vjy7Wu4j2gd2K36jnhyopdyTizsjEEAZHAAARIjICGSSZFF9H9Uy1HFFFLPZ6ApkGHKo0ruu8v1YruHrQHt6eiIjzGHh2Zk1B5Y8XpFTPh6zOGnSpAn3mTNnDvkNN9/h8lfunqquA5fJcqmqGS0tLWKR1LovCIbBdc3l7zsmOUsdI43JtpVau6b8PQTS+fsHAAB+orVWzhFSPopTIAKZvCIz0KjzNAawKeO/xWNpfOWVV+i5554TaR43xAmLTCZDJ598Mp166qnlMYycbr777rt00EEHhbZeYCKdylgoq9TRTrqooo3mIps42gECqQOiCECycDl3ckotcVX3C37J1fiYb0Lo5P6hp49xSRftYJU6hp04Dg6Hd9xT00UAdHh2Rj158mSR5s2dO5fC5tJLLxVp5z/+8Q/q7Oykhx56iH73u99FYt1A/anjxAw7upRLUs0YVOYZM5nHFAIJAAAA2MCOXKuiCGJPxIu5E4Vn0jhr1iw64YQTxNhBFjSeqzEsjjjiCDHNx7/+9S8aHx+nyy67jDbddNPQ1gfUnzqqfW1yb1eaEWQ36mqot1cVyMSXsiJdBCD+jI0lct/ipFTVabpo9RiBpY5JShedEMY4R5kuhnHsM0sXeRwjAAqe1u5deOGF9IEPfECkjur4QAlPzcGpXxDMnj2bTjrppECeC0QXWaYa51LVhgKiCEBycVmSCgIUyKSKYhTTRVUUgyYxZaia6KkSxPMAD6VxbGxMCCOPKbzooouow6DUbtq0aXjPgW3szJoRxdTRsiS1jlLVxJavQhYBSCbNlaEF5MUUGVb7kLDH/oFkEeXuqgDEVRrfeOMNevXVV+nZZ5+l7bff3quHBQ1equqEKApkFMpXQ5dJCCEAjYvHcxvGBS9KUj1PHc0Smbini2av2+t00QuBRLroOQWEgPGTxo022khMesnNcACoh20m99X9BkqBVOURpao+AzkEANQ60Y7i+MYYTcXhqUDGXRSThp/Hz8SUooLESGNzczNdfPHFdOaZZ4qFJVIPj3PksYYABEVQ6aPrklSPS1WrUEvBUsoByW2TKkghAMApmYxxqaoDgayaZgO4F8hGEMWgxi46SR3DSBdHlf+vjtbSetgYU2zW/CbL/8fRC4U4ZCwEMN4QYabH0vjMM8/Qpz71KfE9dy01ghvhPPHEE149JYghxz39o/L3N+z03Zr3zWQqV0rz+YRO6B7EPGO1ysW6LEQaoggAAJErS3U112PYKwIAiDWeSePWW29NjzzySM378JyJAEQhdWzaIqYNY6zws9EEAADYIcwy1DAuxIFwiMrna5Q6hp0uGiETR7upo0gXgaS3t5fmzZsnvp8/f75YGg3PpJG7pe6xxx6mv1+4cCE99thjtO2223r1lCBBeDGO0Qm5RWvL36e7lZIpB6SO3o8CwapU1UQUtfYO+6mjVeIIAAB+lKombZxjc1Px69g4RYXU8EiyhTqK02lERRSdCmQMRTGQGTeIqKenR7hMI+OZNC5btoyuvvpq099zyerUqVMxdyIIjVS2/uKc9NbrJbPG3UnJKgAAJJnxhIksCA4n5clRKWVWxzHGUBpBDKVx5cqV9Pvf/37C7cPDw7RixQrabLPN6JJLLvHq6UCDoY5v9FoQC31jlqmjlEVt0w0p9mWo6hVmo4OW2nSirc398wAAgFu8PqGOygl6VIhr6qiua5QTximTrO+jptHDo/6niyoj44kRxSAa4QCPpXG77bajt956y/B3b775Jn3kIx8RcznKemAAoo6aKpZRWquHAsYsAgCiiNMyU1mq6rKjamzKVEMqVS2XpILooo6FVK/POhFIt6IIQJjSWIuNN96YTjvtNPrd735HH/rQh4J4StCA4xi9Lj9ViUzCCAAAScLPBBDpYvKIcrroFW0GF6fXKkNInJJkWdQCGtOIMDM4aZTlqzNmzAjq6UCCcSKHWs7Zf/rYvYvK3zfvMLXyi00pFthqfgMAAFGktdKcI7VmTair0lDEtVQ1jhQCsg8rUWwE+QbRlcaxsTFasmSJ4ZhGnoqDxzvymEZZwtrS0kKzZ8/26ukBcCyIRlSJYiMgTxDMrsir5bAY3wgAAJElsSWpXozhizpG03YAS7SAxjQiaPRYGp977jnabbfdat7nyCOPLH+/yy670BNPPOHV04OYcNce31R+st/Mpb27ctVs+O3K7a3r179OTfOmGV9l3XGL8repwSHxVfNzTCOu9gIA4oQXJ7cppXJEqTPTlOmFUuq0Q3Hcv4Y8vtEROA55Qy5v/J66pau98n1/8XykocpQQbKkceuttxaJol06Ozu9emqQUFRRXL2scgLRM8ODEwiXpNZUxmFqU7pDWw8AAAAAJDh1VDuZmwFRpEJQEzUC76Sxo6OD9thjD7ylwCJdtGaTjXvt31m5mFdFxkG6GHMwjhEAkGQ8Tx1B9BlHagZAoqTxoYceoh133FEIo11yuRw9+uijtM8++9Tz1CBhomiEmi6qtG9aKfUoDBZsy2TT1lM8HbCeqNSxu9t4HGNTk3Epmjr+AgDQWBiVpaoleG5P+G2Uu3oikAkqVfV1HGOY71NQDWOCIJ3y9nW5TRcT2vxGw4jDwKjrzO+Xv/wl3X333fTJT35STKXx/ve/n7rVk0+FZ599lv70pz/R1VdfTXPnzhXCCYAbCiP2D16ORXH7zZ2vUNIEUhVFAABIMhjDB6IqkC1KDwU7paoARFkar7vuOrr88svpyiuvpMsuu4zS6TTNmzeP5syZI6bXKBQKtHz5cnr66adp1apVtNFGG9FXvvIVmj9/vnevACQiYVRLUo0SRqfjGB3LohXZjO2rhLESyCkG7xNSRACAngh2dLRMHZ02IBlvgC6dUZbrRuiSaiaQKqXzDG3W9PJNqXcmzk4AZPdU/0lQ7h2eNLa3t9NXv/pVsaxYsYLuv/9+evLJJ8XUG0uXLqVUKiXk8dvf/jbtu+++tPvuu4vbQLLwsxTVsCTVJGl0JIpVnc1SjTWO0UgUAQCg0ZHHBXmRMKIkdmqNpKKeb9jZtlqaJ37OMTxPSRq9vb0iGGM4/GrEAMyzgUksh8ccc4xYQGPx9Nq28vc7TR72LF20Q3ZutLvwxip1BAAAL9JFtcQ9oIYmMnV0PM4R6aL71NGLxDEJDW+CHu85q6fy/bLehh3LWEQLZJ5Gfp6enh5auHAhNTLoZgF8E0grkXQriiqFlZX5ijIbupQyl+MY3QqkLXn0uhQI6SIAoAHKXqtKVtWmXk7k0Gky1AjzNwIAGh5IIwhFJJnNe9Z6+0RzZ1a+f2u5t48dRyCKAIAEjF0EES1J9eLiZpK6pPqItt6s8vepVatDXZeooWGexsBIrDTytB7nnnsuLVq0iLbffnv66U9/SptttlnYq9XwbNRu/4QklbY+mGT226ryg1bw70Dl4YGtnpJVy7GMEEUAQJQIoVRVorVVLlim3JahBpU6NhpJKEttoK7l2pqh4MtwQeRw2FosHrzyyit00EEH0Q477ECXXHKJaNiz3377iUGsIBxRlIvKY8umlxdPSKUrC6eOavIoxU8uO29ZWUKEBVIurmFRlAsAALhJF+UCwoFLVeUCQL3wOEa5JBwe0+j3AgJOGvv7+2l4eFg0zPGbCy+8kPbff3/62c9+Jn4+8MADaZtttqGLL76Yzj77bN+fHxRF0S9SWaWLWGuxy5hgZCzWpS+mCaRR23gIIgAgzgQsqNqkyj41ta4vNqljJMtS3ZaqqulijI7NhrhN3bzehjZULo6/s9z7dBEAP5JGnouxu7ubzj//fMoZHAwWLFhAhx9+OAXBP//5T/rUpz5V/pnnj/zEJz4hbgfRp2vSiFhUFj/WWl4csfn6lQUAAEARpIsAAADCSBrz+TytW7dOjB2844476JprrqFtt92Wgmbt2rW0cuVK2morZawbEW255ZaiVNWM0dFRsUgK5atIyY/26+UXiy4qf99sYxyiIS9Wvu1oLr7nhYLxvETZxypX+FLX3kkv/PHbE1PHuFydtZE6FtZfL5SEcfvtPhvYcwEAAibsoMfJGHQ/UZMfJ6QC+mySNI4MDUuqsZq3vPT7F/7+fUop56d+Erd0kf9VgigfDXt3mdjy1Iceeoi+9rWv0S677CJSx29961uUyQQ3eJzLYBmeT0WFf5a/Mytp5fVVyaRStPnkSaZ/k1JeVqqhJ161GNCecfjelLaXjJ2AnA9CslW5WtLZZpBIbrlB5ftBlztGo8f1mfSiNys/tCzx+MFLn03WYFcwOmbeBj5f+0RGG3d5ImaG8nCFXCP/rwEr8vnK9pHXgh+2H/equ0Yj6nuTjNsLsRF/f6PyqtKpypqkA36v0y2V50tlzfdV2n1PU2rbjSo/v/C24f3GFw3UfL7h5db7w3TG/D0oDBcojdYJDY3n0jh37ly677776Oc//zmdc845dPvtt9PVV19NQdHaWjyp1wsi/yx/Z8RZZ51FZ5xxRvnn3XffnbRlS+iJYz5k+jdN0yq7w3RnYhvR1k16WrvlfbTeisSlp5U6hHa3O5vkNgiCSjDXrqt8v1rZlrfccOJ9W1p8OcPlq5v0iiKso4pADky86lnoq7w3hf5xT8+oc6srkjq4Ev9rwJy1ayv7jVVDxtP9+Ml4IR2qtAJnZFLRTvKmtAaTMAVBU7pg+H8SJl1tlfe3o2PUs5DQTtjauX6lkq1pTuX8NNXq7THOjizGGW5VA4LBl7MvHkP47W9/mz74wQ/S8ccfTzvttBNtt912FATTpk0T3VLfeecdMdWGhH/eaKPKlRo9LS0tYlFfQ8HBXqEwYFzGCpkk0gYrDWpSHc2GohgIq5R5IadNpsihiqITubJTtmIlluo4ZDV1VEXRC6wSeeV1q6KYzD7PwC9ZDJqonAAD5xS0lGHqFBXWjLQkTh6TgCp/VqeKflblagMup5IBwAW+HulY2h5//HGaP38+PfHEExQEqVSK9tlnH5Fwqvztb38T027US+smTeUF+ERzpriYMWNKZbHizcWVJeqoU4KY8co7xcUpLJZyefO9yhK1BhkslXIBAAAAGgxtJCcWYOvdCmjKjehdUIp10rj55psLMevs7Ky6ndM7nvriIx/5CL35plLq5iNcZnrUUUfRYYcdRocccghdddVV9Nhjj9Hll19OQaMmkEgdzdPFckmq4zcY/8iOWc+jeTENylLrJb/Geixkx8zK/9TgcpSqNjJW6eK09mHfSlWRLgKQrP+ZwcEWx2WqTlFLUlXyqyvPmZlax5ATAHzEszMunm7jyCOPNP393nvvLZYgOPTQQ+lXv/oVnXTSSdTX10ezZ8+mW265RYhtmEAgHTKs7Lindlnff0S5f1wmSO51OV+YV8i0ceM5ldvMUj4rQYfAA2A4Xg5jG6NFKoapgSxTTUqpqhzfGHWRdFuq6kVJqpo2qs0W1ZLU3IoxT8cxFpRGYrWa4kQFdE8NlsRepv/yl79Mp556qpiCgzun8hjFKCEFEuljiVrlqG6IcjmqF6KolqgaNcfxGS/TRQDiMnYRABB/1OY3YZJuczAMY8UaP1cFgMaWRiabzYrGOF7g1xhGpI8e4iRdDKMpjtroJmqo4xs3VaYmmaZMY7Ki8p6lp1ZO3AurhwIpSzUCpaqNQVREMQmpCLBuihPFhjhJTh2jWqbqplTVi4RRlqpWlak2J/p0vS4K6J4aGDgCRggWSLkAHWsGK0tcsWpy4xbZHMdNgxwAGgQe3ygXAAAAwAm9vb00b948sSxYsKAh3zxcuogoSCBrsHRV5fvZ06JdkhrldNEpY7iYARoPpIsgyiB1BI2OFtBcqz09PbRw4UJqZCCNDhl8yfjEuWlSJUHKdHk7XUBSBTK93qT65eXtZcbNcnKF+M23GBXeeLf8rbay37DuJtWSrfka0x2V3xcGc56WpILGIColqV5PII+mOOEQx+Y3jYBsiBPVCzT1lKpadUy1Qu2oWniyMoSk0J/3tPkNAHZJjoGEJIuS8XWqKEIgPSFizYtsE6YoBtQgRxtF6giSLYpRPIEFICmpo/z/UqURAOfIeRT9BhedGEijxTaSH3WeGpoJpIoXaSQ6sNYgm64/cRxWOoS2tQZbhrpmgAJBvj/y/XIxqj/VXXxvtJA7qqIpDrCLn/M3AgBAPYz3Tjzutm6cMUwaNR+dO27TbwD/gTQmgMSVr3qZMKoy5FQgnYhiHMtQAYgIUUkYkS4CtYtqHDqpAn9RP//hoeby923txvMjBoGfohg3ivM0+v+GYC9QJAGGEW3U1FEd95jv13wZ/xhJol7KGMb0G0EQ8lyORmAcI2h0ML4RBEGcSlWDGN8YlbkZnaSLVb9fFp6kAiCBNNoklS3+Q2u5lKcCKeVRj1uZNJuuI/YJpJoYjhWCTx0lSBeLpFKmZapRKFUF0QfpIgAgqdhpfmMliipDyyrlqe2zjBvhtE6vnNeMrEw31KhGEAwxN4kAKQSbCKoyGcc0MtWWNUwaTTumelGSqoqg2Rg9twIpZTGuZahOUse+IYoE6frHNw4uxy4O1Karabz8ff94E96uBIGOqdWpY1wSxyQzvtb4fC7dEtNzC9BQ4IzKZeLoVeqolqz6KZCxTCCtxK8WViJo57EbIVXccGbx65KVnj6smjrm3+vz9LFBfAk6XexTSvTMyGDMGgDAIUGMb1z8Rnf5+2nTBhyljo2DRoVA5mlM6DmgQyJsDI095jGpCWRkMJPKjnb/OqJGmTDntQSJJoqiGBUwvhE0+jhHdexiUqffMEsXAYgbkMYIpI5u8aKZTqjTdnhRktrdQX5NbE+tCS1Vc9sgx2AcoxnaIAbtg2CJkyyC+IBOqslrihN11IQRgCgBaaxnbGNaCzV1lHjRTCdS03YYlI5qfZV51VRSTvatY9YD07U1g5XHnp2gTqouSbVUtgVtLB87KcTcjclIF70WQrOSVIxvBAA4nWbFqFQ1qHTRrFTV66Y4Ys7GCFZoYsqNYIE0Jhi3paxREUgzUfRKEMvPs0wZc6dIUqNSWG3SCCeNEhsQHEgOAWisUlWvCWOaDdk11ak0quliW0ulOZckpYispswjCkCQ4Aw5oqWqblPHKApkVcdUs5JUJV20lEWlTFJbXhG+1BSPS1VX91e+n9pFiS5VbTNJciCKIIB0EYKI8Y1egY6pIExWvd7m6u/aW8dsS6GZQDZqg5wCptwIDEhjDEiSQJphKIoOxtA5fj41XbTDyHiyxzn6OM1G09zKQXT8rTrSY5AoIIoARIOop45xGt+YLg1bKgQ8TRsAQQBptIlW2mel0tbjG/1skOOnQDoRSUcCaZIuakNjgQiiJwwaTFafBIFUxilKtNF8/XNzRhCMbwwuYYyiEGJqDQCAL/uWjLddX2WSaKcM1Unq6MXYxuih8aQbgTwPgDQCD5JIRwLpYKxh6OliUjEQRZShgiSKYj3Ipjj94wm4OAQ8oRE6qUY9dYwLMnGsJ3VUhdDp/THuEfhBtKMBYCt19CJx9IrCuqIUZtTUSRFFDfMBRgsPxyxqw7nYpI7AO5ImiwCAcGiEORuB9xSoccZvhg3O7BIwl6PXJateTOeR7m6lKOB5umhUpupVqeqaAfINVdZj0twmXeliToV4zPCRONKZyv//m4t7Ql2XRiKTqvy/5rUklpR5DxrgNAZRGd/odUmq16ipoyxVVffnALgB0hiD+RvjXsLaEOmibJSTlLGOCQfjG6sxO5l4awlEEYBGJY6lqvVMs+FXybEXpar14LTMNU7wKwtiTGNy30FnQBoDJO6po5M0MvXOOtePl1mvM9iE0e3cjGrq2BGNZJUKmvH3DsjMqrz/+WUDnpaqopNqODi5wpwkUfSi+Y0c28hgfCMAjUvU00W7DR0nNHW0QX48jXGSANKYZMIQyKaZRUHQcu6fL79kwBeRDAykjiAkvC4/0nB5FQAQ09QxioSdOiaOlEYFpZzfz+cBkEYQE4xEUk9mNLzOrKHiMlEE8cVrOUxSupjU8Y0Y2xgtGqGTKgCgQm9vL82bN098P3/+/2/vXoCrqM4Ajp88CI8YHiFIERQrIJLUB61Kax8q44OqSLVVW1DpVDtosbVjHygWUZxqK87gWKFT1PFd6xRBK3W0PltasEJRW4Py0CKVN4mE8ErIzXa+g3vvXnI3yb3Zx9nd/29mJ8nee7kXctjdb7/vfGeq3pKG8tSQ5jfapap+lamGnXUsKs28X1eyjpHhVqrqV9aRQDHW8xuDaFhAoAigK1nHsDOOdlMcPxviRL0ktSulqlKSGgVBdU+trKxUtbW1KsnMuEICksAOILsSPHYULBoYTLIUh7swutkRLCIu6JgaX0lYfoNSVUQNQWMCmuP4nXW05zHCpwY5BgaC6BxTWpznEyhGfR6jF81vTGyKwzIcME1c5znGNbuYL+ecS2eAaxYrkO6p9E89iKv9hLMDyKAa5aCTJasEipFiSnDoREYRQBJ0ZZkNdA5NeyAIGgNsWZxUQc1vTNVlMnwl/Q1ZAgOupapRZGJwCAAojClNjHKVqpZXBB8MH2gqUVEilTGtlv9zGqNegeMVgkYDmuKEWapaaMkqJamd1Lgv831Fz/azjoVmFyOalTRxzcaS0sxdIcvRHTEqCs0uckIECkcn1XBLVVtTRZ7c5EtqWaozGeJ0oDk7gOQ8AYJGGLG+Y1JZWxpy7i+qyJyAEZwkBYpx4+dcRtPmNwLIL5ikSsTdgaZMKNDSQgkd3BE0GirMrKOfAaQxS3F0N3voW41NgQSQ1oH2yzoObMxcGHcb3M33UtWiEH4t++uid5IkUEy2JDfFoWOq+UxskOMWQJqYXfS66YwzKMylM4Himm39VVNLiZFBQzCNcCBM/P0D8S5VzVWm6nNJakfBYWf4GUAi+GCRUiMASZRVzhqjq+COgkOgqxhhhs5vNDHr2G1AtCZIh6aDgM6tJNWLrKMXwWESRDG7CABJlIQ1G/NBcHjokhtBXPcwVUsQNCI0xpSqBq0LjWushk87xPYI979uFLOOUQoUKT+NFuY3Ark1NGVudPbpbkapallZS86KiyJDprRv23mY/npE6a6wPwqQhaAR7eo1rLjjwKfYkCOt4Q6s29lmX+lAD0pVQ2YHkFEJHhEfQTe/MVGS5zea3EnVlKUcgFzi1PCmlTmNgSFojBhTSlW95lzz0q39Mxz2O5rIhJx19CL7WDrw4PNTdY4lSDxAdrEt5jIiamh+Ew8mZh1NyCiaSprfAE5mXG0meX6jx12yfM0uuvEi6+h8XRTXHSzwM7ds3df1rKOBASQ6hzJUAHET1eIj+4aan2Wq+QSKm3b0Tn9/RBWlqm4zGoPonirvAoLGWGQd45RxRDyEPefR5AwjgSKApLOzjknIOJqSUYxTSSrCQVoChWUXO8q4deFWo12qGocy1VzzGJOWdQwqgCw0ULQ+nYMU52AxTiWpps9jDLMpDvMbgY6b33SkK81xTAkQk1SSall0jQ+KGVeVEeUMapxz8gAAAODtPEcTl9+IeqAIdBZBY0TXbvSqOY5nGUYv5zl++nxn84MoZR3zyS76yvCsY0mfHOPCORxbo1mGSvkpALuLqqCTavxEKVCMe1kq3VODY8aVJOCxVN3B9QxL+vfw79/Wx4Y9npSqGshZ9tOyM/NDaV/m5fr5bw1EDR1Tk8fE7qrO4+j2hugEioAfCBpjpjNZR9+yiz52V/VkSY7uCR7uIWYdOxO82AFkSXlmX0mfkvT3rdszcxbILiaP6fMYO5rfGPTcRsH8RiRdPvMY3WzZWRGrY1Jc5jFm9zUNYk5jfH7fXZHgq2gYL0LLcPhZkhrFrGOhWa7Wvc6fCBQBAMFyCxSjJO4lqQgHQWPM5je6CTy76OeajojdXMdcHeqyA0gzMF8RAOJZqppPsJhyzFmNU9YxiqwoNb2IODOuGOF7qWrLJ5msTWm/TNlfFHlSqlqokDOedtbRs4yjHUB2IXgMYu5cj365f9H7P/H/ZkiUAkXmMQJAsFnFKAaQ0S5JRVgIGmOs2CU2NCaAjHjW0ZguqRENTvJd/8pLQa3NCIS9dmOUxLX5DZ1U/ck62stvlHk8jxHRmtEYRPdUeR8QNCaeHUAan310md8YatYxYSWrJmaxvM5ARimrGHdRuWMfBTTFgd+idN/XzzmLdtYxjOMX8xjhNzKNCZzfaGT2MeJZx6AF1RzH60AxqOyiHUwGUb4aNhODeQAwaa5j0M1toliyGlWWFUT3VAiCRpgXQBosCSWp1u5mlSRkFwEgfuLQBRUwCUFjQuYxehFAOvkaTNpZxzwzjl6XqlrNmb97UWlxrLOOVot/tb1hzl10K199790BgX8WQDC/EfA261he1mx0oOhn1jGfktSuNL8xfNUzBISgEdHLRkZo/UaYo2W/ig1KUtHV+Y0py9wbYUA+sprfGLhUkxNlq96TVjgIBkGjR5yZLWfGy5T5jak9me9LypXv2UhPAskuzHP0+ncQlbLUfLOOfmUYw8wuxi1ATBLm/iRPXDumuqGTqvfqGz2+qAkIASSihqAxBrwuSY3VvMjuDPEgS1EBAAhLWUnm/Nacimc2Pd8uqfFek9FSViCt8y1VX1+vqqur9U9Tp07VW9JwRY1oBJB0VzUe2UUAQFB6O+YyRj2AJOtovsrKSlVbW6uSjKAR0c5A+ji/seWDXZkfDMzmduTAhszkjtIjesQmWPSi9HTE8O3p79eui05THOYyxkuYTXFYuxFJEsUAMuxy/ai0jLAUS24EhaAR0QsgyTq6spoicpTPE3MUAQAdZRfjFkAWWpIK+CHyo3DhwoVq9OjR6sYbb8za//rrr6sJEyao0047TT+2Z4+jE0yUSVOcTzeZy2jifMZCA8hDNy+kPm5Mb51hNexPb6YHh7k2N60NzenNq+yivfkZKNpbkkl20d7iSu6oh31XHcE3wElaExyYRwJIezMx42hv+ZJ5jPYWZ9ancxp93zhWRT9onD17trrsssvU9u3b1fr169P7lyxZos4991xVU1Ojrr32WvXSSy/pABLR0qkAUrKO9uaB1I7m9BZXXgeQXiJQBJCkTqr2hvCZGjwm5eYhzBfZ8tSNGzeqO++8Uz333HNqwYIFavfu3enHbrrpJjVlyhR1xx136J8lgDzqqKPUCy+8oMaNGxfip4avpawJWL+R8lMgnsKc3wjEvSQVMaUD6QAC/XheUiYnaKyoqFDLly9Xw4YN00Gjra6uTi1dulTNmTMnve/www9XZ511lg4wox40FpVkRq79/yTfNQn9XLMxCG6ZR2cwabV0/n94p0pR7bcsiWZw2Lonc1AtLs8MGDvbWNynrMM/o9BS1L07ch9myg5zLMgMIDQ0xUEh8lw+OTLcso1Bz390O+c6s43O53hRihrT++1IetDYu3dvvR1q9erVyrIsdfzxx2ftl1LVFStWuP55TU1NerO1tkods8cfGoEFkyUV0au8DjOL6CxVdQaQ+QSKbsEh8peEYw9zGAG4IbuIzmpVZpYUx1HsrvJ27dqlevXqpXr0yF5ioH///qqhocH1dVLqetttt2Xtq+reXZmWXUTnpBpb2w0endnFoOcvml5i6gwgvQ4EU44OcPt2ZoLTnn3DKz+K6vIbAID4ZSDDXvMYiFzQOG/ePPXoo4+22S/lqE888YTr68rKytT+/ft1prC4OPMfWbqndm8nCJR5kDfccEP65zFjxihr82YVBc5y7nxLVREc04PFMNkBZJjBI2CKuM5vpFsq4K0kVKW072D31CDeBwYHjV/5yldUZWVlm/19+/Zt93VDhgzRAeOmTZv0987GOUceeaTr6ySgdAaVEnDKyhZhBXFkF70XxjIaBIoAooT5jeFwdlAtTujyM1EtSQ1z3cf3t1Wlv6fkH4kNGk844QS95Wv48OG68c3ixYvVNddco/fJHEfpnDpt2jQfPimiqOCSVGcPHkdTHILDdv7J8liU2JSS1TBwxxgAos0OIPMNHsMsSY168xvL8mZdb3QsdsWMkiGcOnWqXm5j7dq1KpVK6bmK+/btU5dffnnYHw8xIoGivQHomNwJtzcAkOyivcVxzccg131MWUXpDUhUprErpk+frj788EN13HHHqdLSUlVVVaUWLVqk+vXrp0zmRUkq8xv9kc8SHqZzW37DNEnIOpJdRGfnN8ZpbiOQJF430HGWpCadXJlZAXRPjc8VYNfEImicOXOmnsdok0Dx4YcfVrNnz1b19fW6eY7sQ7LlW5Iap0DR5JJUkwJIOqkCAAC0FYtIyq3BzYABA/RmsrAb3qT2HPxaUh7qxzAGgSIAeIeOqcglbuWohdjbkrkEL+/WEupniS66pwYpFkEjcqNUNbNeo2A5knhIQtlqnDB/EcgPnVTja2dT5vzltOdA28txZyCZb0mqc15jrmNw1JvfIBwEjQnNMAKml6TGFfMYAURZcYF9VpKaXXQLFIGoIWhELO3bejCAaXVMND9sCOUfcUPWEUlriCNoigPEP1B0Zh9LizJVUy0WN2idLGdZHXxF0JiQ7GISSlXtQBEAACCOCCARFoJGJCY43P1xZriTdcxefqMrS2+YUpZqetaRslRETYkju5Eiu4ECJKEkNczyU2cA6eTMRtrzG+PalCqIJTdwEEGjiw0bNqjmvXvVyQsWK6+UlBoysHPMRzA9+9haaGWpyyK3xd3iefAsmMvvv7Up2osEFxV3/ffc3FziyWcB/GiUEpRC/ydF+wiCrv5Sk9AIK9Vq9ii30r+wrv0uNu3fqbpvaPLkMyGaCBpdlJcfXIOi21GDgvx9wIXbZbtlWWrHjh2qqqpKFRWZfeCOoriGS/mMmx6BfSpEAcccMG6QxOONBIz2tbE5WHIjSASNLrZs2RLoLwKF2bVrl+rTp49at26d6t27N/+MYNzAVxxzwLhBUDjewCQEjQAAAACixQqoe2r8q6w7xfCZbAAAAACAMJFpBAAAABBBhjSZTAAyjYi07t27q5kzZ+qvAOMGHHNgIs5VYNwg6oosac0EAAAAABFQU1OjVq1arbqV9vf9vQ601Knq6pGqtrZWJRmZRgAAAACAK+Y0AgAAAIgcizmNgSHTCAAAAABwRaYRAAAAQOQEsk4jNDKNiJSNGzequro618f37NmjPvroI9XS0hLo54K5Wltb1f/+9z+1c+dO1+c0NTXpcdPc3BzoZ4NZtmzZot5//311aH+4VCqlx4ccX9zs27dPrV+/Xh04cCCATwrTrFmzRp+fDiXnq1z7ncenDRs2qF27dvn8CWEa+Z3L8Wb37t05H9+7d69+vLGxsaDrIcBrBI2IhA8++ECdfPLJ6sgjj1QDBgxQEyZMaHOSnTVrlqqqqlKf/exn1ZAhQ9QLL7wQ2ueFGf7+97+rYcOGqaFDh6r+/furiRMn6ot7p9/97nd6TMm4GThwoHrsscdC+7wIzx//+Ec9BkaNGpUVHL788sv6uCOPyRj6xS9+0ea1c+bM0ceeY445Rg0aNEgtWLAg4E+PsMiNpsmTJ6uRI0eqqVOnpvc3NDTo85QcW2T8jB49Wq1evTrrtcuXL1cjRoxQRx99tB5bP/jBD3QQifh777331EknnaSPN3KMyeXnP/+5fvzPf/5z1v7//ve/WddDF198cbs3tOJNbvClAthYaEIQNMJ4cpdfTr5f/OIX9R03uZsv249+9KP0c5566il19913q7/85S/6JD5t2jT1zW9+U2eYkExy91bGzaWXXpq+Y7tixYqsi/4lS5bocfToo4/q7PS8efPUVVddpVauXBnqZ0ew7rvvPjVp0iR1ySWXtMk8ygWZjBE5rrz22mtq7ty56pFHHkk/58UXX1TTp09XCxcu1FnGX//61/rPkotCxJuMiXPOOUf99a9/VWPHjs167Prrr9fjR85BEkB+4Qtf0GPJzmLL8enCCy9U3/jGN/SNrLfeekv96U9/UrNnzw7pb4Og/POf/1SnnXaavqbp0aNHzuesXbtW3X///apbt25Z+2X8fOtb39I3qKR6RrLUH374ofrxj38c0KdHosk6jYDJFixYYA0aNMhqaWlJ73vllVesM844w0qlUvrnU0891Zo2bVrW60aPHm3dfPPNgX9emOGll16ySktLrebm5vS+e++91xo5cmT654svvtiaNGlS1uvGjx9vTZ48OdDPinBdfvnl+piybNkyuaK3Ghsb9f5Zs2ZZNTU1Wc+dMWOGdeKJJ6Z/Puecc6wpU6ZkPefMM8+0pk6dGtCnR1i2b99ujR07Vn+V3/eECRPSj1VUVFjPPPNM+uf6+no9tlatWqV/nj9/vnX44Ydnndfmzp2rz3Wtra0B/00QpDlz5lh33XWX/r68vNxatGhRm+fIuenSSy+1hg4daj355JPp/a+++qpVUlJibdu2Lb3vxRdf1Oc6GWNJUl1dbSlVbBUXV/i+yftUV1dbSUemEcaT7KFkjEpKSvSdNck2yl1duetfXFys79JKBmn8+PFZr7vgggvU3/72t9A+N8LVp08fnaWWLKNNSpplv03GB+MGDzzwQJtMUXvj45133tHZI7nrLyXQjKFk6tevnz4/SWnyoSQDJGPFZs89Ky8vT4+t8847T5/XbPL8zZs36ywT4uvaa69VP/vZz1wfX7ZsmVq8eLG644472jwm4+ZLX/qSLku1ybGrrKxMvw7wE0EjjCcnULnQlzKeyspK/b2UHNpzGj/++GM9D+Soo47Kep3Ma5TmFUgmmfPx5S9/WX33u9/VF/nPPPOMnnsmZWNCbjbs2LEj57iRCz4kR/fu3XPul3GQa3zYj8n4kZsSHHuSSQI+Z9Dn1Ldv36zHpOy0pqYmPVZyja3BgweroqIizlsJPd7YJKCUwFLm4x8q17gpLS3V8/G53oHfCBphPAkOZc7R8OHD9d39f//73+rNN99U1113nX58//79+uthhx2W9bqKigrdFRPJJBdfMtfslVde0Q0HLrroInXCCSeor3/96x2OG8lQ0oEXMkZyjQ8hxxaOPegMme/64IMP6vmw7Y0tCTJ79uzJeSvBFi1apN599101Y8aMnI/nGjfJvt6Rqu/WADYa4QiCRkTirtzxxx+vG93IgfFzn/uc7nj55JNP6rv89kVcfX191uukHMh+DMkjJcvSeELu8MvNhlWrVulyQrsZhZx4JbDMNW6kOYHcvUWyyfEj1/iwH+PYg47ITU7prvrLX/5SnX766e2OLbnod57TkCxyo/Kmm25SN954o+6mm0uucSO43kEQCBphPFku4bjjjsvaJ1lHOcB+8sknuu203J2VoMBJumVKG3Qkkyydce6556opU6ao3r1769blTzzxhHr99dd1p0LpSiet7hk3cHPsscfmHB8ydmQJDilBlLlFjCHksnXrVj3fVTp5S0fvjsaW3XFXHkMy51bLmBk3bpw+zsgmHZk3bdqkp+G4jRvp9SCvS+z1jtXq/waNoBHGO/vss/Xkb2dDE1m3SO7EfeYzn9ElPfIcCQicd2ylzOP8888P6VPDhHb4hy6aLCdXYWcRpVTVOW4kAynLtzBuYI8POY44jz1S4SDHG2k8kWsMSWmzrPnIGEo2KSOUefhyc2H+/PltHpdxI010ZF6sc2x9/vOf12t9InmkqZaco2RNT7nJKZsEjD/5yU/U1VdfnR43EjS+/fbb6dfJ8UZ6PYwZMybET48kKJIWqmF/CKA9EgCecsopugnOD3/4Q90Y55ZbbtHlqvZajZI5knWPZHFlaX4iJ2lZAFf2SxYSyWOPCVkzT060kpWWMSONTOzFlKVxgD3fUdZMk5OvzIH8z3/+k9WdDsnwxhtv6M6E0qFZypfl2CMXcEcccYReeF0WY5dmSnJxJ42WxJo1a/QafFdccYVes08y3PI8GUPOTr2IN5ljL9kgabglJk6cqJ599lm91p6cu2wyvUKOQXLp9dWvflVnkqTxyerVq9Xtt9+uXyMVEkgGOc48/vjj+gaDNPSTzUmqYe666y717W9/W3eLF1deeaXulHrrrbfqIFPm7v/qV7/SzXOSRBpLrVr1nioqar+xkBcsq0lVV49StbW1KsnINCIScxrlQl7mNcrC2XLBL4ux2wGjkAs72S/lHLfddpu+UytLchAwJpeMiaVLl+ouqXIx9tBDD+kAUhbQdpY+L1myRDdbkhOwZInkZwLGZJLjhZR42RdncuyR44hcuM2aNUt34ZXskB0w2uVisri7ZARkDMmfIZURBIzJIlUvdmddyUyvXLlST52QcSMLr9ub3JgQMp9aKmZkgXeZ7yhl808//TQBY8LI8caewyrHHamCcW4yFUfK4O1jkl3GKucyuYH1hz/8Qd1zzz2JCxgRDjKNAAAAACKYaezm+3tZ1gEyjWQaAQAAAADtoac8AAAAgIixJA0YzPuAOY0AAAAAAHdkGgEAAABEjkUWMDAEjQAAAAAiqCXsD5AYBI0AAAAAImPYsGGxfj8TseQGAAAAAMBVZrVQAAAAAAAOQdAIAAAAAHBF0AgAAAAAcEXQCAAIVV1dnaqtrfX1PZqamtTbb7+tvwIAgPwQNAIAQnXllVeqGTNm+PoeJSUl6rzzzlP33nuvr+8DAEAcETQCAEKzdu1a9fzzz6urr77a1/cpLS1VkydPVvfdd59qbW319b0AAIgbgkYAQGiefvppNWDAADVu3LhAMpobNmxQb775pu/vBQBAnBA0AgC6rLGxUV122WXq97//fXpfKpVS3/ve99Rvf/tb19e99tpr6owzzlDFxZnT0cyZM9XcuXOznvfyyy+r73znO1nPuf/++9W//vUvddVVV6nrr79ebdmyRbW0tOjXTpw4UU2fPl3V19enXzNq1Cg1cOBA/Z4AAKDzCBoBAF1WUVGhjj32WHXdddfpxjZi3rx56qmnntJzCXORoHLp0qU6aHT6xz/+od56662sfevXr1fPPfdc1nMWLFigrrjiCv3nLFy4UF100UXqmmuuUY899pjq1q2bDh7PPvtsZVlW+nVf+9rXCBoBAMgTQSMAwBM333yzqqysVLfeeqvauXOnzgbecsstaujQoTmfL5nB3bt3q5qamoLeTzquvvHGG+rhhx/WX5cvX64++ugjtWzZMvXII4/o0teVK1fqrqm26upqtW7duoL/jgAAJFFp2B8AABAPPXr00KWoF1xwgS5XHTRokLrhhhtcny9Bo5CS0UKcfvrpqnfv3vr7wYMH6z9n7NixqqioSO879dRT9dfNmzer0aNHp99r69atBb0fAABJRdAIAPCMlINKOapk+l599VVdJupGspGib9++Bb1Xz549s36WYNH5fvY8SWe3VHmvvXv3qubmZlVWVlbQ+wIAkDSUpwIAPNPQ0KC7k0oGcMWKFe0+184SymuCIu8lGVECRgAAOo+gEQDgmZ/+9KeqqqpKPf7443pOo6zD6Oboo4/WX9esWdPmMSkpzVXK2lXyXm5zLAEAQG4EjQAAT8hSFg8++KC655571Pjx43VXVFkOw9m91EnWZ5TAUZrYHEqW2LD3b9u2TTe7kZJS2bpCsqBjxozp0p8BAEDSEDQCALps37596vvf/75eAuPMM8/U+37zm9/ojqay9Iab888/Xz377LNt9ksTmwsvvFANHz5cjRgxQq/DKOWsstZioST4lM6q8p4AAKDzaIQDAOgyaWpz9913646mtmHDhuns4549e1xfJ0GmrKf4zjvvqBNPPDG9f+TIker555/X8yKPOeYYXVI6adKk9DzJWbNmqV69emX9WZLllPd0NspZtGiROuWUU/TPsmakrCcpWVAAANB5RZZb3RAAAAGQQFOCxPnz5+ufzzrrLF22+sADD3j6PpKlvOSSS3TACQAAOo9MIwAgVA899JBat26d7+Wzd955p17HEQAA5IdMIwDAKEuXLtWlpyeddFLYHwUAABA0AgAAAADaQ/dUAAAAAIArgkYAAAAAgCuCRgAAAACAK4JGAAAAAIArgkYAAAAAgCuCRgAAAACAK4JGAAAAAIArgkYAAAAAgCuCRgAAAACAcvN/UvEmVPDX48cAAAAASUVORK5CYII=",
"text/plain": [
""
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"if field is not None:\n",
" import pyvista as pv\n",
"\n",
" x = np.linspace(-230, 230, 1151)\n",
" # Avoid sampling exactly on the zero-thickness metal planes.\n",
" z = np.arange(-400, 451) * 0.1 + 0.025\n",
" grid_x, grid_z = np.meshgrid(x, z)\n",
" points = np.column_stack((grid_x.ravel(), np.zeros(grid_x.size), grid_z.ravel()))\n",
" sampled = pv.PolyData(points).sample(field)\n",
" valid = np.asarray(sampled.point_data[\"vtkValidPointMask\"], dtype=bool).reshape(\n",
" grid_x.shape\n",
" )\n",
" e_real = np.asarray(sampled.point_data[\"E_real\"], dtype=float)\n",
" e_imag = np.asarray(sampled.point_data[\"E_imag\"], dtype=float)\n",
" magnitude = np.sqrt(np.sum(e_real**2 + e_imag**2, axis=1)).reshape(grid_x.shape)\n",
" positive = magnitude[valid & (magnitude > 0)]\n",
" vmax = float(np.percentile(positive, 99.5))\n",
" norm = LogNorm(vmin=vmax / 1000, vmax=vmax)\n",
" cut = kdb.Region(kdb.DBox(-270, -0.001, 270, 0.001).to_itype(regions.kcl.dbu))\n",
" cmap = plt.get_cmap(\"magma\").copy()\n",
" cmap.set_bad(\"0.94\")\n",
" fig, axes = plt.subplots(2, 1, figsize=(9, 5.8), constrained_layout=True)\n",
" for ax, limits, title in zip(\n",
" axes,\n",
" [((-230, 230), (-40, 45)), ((45, 145), (-12, 17))],\n",
" [\"Chip surfaces at y = 0\", \"Junction and capacitor detail\"],\n",
" strict=True,\n",
" ):\n",
" ax.pcolormesh(\n",
" x,\n",
" z,\n",
" np.ma.array(magnitude, mask=~valid),\n",
" cmap=cmap,\n",
" norm=norm,\n",
" shading=\"nearest\",\n",
" rasterized=True,\n",
" )\n",
" for metal, height in ((m1, 0), (m2, BUMP_THICKNESS)):\n",
" for polygon in metal & cut:\n",
" bounds = polygon.to_dtype(regions.kcl.dbu).bbox()\n",
" ax.hlines(\n",
" height, bounds.left, bounds.right, color=\"black\", linewidth=1.2\n",
" )\n",
" for polygon in bumps & cut:\n",
" bounds = polygon.to_dtype(regions.kcl.dbu).bbox()\n",
" ax.fill_between(\n",
" [bounds.left, bounds.right], 0, BUMP_THICKNESS, color=\"0.6\", zorder=3\n",
" )\n",
" ax.set(xlim=limits[0], ylim=limits[1], xlabel=\"x (µm)\", ylabel=\"z (µm)\")\n",
" ax.set_title(title)\n",
" ax.set_aspect(\"equal\")\n",
" ax.grid(False)\n",
" axes[0].set_yticks([-40, 0, 40])\n",
" axes[1].set_yticks([-10, 0, 5, 15])\n",
" fig.colorbar(\n",
" plt.cm.ScalarMappable(norm=norm, cmap=cmap),\n",
" ax=axes,\n",
" label=r\"$|\\mathbf{E}|$ (V/m)\",\n",
" )\n",
" plt.show()\n",
" plt.close(fig)\n",
"else:\n",
" logger.info(\"Palace field files are needed to regenerate the vertical section\")"
]
},
{
"cell_type": "markdown",
"id": "f93ae810",
"metadata": {},
"source": [
"## Summary\n",
"\n",
"The 5 µm sapphire stack produces a junction mode near the paper's measured\n",
"band. The 0.70 to 0.50 µm mesh change moves its linear frequency by 8.6 MHz.\n",
"Its vacuum-gap participation is lower than the paper's FEM value, which is\n",
"useful evidence that the unspecified pad geometry still matters.\n",
"\n",
"The mesh sections, field slices and participation plot use the saved Palace\n",
"solution. A surface-loss model and a device-specific junction are needed to\n",
"compare lifetimes."
]
},
{
"cell_type": "markdown",
"id": "fa75e136",
"metadata": {},
"source": [
"## References\n",
"\n",
"```{bibliography}\n",
":filter: docname in docnames\n",
"```"
]
}
],
"metadata": {
"jupytext": {
"main_language": "python"
},
"language_info": {
"codemirror_mode": {
"name": "ipython",
"version": 3
},
"file_extension": ".py",
"mimetype": "text/x-python",
"name": "python",
"nbconvert_exporter": "python",
"pygments_lexer": "ipython3",
"version": "3.12.16"
},
"qpdk_palace_run": {
"configuration": {
"Boundaries": {
"Conductivity": [],
"LumpedPort": [
{
"Attributes": [
7
],
"Direction": "X",
"Excitation": false,
"Index": 1,
"L": 8e-09,
"R": 0
}
],
"PEC": {
"Attributes": [
5,
6
]
},
"WavePort": []
},
"Domains": {
"Materials": [
{
"Attributes": [
3
],
"Conductivity": 11600000.0,
"Permittivity": 1.0
},
{
"Attributes": [
4
],
"LossTan": [
3e-05,
3e-05,
8.6e-05
],
"MaterialAxes": [
[
0.8,
0.6,
0.0
],
[
-0.6,
0.8,
0.0
],
[
0.0,
0.0,
1.0
]
],
"Permeability": [
0.99999975,
0.99999975,
0.99999979
],
"Permittivity": [
9.3,
9.3,
11.5
]
},
{
"Attributes": [
2
],
"LossTan": 0.0,
"Permittivity": 1.0
},
{
"Attributes": [
1
],
"LossTan": [
3e-05,
3e-05,
8.6e-05
],
"MaterialAxes": [
[
0.8,
0.6,
0.0
],
[
-0.6,
0.8,
0.0
],
[
0.0,
0.0,
1.0
]
],
"Permeability": [
0.99999975,
0.99999975,
0.99999979
],
"Permittivity": [
9.3,
9.3,
11.5
]
}
],
"Postprocessing": {
"Energy": [
{
"Attributes": [
2
],
"Index": 1
},
{
"Attributes": [
1
],
"Index": 2
},
{
"Attributes": [
4
],
"Index": 3
}
],
"Probe": []
}
},
"Model": {
"L0": 1e-06,
"Mesh": "palace.msh",
"Refinement": {
"MaxIts": 0,
"Tol": 0.01,
"UniformLevels": 0
}
},
"Problem": {
"Output": "output/palace",
"Type": "Eigenmode",
"Verbose": 3
},
"Solver": {
"Device": "CPU",
"Eigenmode": {
"N": 1,
"Save": 1,
"Target": 4.8,
"Tol": 0.001
},
"Linear": {
"ColumnOrdering": "ParMETIS",
"ComplexCoarseSolve": true,
"DivFreeMaxIts": 0,
"DivFreeTol": 1e-06,
"EstimatorMaxIts": 0,
"EstimatorTol": 1e-06,
"KSPType": "GMRES",
"MGMaxLevels": 1,
"MaxIts": 10,
"PCMatReal": false,
"Tol": 1e-06,
"Type": "MUMPS"
},
"Order": 1
}
},
"files": {
"config.json": "3bcd31335cbba1756d68e25ba8f4b1be57ea6c3ccd9ea3918c5fe32b7d17014b",
"output/palace/eig.csv": "06115327876d126c4f393956f6c31f78f8b55d43f26f8c29a49e854044ea5858",
"output/palace/paraview/eigenmode/Cycle000001/data.pvtu": "3113f720ad500204fffc8912cda843660273ccfd472450f8c188ae631c4386df",
"output/palace/paraview/eigenmode/Cycle000001/proc000000.vtu": "97d1d60f0717f2559cfd3ace4eee5178040013011fea46dbdc08f08757bb658c",
"output/palace/paraview/eigenmode/Cycle000001/proc000001.vtu": "f336f3a34370f15c45e0235482f43187f54be3d80c19d8e238bdb0de1266398b",
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}