{ "cells": [ { "cell_type": "markdown", "id": "8a5559e5", "metadata": {}, "source": [ "# 15 · Pneumatic Actuation: Inflating a Chamber to Steer a Beam\n", "\n", "The previous tutorials posed an elastic object by *pulling* on it with handle\n", "springs (tutorial 4) and measured the **signed area** enclosed by a closed\n", "mesh outline (tutorial 13). This notebook bolts the two ideas together to\n", "build a **soft pneumatic actuator**.\n", "\n", "A *pneumatic* actuator is a soft body with a sealed chamber. Pump fluid in, the\n", "chamber wants to enclose more area, and the surrounding material has to deform\n", "to make room — the deformation *is* the actuation. Robots steer by\n", "arranging chambers so that inflating them bends the structure a chosen way.\n", "\n", "We model the chamber with the signed-area outline energy. If $A(x)$ is the area\n", "the chamber outline encloses and $A^\\star$ is the area we are commanding it to,\n", "\n", "$$\n", "E_{\\text{inflate}}(x) \\;=\\; \\tfrac{1}{2}\\,k\\,\\bigl(A(x) - A^\\star\\bigr)^2 .\n", "$$\n", "\n", "Its gradient is $k\\,(A-A^\\star)\\,\\nabla A$. The shoelace gradient $\\nabla A$ is the\n", "*integrated outward normal* of the chamber wall, so this force pushes every wall\n", "vertex outward — exactly a **pressure load**, with\n", "$p = k\\,(A^\\star - A)$ playing the role of internal pressure. We couple it to a\n", "**nonlinear neo-Hookean** elastic energy (full-order FEM, no subspace) and solve\n", "the **quasistatic** equilibrium\n", "\n", "$$\n", "x^\\star \\;=\\; \\arg\\min_x \\;\\; \\underbrace{E_{\\text{neo}}(x)}_{\\text{elasticity}}\n", "\\;+\\; \\underbrace{\\tfrac{1}{2} k\\,(A(x)-A^\\star)^2}_{\\text{pneumatic chamber}}\n", "\\;+\\; \\underbrace{\\tfrac{1}{2}\\|x_{\\text{pin}}-X_{\\text{pin}}\\|^2_{K}}_{\\text{clamp the left wall}}\n", "$$\n", "\n", "at every step of a slowly rising target area $A^\\star$. Pinning the left edge\n", "turns the beam into a cantilever; an **off-center** chamber inflates\n", "asymmetrically and curls the cantilever up or down." ] }, { "cell_type": "code", "execution_count": 1, "id": "f4ae2427", "metadata": { "execution": { "iopub.execute_input": "2026-06-09T05:35:51.644385Z", "iopub.status.busy": "2026-06-09T05:35:51.644213Z", "iopub.status.idle": "2026-06-09T05:35:52.164396Z", "shell.execute_reply": "2026-06-09T05:35:52.164095Z" } }, "outputs": [], "source": [ "%matplotlib inline\n", "import numpy as np\n", "import scipy.sparse as sps\n", "import matplotlib.pyplot as plt\n", "from matplotlib.animation import FuncAnimation\n", "\n", "# igl's Triangle wrapper meshes a rectangle with an elliptical hole punched out.\n", "import igl\n", "import igl.triangle\n", "\n", "import simkit\n", "from simkit.solvers import newton_solver\n", "import utils\n", "\n", "CHAMBER_C = \"#08519c\" # chamber outline\n", "WALL_FACE = \"#cfe8df\" # beam fill\n", "WALL_EDGE = \"#2a7f62\" # beam mesh edges\n", "PIN_C = \"#3182bd\" # pinned-wall markers" ] }, { "cell_type": "markdown", "id": "51540aad", "metadata": {}, "source": [ "## A beam with a chamber punched out\n", "\n", "We triangulate a rectangular beam with a single **elliptical chamber** removed\n", "from its interior. The outer rectangle and the inner ellipse are handed to\n", "Triangle as boundary segments; a *hole point* placed at the ellipse center tells\n", "Triangle to leave that pocket empty.\n", "\n", "`chamber_outline` then recovers the chamber wall as a closed edge loop. The mesh\n", "has two boundary loops — the outer rectangle and the inner ellipse —\n", "and the chamber is simply the one with the smaller bounding box. That edge loop\n", "is precisely what tutorial 13's `outline_areas` consumes, so the chamber's\n", "enclosed area is differentiable in the mesh vertices." ] }, { "cell_type": "code", "execution_count": 2, "id": "d156ecbc", "metadata": { "execution": { "iopub.execute_input": "2026-06-09T05:35:52.165730Z", "iopub.status.busy": "2026-06-09T05:35:52.165648Z", "iopub.status.idle": "2026-06-09T05:35:52.228401Z", "shell.execute_reply": "2026-06-09T05:35:52.228199Z" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "mesh: 1601 vertices, 2916 triangles\n", "chamber rest area |A| = 0.587 (ellipse pi*a*b = 0.587)\n" ] }, { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "def beam_with_chamber(L=3.5, H=0.8, cx=0.0, cy=0.0, a=0.85, b=0.22,\n", " n_chamber=128, max_area=0.0012):\n", " \"\"\"Triangulate a rectangular beam (L x H) with one elliptical chamber\n", " (semi-axes a, b, centered at (cx, cy)) punched out of it. The chamber must\n", " fit strictly inside the beam (a thin wall is fine; touching the boundary is\n", " not) so that the mesh keeps a clean inner loop to inflate.\"\"\"\n", " assert abs(cy) + b < H / 2 - 1e-3 and abs(cx) + a < L / 2, \"chamber escapes the beam\"\n", " rect = np.array([[-L/2, -H/2], [L/2, -H/2], [L/2, H/2], [-L/2, H/2]])\n", " E_rect = np.array([[0, 1], [1, 2], [2, 3], [3, 0]])\n", "\n", " t = np.linspace(0, 2 * np.pi, n_chamber, endpoint=False)\n", " ell = np.stack([cx + a * np.cos(t), cy + b * np.sin(t)], axis=1)\n", " E_ell = np.stack([np.arange(n_chamber), np.roll(np.arange(n_chamber), -1)], axis=1) + 4\n", "\n", " V = np.vstack([rect, ell])\n", " E = np.vstack([E_rect, E_ell])\n", " # q: quality, a: max triangle area, Q: quiet. H marks the hole.\n", " X, T, _, _, _ = igl.triangle.triangulate(V, E, H=np.array([[cx, cy]]),\n", " flags=f\"qa{max_area}Q\")\n", " return X, T\n", "\n", "\n", "def chamber_outline(X, T):\n", " \"\"\"Closed edge loop of the punched-out chamber (the inner boundary).\"\"\"\n", " loops = igl.boundary_loop_all(T)\n", " diag = [np.linalg.norm(X[l].max(0) - X[l].min(0)) for l in loops]\n", " loop = loops[int(np.argmin(diag))] # inner loop = smallest bbox\n", " return np.stack([loop, np.roll(loop, -1)], axis=1)\n", "\n", "\n", "# Build one beam with a centered chamber and look at it.\n", "X, T = beam_with_chamber(cx=0.0, cy=0.0)\n", "E_chamber = chamber_outline(X, T)\n", "pin_idx = np.where(X[:, 0] <= X[:, 0].min() + 1e-6)[0]\n", "A_rest = simkit.outline_areas(X, [E_chamber])[0]\n", "print(f\"mesh: {X.shape[0]} vertices, {T.shape[0]} triangles\")\n", "print(f\"chamber rest area |A| = {abs(A_rest):.3f} (ellipse pi*a*b = {np.pi*0.85*0.22:.3f})\")\n", "\n", "fig, ax = plt.subplots(figsize=(8, 2.6))\n", "utils.PolyMeshArtist(ax, X, T, facecolor=WALL_FACE, edgecolor=WALL_EDGE, lw=0.7)\n", "loop = E_chamber[:, 0]\n", "ax.fill(*np.vstack([X[loop], X[loop[0]]]).T, color=CHAMBER_C, alpha=0.18, zorder=3)\n", "ax.plot(*np.vstack([X[loop], X[loop[0]]]).T, \"-\", color=CHAMBER_C, lw=2.5, zorder=4,\n", " label=\"chamber outline\")\n", "ax.scatter(X[pin_idx, 0], X[pin_idx, 1], s=40, marker=\"s\", color=PIN_C, zorder=5,\n", " label=\"pinned wall\")\n", "utils.setup_axes(ax, (-2.0, 2.0), (-0.7, 0.7), title=\"beam with an elliptical chamber\")\n", "ax.legend(loc=\"upper right\", fontsize=9)\n", "plt.show()" ] }, { "cell_type": "markdown", "id": "3b302cca", "metadata": {}, "source": [ "## The pneumatic energy\n", "\n", "`PneumaticBeam` follows the standard simulator recipe: `__init__` calls\n", "`utils.precompute` once for the per-mesh constants, stores\n", "`utils.make_material(\"Neo-Hookean\")` as the elastic term, and a\n", "`utils.PenaltySpring` to clamp the left wall. On top of those two reusable terms\n", "it carries one extra, problem-specific term — the **pneumatic chamber**.\n", "The objective sums three terms, one per line:\n", "\n", "* **Neo-Hookean elasticity** — the full-order, *nonlinear* FEM energy from\n", " tutorial 3/4. No reduction, no subspace: every mesh vertex is a degree of\n", " freedom.\n", "* **Pneumatic chamber** — $\\tfrac12 k\\,(A(x)-A^\\star)^2$. The area, its\n", " gradient, and its Hessian come straight from `simkit.outline_areas*`. The\n", " gradient acts only on the chamber-wall vertices, so we scatter the local\n", " `outline_areas_gradient` (interleaved `[dx0, dy0, ...]`) onto those global\n", " DOFs.\n", "* **Pin** — a stiff `PenaltySpring` clamping the left wall in place.\n", "\n", "For the Hessian we keep the elastic Hessian (PSD-projected) plus the\n", "**Gauss-Newton** part of the chamber term, $k\\,\\nabla A\\,\\nabla A^{\\top}$, a rank-1\n", "PSD update on the wall DOFs. Dropping the indefinite $k(A-A^\\star)\\nabla^2 A$ piece\n", "keeps the system positive-definite and Newton robust; it vanishes at convergence\n", "where $A \\!\\approx\\! A^\\star$ anyway. The quantity $p = k\\,(A^\\star - A)$ is the\n", "chamber's internal **pressure**." ] }, { "cell_type": "code", "execution_count": 3, "id": "4e04d0fc", "metadata": { "execution": { "iopub.execute_input": "2026-06-09T05:35:52.229462Z", "iopub.status.busy": "2026-06-09T05:35:52.229375Z", "iopub.status.idle": "2026-06-09T05:35:52.232737Z", "shell.execute_reply": "2026-06-09T05:35:52.232503Z" } }, "outputs": [], "source": [ "class PneumaticBeam:\n", " \"\"\"Quasistatic neo-Hookean beam with one inflatable chamber and a pinned wall.\"\"\"\n", "\n", " def __init__(self, X, T, E_chamber, E_young=1e4, nu=0.45,\n", " k_inflate=1e5, K_pin=1e9):\n", " self.X, self.T = X, T\n", " self.p = utils.precompute(X, T, ym=E_young, pr=nu) # J, vol, masses, ...\n", " self.psi = utils.make_material(\"Neo-Hookean\") # elastic term\n", "\n", " # --- pneumatic chamber (this notebook's own term) ---\n", " self.E_chamber = E_chamber\n", " self.verts = np.unique(E_chamber.ravel()) # chamber-wall vertices\n", " self.A_rest = simkit.outline_areas(X, [E_chamber])[0]\n", " self.k_inflate = k_inflate\n", " self.A_target = self.A_rest # commanded area (per step)\n", " # global DOFs of the wall, interleaved [x0, y0, x1, y1, ...] to match\n", " # the ordering of outline_areas_gradient / outline_areas_hessian.\n", " self.dofs = np.empty(2 * len(self.verts), dtype=int)\n", " self.dofs[0::2] = 2 * self.verts\n", " self.dofs[1::2] = 2 * self.verts + 1\n", "\n", " # --- pin the left wall ---\n", " self.pin_idx = np.where(X[:, 0] <= X[:, 0].min() + 1e-6)[0]\n", " self.pin = utils.PenaltySpring(self.p.n, self.p.dim, K_pin).set(self.pin_idx, X[self.pin_idx])\n", "\n", " def pressure(self, x):\n", " A = simkit.outline_areas(x.reshape(-1, self.p.dim), [self.E_chamber])[0]\n", " return self.k_inflate * (self.A_target - A)\n", "\n", " # --- the pneumatic chamber term: 1/2 k (A - A*)^2 on the wall DOFs ---\n", " def E_pneumatic(self, x):\n", " A = simkit.outline_areas(x.reshape(-1, self.p.dim), [self.E_chamber])[0]\n", " return 0.5 * self.k_inflate * (A - self.A_target) ** 2\n", "\n", " def g_pneumatic(self, x):\n", " xn = x.reshape(-1, self.p.dim)\n", " A = simkit.outline_areas(xn, [self.E_chamber])[0]\n", " gA = simkit.outline_areas_gradient(xn, [self.E_chamber])[0].ravel() # local, interleaved\n", " g = np.zeros_like(x)\n", " g[self.dofs, 0] = self.k_inflate * (A - self.A_target) * gA # pressure load\n", " return g\n", "\n", " def H_pneumatic(self, x):\n", " xn = x.reshape(-1, self.p.dim)\n", " gA = simkit.outline_areas_gradient(xn, [self.E_chamber])[0].ravel()\n", " # Gauss-Newton chamber term: k * (dA)(dA)^T on the wall DOFs (rank-1, PSD).\n", " col = sps.csc_matrix((gA, (self.dofs, np.zeros_like(self.dofs))),\n", " shape=(self.p.n * self.p.dim, 1))\n", " return self.k_inflate * (col @ col.T)\n", "\n", " def energy(self, x):\n", " E_elastic = self.psi.energy(x, self.p)\n", " E_pin = self.pin.energy(x)\n", " E_pneumatic = self.E_pneumatic(x)\n", " return E_elastic + E_pin + E_pneumatic\n", "\n", " def gradient(self, x):\n", " g_elastic = self.psi.gradient(x, self.p)\n", " g_pin = self.pin.gradient(x)\n", " g_pneumatic = self.g_pneumatic(x)\n", " return g_elastic + g_pin + g_pneumatic\n", "\n", " def hessian(self, x):\n", " H_elastic = self.psi.hessian(x, self.p)\n", " H_pin = self.pin.hessian(x)\n", " H_pneumatic = self.H_pneumatic(x)\n", " return (H_elastic + H_pin + H_pneumatic).tocsc()\n", "\n", " def inflate_to(self, A_target, U0, iters=40):\n", " \"\"\"Quasistatic Newton solve at a fixed commanded area.\"\"\"\n", " self.A_target = A_target\n", " x = newton_solver(U0.reshape(-1, 1), self.energy, self.gradient, self.hessian,\n", " max_iter=iters, do_line_search=True)\n", " return x.reshape(self.p.n, self.p.dim)" ] }, { "cell_type": "markdown", "id": "4fd4346e", "metadata": {}, "source": [ "## Quasistatically inflating the chamber\n", "\n", "There is no time, mass, or velocity here — this is **quasistatic**. We ramp\n", "the commanded chamber area $A^\\star$ from its rest value up to `growth` times\n", "larger, and at each step re-solve for static equilibrium with Newton's method,\n", "warm-starting from the previous pose. Each frame is the beam holding still at the\n", "current inflation, so the animation reads as a chamber *slowly* filling up." ] }, { "cell_type": "code", "execution_count": 4, "id": "2068daef", "metadata": { "execution": { "iopub.execute_input": "2026-06-09T05:35:52.233723Z", "iopub.status.busy": "2026-06-09T05:35:52.233658Z", "iopub.status.idle": "2026-06-09T05:36:06.199641Z", "shell.execute_reply": "2026-06-09T05:36:06.199356Z" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "area inflated 0.587 -> 2.052 (x3.49)\n", "tip deflection: -0.278\n", "peak chamber pressure |p| = 294.8\n" ] }, { "data": { "text/html": [ "" ], "text/plain": [ "" ] }, "execution_count": 4, "metadata": {}, "output_type": "execute_result" } ], "source": [ "def inflate(beam, growth=3.5, n_steps=36):\n", " \"\"\"Ramp the commanded chamber area to `growth` x rest, solving each step.\"\"\"\n", " U = beam.X.copy()\n", " states, areas, press = [U.copy()], [beam.A_rest], [0.0]\n", " for A_t in np.linspace(beam.A_rest, growth * beam.A_rest, n_steps)[1:]:\n", " U = beam.inflate_to(A_t, U)\n", " states.append(U.copy())\n", " areas.append(simkit.outline_areas(U, [beam.E_chamber])[0])\n", " press.append(beam.pressure(U.reshape(-1, 1)))\n", " return np.array(states), np.abs(np.array(areas)), np.array(press)\n", "\n", "\n", "def animate_inflation(beam, states, areas, *, title=\"\", fps=18):\n", " \"\"\"Left: the beam deforming as its chamber inflates. Right: chamber area\n", " filling in. Returns (fig, anim).\"\"\"\n", " loop = np.append(beam.E_chamber[:, 0], beam.E_chamber[0, 0]) # closed wall loop\n", " xs = np.linspace(0, 100, len(states)) # inflation %\n", " xlim, ylim = utils.auto_limits(states, pad=0.25)\n", "\n", " fig, (axL, axR) = plt.subplots(1, 2, figsize=(12, 4.2),\n", " gridspec_kw={\"width_ratios\": [2.4, 1]})\n", " utils.setup_axes(axL, xlim, ylim, title=title)\n", " mesh = utils.PolyMeshArtist(axL, states[0], beam.T, facecolor=WALL_FACE,\n", " edgecolor=WALL_EDGE, lw=0.7)\n", " fillholder = {\"p\": None}\n", " (wall,) = axL.plot([], [], \"-\", color=CHAMBER_C, lw=2.5, zorder=4)\n", " axL.scatter(beam.X[beam.pin_idx, 0], beam.X[beam.pin_idx, 1], s=35, marker=\"s\",\n", " color=PIN_C, zorder=5)\n", "\n", " trace = utils.TracePlot(axR, xs, {\"chamber area\": areas}, colors={\"chamber area\": CHAMBER_C},\n", " xlabel=\"inflation (%)\", ylabel=\"chamber area |A|\",\n", " title=\"area vs. inflation\")\n", "\n", " def update(i):\n", " mesh.update(states[i])\n", " wall.set_data(states[i][loop, 0], states[i][loop, 1])\n", " if fillholder[\"p\"] is not None:\n", " fillholder[\"p\"].remove()\n", " fillholder[\"p\"] = axL.fill(states[i][loop, 0], states[i][loop, 1],\n", " color=CHAMBER_C, alpha=0.18, zorder=3)[0]\n", " trace.update(i)\n", " return ()\n", "\n", " anim = FuncAnimation(fig, update, frames=len(states), interval=1000 / fps, blit=False)\n", " return fig, anim\n", "\n", "\n", "# Off-center (high) chamber: inflating it curls the cantilever downward.\n", "X, T = beam_with_chamber(cy=0.15)\n", "beam = PneumaticBeam(X, T, chamber_outline(X, T))\n", "states, areas, press = inflate(beam)\n", "tip = np.where(X[:, 0] >= X[:, 0].max() - 1e-6)[0]\n", "print(f\"area inflated {areas[0]:.3f} -> {areas[-1]:.3f} (x{areas[-1]/areas[0]:.2f})\")\n", "print(f\"tip deflection: {states[-1][tip, 1].mean() - X[tip, 1].mean():+.3f}\")\n", "print(f\"peak chamber pressure |p| = {np.abs(press).max():.1f}\")\n", "\n", "fig, anim = animate_inflation(beam, states, areas, title=\"chamber near the top wall -> beam curls down\")\n", "utils.show_video(fig, anim, \"media/15_pneumatic_inflate.mp4\", fps=18)" ] }, { "cell_type": "markdown", "id": "6eab77c8", "metadata": {}, "source": [ "## Steering: where you put the chamber sets the bend\n", "\n", "The chamber position is the actuator's *design knob*. Place it **above** the\n", "beam's neutral axis and the top fibers are forced to stretch more than the bottom\n", "ones as it inflates, so the beam curls **down**. Place it **below** and the beam\n", "curls **up**. A **centered** chamber inflates symmetrically and the beam just\n", "swells in place — no net bend. We run the same quasistatic inflation for\n", "three chamber heights and play them side by side." ] }, { "cell_type": "code", "execution_count": 5, "id": "192dbdab", "metadata": { "execution": { "iopub.execute_input": "2026-06-09T05:36:06.200780Z", "iopub.status.busy": "2026-06-09T05:36:06.200696Z", "iopub.status.idle": "2026-06-09T05:36:44.368386Z", "shell.execute_reply": "2026-06-09T05:36:44.368179Z" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "chamber high -> curls down tip dy = -0.278\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "chamber centered -> no bend tip dy = -0.001\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "chamber low -> curls up tip dy = +0.278\n" ] }, { "data": { "text/html": [ "" ], "text/plain": [ "" ] }, "execution_count": 5, "metadata": {}, "output_type": "execute_result" } ], "source": [ "designs = [\n", " (\"chamber high -> curls down\", +0.15),\n", " (\"chamber centered -> no bend\", 0.00),\n", " (\"chamber low -> curls up\", -0.15),\n", "]\n", "\n", "panels, finals = [], []\n", "for label, cy in designs:\n", " Xd, Td = beam_with_chamber(cy=cy)\n", " bd = PneumaticBeam(Xd, Td, chamber_outline(Xd, Td))\n", " sd, ad, _ = inflate(bd)\n", " panels.append({\"states\": sd, \"T\": Td, \"title\": label})\n", " finals.append((label, bd, sd))\n", " tipd = np.where(Xd[:, 0] >= Xd[:, 0].max() - 1e-6)[0]\n", " print(f\"{label:32s} tip dy = {sd[-1][tipd, 1].mean() - Xd[tipd, 1].mean():+.3f}\")\n", "\n", "fig, anim = utils.animate_meshes_grid(panels, lims=((-2.05, 2.05), (-1.15, 1.15)),\n", " fps=18, suptitle=\"same inflation, three chamber placements\")\n", "utils.show_video(fig, anim, \"media/15_pneumatic_steering.mp4\", fps=18)" ] }, { "cell_type": "markdown", "id": "aaa3ba8e", "metadata": {}, "source": [ "## A deflection gallery\n", "\n", "Sweeping the chamber height through a range of offsets traces out a fan of\n", "deflection angles — a continuous steering authority from one design\n", "parameter. Below, each fully-inflated final pose is overlaid with its rest shape\n", "(grey) and labeled with the tip angle it reaches." ] }, { "cell_type": "code", "execution_count": 6, "id": "5a006cda", "metadata": { "execution": { "iopub.execute_input": "2026-06-09T05:36:44.369536Z", "iopub.status.busy": "2026-06-09T05:36:44.369457Z", "iopub.status.idle": "2026-06-09T05:37:50.404552Z", "shell.execute_reply": "2026-06-09T05:37:50.404349Z" } }, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "offsets = [+0.15, +0.075, 0.0, -0.075, -0.15]\n", "fig, axes = plt.subplots(1, len(offsets), figsize=(3.0 * len(offsets), 2.8), squeeze=False)\n", "for ax, cy in zip(axes[0], offsets):\n", " Xg, Tg = beam_with_chamber(cy=cy)\n", " bg = PneumaticBeam(Xg, Tg, chamber_outline(Xg, Tg))\n", " sg, _, _ = inflate(bg)\n", " U = sg[-1]\n", " loopg = np.append(bg.E_chamber[:, 0], bg.E_chamber[0, 0])\n", " tipg = np.where(Xg[:, 0] >= Xg[:, 0].max() - 1e-6)[0]\n", " dy = U[tipg, 1].mean() - Xg[tipg, 1].mean()\n", " ang = np.degrees(np.arctan2(dy, Xg[:, 0].max() - Xg[:, 0].min()))\n", "\n", " utils.PolyMeshArtist(ax, Xg, Tg, facecolor=\"none\", edgecolor=\"0.8\", lw=0.5) # rest ghost\n", " utils.PolyMeshArtist(ax, U, Tg, facecolor=WALL_FACE, edgecolor=WALL_EDGE, lw=0.5)\n", " ax.fill(U[loopg, 0], U[loopg, 1], color=CHAMBER_C, alpha=0.18, zorder=3)\n", " ax.scatter(Xg[bg.pin_idx, 0], Xg[bg.pin_idx, 1], s=18, marker=\"s\", color=PIN_C, zorder=5)\n", " utils.setup_axes(ax, (-2.0, 2.2), (-1.3, 1.3), title=f\"cy={cy:+.2f}\\ntip angle {ang:+.0f} deg\",\n", " grid=False)\n", "fig.suptitle(\"chamber height steers the tip deflection angle\")\n", "fig.tight_layout()\n", "fig.savefig(\"media/15_pneumatic_gallery.png\", dpi=130, bbox_inches=\"tight\")\n", "plt.show()" ] }, { "cell_type": "markdown", "id": "8e930e55", "metadata": {}, "source": [ "### Takeaways\n", "\n", "* A sealed chamber is a **signed-area outline energy**: penalizing\n", " $\\tfrac12 k (A(x)-A^\\star)^2$ drives the chamber to a commanded area, and its\n", " gradient $k(A-A^\\star)\\nabla A$ is a genuine **pressure load** along the wall\n", " (the shoelace gradient is the integrated outward normal).\n", "* Coupled to **nonlinear neo-Hookean** full-order FEM and a pinned wall, ramping\n", " $A^\\star$ and re-solving with Newton gives a clean **quasistatic** inflation.\n", "* The chamber's `outline_areas` Hessian is indefinite; the **Gauss-Newton**\n", " rank-1 part $k\\,\\nabla A\\,\\nabla A^\\top$ keeps the solve positive-definite and is\n", " exact at equilibrium.\n", "* **Placement is steering**: an off-center chamber inflates asymmetrically and\n", " bends the cantilever; the offset sets the deflection angle. Real soft robots\n", " chain many such chambers to reach, grip, and crawl." ] } ], "metadata": { "kernelspec": { "display_name": "Python 3", "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": "3.13.9" } }, "nbformat": 4, "nbformat_minor": 5 }