{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "9b08294a",
   "metadata": {},
   "source": [
    "# WGPU example\n",
    "\n",
    "**Note that this example depends on wgpu-py (`pip install -U wgpu`), and may need an update if the API of wgpu changes.**\n",
    "\n",
    "An example using low-level wgpu code. The first cell is simply a copy of wgpu-py's triangle.py example. Tested against wgpu-py v0.11.0."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "3d32ce94",
   "metadata": {},
   "outputs": [],
   "source": [
    "import wgpu\n",
    "\n",
    "\n",
    "# %% Shaders\n",
    "\n",
    "\n",
    "shader_source = \"\"\"\n",
    "struct VertexInput {\n",
    "    @builtin(vertex_index) vertex_index : u32,\n",
    "};\n",
    "struct VertexOutput {\n",
    "    @location(0) color : vec4<f32>,\n",
    "    @builtin(position) pos: vec4<f32>,\n",
    "};\n",
    "\n",
    "@vertex\n",
    "fn vs_main(in: VertexInput) -> VertexOutput {\n",
    "    var positions = array<vec2<f32>, 3>(\n",
    "        vec2<f32>(0.0, -0.5),\n",
    "        vec2<f32>(0.5, 0.5),\n",
    "        vec2<f32>(-0.5, 0.75),\n",
    "    );\n",
    "    var colors = array<vec3<f32>, 3>(  // srgb colors\n",
    "        vec3<f32>(1.0, 1.0, 0.0),\n",
    "        vec3<f32>(1.0, 0.0, 1.0),\n",
    "        vec3<f32>(0.0, 1.0, 1.0),\n",
    "    );\n",
    "    let index = i32(in.vertex_index);\n",
    "    var out: VertexOutput;\n",
    "    out.pos = vec4<f32>(positions[index], 0.0, 1.0);\n",
    "    out.color = vec4<f32>(colors[index], 1.0);\n",
    "    return out;\n",
    "}\n",
    "\n",
    "@fragment\n",
    "fn fs_main(in: VertexOutput) -> @location(0) vec4<f32> {\n",
    "    let physical_color = pow(in.color.rgb, vec3<f32>(2.2));  // gamma correct\n",
    "    return vec4<f32>(physical_color, in.color.a);\n",
    "}\n",
    "\"\"\"\n",
    "\n",
    "\n",
    "# %% The wgpu calls\n",
    "\n",
    "\n",
    "def main(canvas, power_preference=\"high-performance\", limits=None):\n",
    "    \"\"\"Regular function to setup a viz on the given canvas.\"\"\"\n",
    "    # Note: passing the canvas here can (oddly enough) prevent the\n",
    "    # adapter from being found. Seen with wx/Linux.\n",
    "    adapter = wgpu.request_adapter(canvas=None, power_preference=power_preference)\n",
    "    device = adapter.request_device(required_limits=limits)\n",
    "    return _main(canvas, device)\n",
    "\n",
    "\n",
    "async def main_async(canvas):\n",
    "    \"\"\"Async function to setup a viz on the given canvas.\"\"\"\n",
    "    adapter = await wgpu.request_adapter_async(\n",
    "        canvas=canvas, power_preference=\"high-performance\"\n",
    "    )\n",
    "    device = await adapter.request_device_async(required_limits={})\n",
    "    return _main(canvas, device)\n",
    "\n",
    "\n",
    "def _main(canvas, device):\n",
    "    shader = device.create_shader_module(code=shader_source)\n",
    "\n",
    "    # No bind group and layout, we should not create empty ones.\n",
    "    pipeline_layout = device.create_pipeline_layout(bind_group_layouts=[])\n",
    "\n",
    "    present_context = canvas.get_context()\n",
    "    render_texture_format = present_context.get_preferred_format(device.adapter)\n",
    "    present_context.configure(device=device, format=render_texture_format)\n",
    "\n",
    "    render_pipeline = device.create_render_pipeline(\n",
    "        layout=pipeline_layout,\n",
    "        vertex={\n",
    "            \"module\": shader,\n",
    "            \"entry_point\": \"vs_main\",\n",
    "            \"buffers\": [],\n",
    "        },\n",
    "        primitive={\n",
    "            \"topology\": wgpu.PrimitiveTopology.triangle_list,\n",
    "            \"front_face\": wgpu.FrontFace.ccw,\n",
    "            \"cull_mode\": wgpu.CullMode.none,\n",
    "        },\n",
    "        depth_stencil=None,\n",
    "        multisample=None,\n",
    "        fragment={\n",
    "            \"module\": shader,\n",
    "            \"entry_point\": \"fs_main\",\n",
    "            \"targets\": [\n",
    "                {\n",
    "                    \"format\": render_texture_format,\n",
    "                    \"blend\": {\n",
    "                        \"color\": (\n",
    "                            wgpu.BlendFactor.one,\n",
    "                            wgpu.BlendFactor.zero,\n",
    "                            wgpu.BlendOperation.add,\n",
    "                        ),\n",
    "                        \"alpha\": (\n",
    "                            wgpu.BlendFactor.one,\n",
    "                            wgpu.BlendFactor.zero,\n",
    "                            wgpu.BlendOperation.add,\n",
    "                        ),\n",
    "                    },\n",
    "                },\n",
    "            ],\n",
    "        },\n",
    "    )\n",
    "\n",
    "    def draw_frame():\n",
    "        current_texture_view = present_context.get_current_texture()\n",
    "        command_encoder = device.create_command_encoder()\n",
    "\n",
    "        render_pass = command_encoder.begin_render_pass(\n",
    "            color_attachments=[\n",
    "                {\n",
    "                    \"view\": current_texture_view,\n",
    "                    \"resolve_target\": None,\n",
    "                    \"clear_value\": (0, 0, 0, 1),\n",
    "                    \"load_op\": wgpu.LoadOp.clear,\n",
    "                    \"store_op\": wgpu.StoreOp.store,\n",
    "                }\n",
    "            ],\n",
    "        )\n",
    "\n",
    "        render_pass.set_pipeline(render_pipeline)\n",
    "        # render_pass.set_bind_group(0, no_bind_group, [], 0, 1)\n",
    "        render_pass.draw(3, 1, 0, 0)\n",
    "        render_pass.end()\n",
    "        device.queue.submit([command_encoder.finish()])\n",
    "\n",
    "    canvas.request_draw(draw_frame)\n",
    "    return device"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "1c992985",
   "metadata": {},
   "source": [
    "Here we define a canvas. This should later be included in wgpu-py."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "e7eee7d0",
   "metadata": {},
   "outputs": [
    {
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       "model_id": "8c70a603f4854ca989359861927e6277",
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      },
      "text/plain": [
       "RFBOutputContext()"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
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       "model_id": "e4ed0de6e47a46ad93b45b8e7ec1086c",
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       "version_minor": 0
      },
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' style='width:500.0px;height:300.0px;' /><div style='position: absolute; top:0; left:0; padding:1px 3px; background: #777; color:#fff; font-size: 90%; font-family:sans-serif; '>snapshot</div></div>"
      ],
      "text/plain": [
       "JupyterWgpuCanvas()"
      ]
     },
     "execution_count": 2,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "import wgpu.backends.rs\n",
    "from wgpu.gui.jupyter import WgpuCanvas\n",
    "\n",
    "canvas = WgpuCanvas()\n",
    "\n",
    "# Apply the triangle example to the canvas, and show it\n",
    "main(canvas)\n",
    "canvas"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "2d9cdcd6",
   "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": "3.9.9"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}