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In the last tutorial we learned how to use Simphony to simulate an MZI, and now we will learn to prepare a GDS file using the SiEPIC PDK. " + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "\u001b[32m2024-01-25 16:04:20.032\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mgdsfactory.technology.layer_views\u001b[0m:\u001b[36m__init__\u001b[0m:\u001b[36m790\u001b[0m - \u001b[1mImporting LayerViews from YAML file: '/home/parkeraa/miniconda3/envs/mp/lib/python3.11/site-packages/ubcpdk/layers.yaml'.\u001b[0m\n", + "\u001b[32m2024-01-25 16:04:21.396\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mubcpdk\u001b[0m:\u001b[36m\u001b[0m:\u001b[36m30\u001b[0m - \u001b[1mFound UBCpdk '2.3.4' installed at PosixPath('/home/parkeraa/miniconda3/envs/mp/lib/python3.11/site-packages/ubcpdk')\u001b[0m\n", + "\u001b[32m2024-01-25 16:04:21.468\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mgdsfactory.technology.layer_views\u001b[0m:\u001b[36m__init__\u001b[0m:\u001b[36m790\u001b[0m - \u001b[1mImporting LayerViews from YAML file: '/home/parkeraa/miniconda3/envs/mp/lib/python3.11/site-packages/gdsfactory/generic_tech/layer_views.yaml'.\u001b[0m\n", + "\u001b[32m2024-01-25 16:04:21.472\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mgdsfactory.pdk\u001b[0m:\u001b[36mactivate\u001b[0m:\u001b[36m307\u001b[0m - \u001b[1m'ubcpdk' PDK is now active\u001b[0m\n" + ] + } + ], + "source": [ + "import gdsfactory as gf\n", + "\n", + "import ubcpdk\n", + "import ubcpdk.components as uc\n", + "\n", + "gf.CONF.display_type = \"klayout\"" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "c = uc.ebeam_crossing4()\n", + "c.plot()" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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++Ov26Q0AAE/us/fKv/r+++0TmOTYT2FufQKT1xuSHDYvLy//eX15eXl9/f331yR3ef1ojmwxxhhjjDFm2lx7D3yP17f39Ml/3+cf0nBrPzlzgXmL+3GBued/qe9fLTTGGGOMMaZlzlxW3r/+uMAcubwkAxeY5JxPYL7zX76FxhhjjDHGTJ9HLSvXXu+xvCS3F5jRTyG75le/Z++rZ2mcowEA4JHev0c9633wVzzqKWQP+QQmyWteLn/6a5fLn//aR3PtjMs9P6H52c6vNm2bxq7GptauxqbWLk17prGrsam1q7HpV7ru9f72s/fPP9X0wfv5I2bkJzBJkpdL8sfl0J/y2vZ4j83UpzMAABzh2ncCHf2JyuHvX+/wfj7Jrk9g7jX3+KTG2RljjDHGGPMzc8YnLKe0POgTmKdYYO79RWOZMcYYY4wxn809338+7D2obyF7nCM/tnv/cwAA8Jw+em94xLeDjXmP6VvI5hzgOmpDfvhWfMeZ8nul6Tm7GptauzTtmcauxqbWrqame7yPnPRe0iH+IZ/AfKZ+cwYA4Kc99Xfy+ARmxzg7Y4wxxhjz3OP94L/HIf5d89FHe0/7xWuMMcYYUz6Wlg/GArN7fFEbY4wxxvTMUf+Q+v3P9eiuQ8cC03OA616fzEz6om/5vWpvau1qbGrt0rRnGrsam1q7JjQd+f7t/c/36La7/V5ZYHrnXn8Y2v5AGGOMMcacNfd8f/Y079E8hew5vB70VLNrTzf78ecFAODP77/eHPk+7Cnfe3kK2fPN0Zv/+9en/acBxhhjjHnKufb+517vrx7d+/DxCcxzu9c/GfjqJzbX7g0A8Ejfef9y9Psmn7Tc8KBPYCwwQ330h/VefyiPWHYAAO7h0e9/LCyf8C1kM55AcfQc1XTvj0Nvvb6/3+VyOfX+Xr0+w9dfa1fba+vv01vX2zz61+P1uV4f/fX3/t5HTf17W08hM9/+zf3gD5xXr169eu17fZuf/XFfvd6r12d4fT/J49/TrR0LjPnl3+wP/lAe9T9a/sfPq1evXp/j9W0e/evw+pyvR339XZvk8e/XqsYCY+41n/1BnvA3K69evXr1+vnr23z1x92aR/d49Xrkn4vPvs7NncdTyHiUVwf2Adb76kFjf8+nhcP1A0w9xP/R4aNrB5K++mMvl8uXD/Hf7f6/cP2mX6vrfa24fsf1m36trvd77XpfK66fdf3Dfq0vl7vc3ycw3OSfxgEA2/gEZoAHfQLzl8PvyDivv//+6bz9DcCrV69evc58ffOzP+6r13v1uun1s/c2lHOIv2fueWDzqJ/Hq1evXr3Ofn2bR/86vD7n61Fff9cmefz7taq50/v5m/uJBWbvfPSH0qtXr1699r2+zc/+uK9e79XrM7y+n+Tx7+nWjgXm+qGezXNU00d/4B7xh/3tP18ulxF/E/L6nK+tX3+tXW2vrb9Pb11v8+hfj9fnen3019/7ex819e9tH7TAOMQ/2Ou77+H87R//+M+ZlTNeAZjlq3/f/upf9/d9Nnj0+5+3Mzd84EGH+C0wQ1z7H45HLiX+wALMcu8lw9/3meg7X/dnLDX+nPxg6r8HJvf6CMoZmA8/srzXx6H3+FjUGGOMMWbSXHv/s+HbzVaObyF7Dkd/W9g1/ukAAMD/u9d3urz/uZ6OT2B65+h/AmD7N8YYY4z5tfH+7IDxFLKeJzUc+bHl1D8MLb9X7U2tXY1NrV2a9kxjV2NTa9eEpnt829m092+H/15ZYPbPPTb4RzcZY4wxxjzjWGa+MBaYXXP0AbHaL2xjjDHGmIK517ebPbrrl8YCs2N88RpjjDHGPPd4P/jv8RSymV4PemrYe0/5pAoAgDLX3uf96vvFFe8VPYVsxgGuXNmGf3WjXrlVfzJTfq80PWdXY1Nrl6Y909jV2NTa1dTUfrxgwiF+n8Akz705AwBwF/XfyeMTmH2b8bWfyxhjjDHGmB/nnu8/H/Ye1CH+875gLC3GGGOMMeZRc+9l5rT3p76F7Nd99BFb8vMf1/n2MAAA7u3I4wzXvu3s7ec8lG8h+/oBrmub5hEb7PvXX91imw6ltXc1NrV2NTa1dmnaM41djU2tXY1NP9t1z/e3R3xa87SH+F9eXpIk//r733/q+qM+UVlzQAoAgKf00XcBnfE++Cv+9s9/Jkn++OOPX838HyM/gXl5eXl9eXm5yycm3311lsUYY4wxxmyYe3/n0Xdf397TH955az85e4F5C31bYB61rFhYjDHGGGPM5jnjOMW11x8XmKOXmFELzI+R9/4ExsJijDHGGGOebc5cat6/tz+s4YbTz8C8nX9J/nsGZsVTFgAAYJnP3iv/6vvvtzMwybHnYG6sJ7dXnNxhM/zOJzC35h6/viPHUzX2TGNTa1djU2uXpj3T2NXY1NrV2DS966vvsyeegRn9FDKfogAAwGNc+/TmzaOeQlb1L7IEAABO8qB/keVfDr8jAADAnVhgAACANUYtMJfL5dG/hMM1NiWdXY1NSWdXY1PS2aVpj8auxqaks6uxKensmtDkDAwAAPB9zsAAAAB8zgIDAACsYYEBAADWGLXATDgUdLTGpqSzq7Ep6exqbEo6uzTt0djV2JR0djU2JZ1dE5oee4gfAADY6wGH+B+3wAAAALzjKWQAAEANCwwAALCGBQYAAFhj1AIz4akGR2tsSjq7GpuSzq7GpqSzS9MejV2NTUlnV2NT0tk1ockhfgAAYAyH+AEAgBoWGAAAYA0LDAAAsMaoBWbCoaCjNTYlnV2NTUlnV2NT0tmlaY/GrsampLOrsSnp7JrQ5BA/AAAwhkP8AABADQsMAACwhgUGAABY4+YC89FBnWuHd776Y7dff+a9XL/7+jPv5frd1595L9c/9voz7+X63defeS/X777+zHudef01DvEDAABjOMQPAADUsMAAAABrWGAAAIA1LDAAAMAaoxaY7zx9YIvGpqSzq7Ep6exqbEo6uzTt0djV2JR0djU2JZ1dE5o8hQwAABjDU8gAAIAaFhgAAGANCwwAALDGqAVmwqGgozU2JZ1djU1JZ1djU9LZpWmPxq7GpqSzq7Ep6eya0OQQPwAAMIZD/AAAQA0LDAAAsIYFBgAAWMMCAwAArDFqgZnwVIOjNTYlnV2NTUlnV2NT0tmlaY/GrsampLOrsSnp7JrQ5ClkAADAGJ5CBgAA1LDAAAAAa1hgAACANUYtMBMOBR2tsSnp7GpsSjq7GpuSzi5NezR2NTYlnV2NTUln14Qmh/gBAIAxHOIHAABqWGAAAIA1LDAAAMAaoxaYCYeCjtbYlHR2NTYlnV2NTUlnl6Y9Grsam5LOrsampLNrQpND/AAAwBgO8QMAADUsMAAAwBoWGAAAYA0LDAAAsMaoBWbCUw2O1tiUdHY1NiWdXY1NSWeXpj0auxqbks6uxqaks2tCk6eQAQAAY3gKGQAAUMMCAwAArGGBAQAA1hi1wEw4FHS0xqaks6uxKensamxKOrs07dHY1diUdHY1NiWdXROaHOIHAADGcIgfAACoYYEBAADWsMAAAABrjFpgJhwKOlpjU9LZ1diUdHY1NiWdXZr2aOxqbEo6uxqbks6uCU0O8QMAAGM4xA8AANSwwAAAAGtYYAAAgDUsMAAAwBqjFpgJTzU4WmNT0tnV2JR0djU2JZ1dmvZo7GpsSjq7GpuSzq4JTZ5CBgAAjOEpZAAAQA0LDAAAsIYFBgAAWOPmAvPRQZ1rh3e++mO3X3/mvVy/+/oz7+X63defeS/XP/b6M+/l+t3Xn3kv1+++/sx7nXn9NQ7xAwAAYzjEDwAA1LDAAAAAa1hgAACANUYtMN85vLNFY1PS2dXYlHR2NTYlnV2a9mjsamxKOrsam5LOrglNDvEDAABjOMQPAADUsMAAAABrWGAAAIA1LDAAAMAaoxaYCU81OFpjU9LZ1diUdHY1NiWdXZr2aOxqbEo6uxqbks6uCU2eQgYAAIzhKWQAAEANCwwAALCGBQYAAFhj1AIz4VDQ0Rqbks6uxqaks6uxKens0rRHY1djU9LZ1diUdHZNaHKIHwAAGMMhfgAAoIYFBgAAWMMCAwAArDFqgZlwKOhojU1JZ1djU9LZ1diUdHZp2qOxq7Ep6exqbEo6uyY0OcQPAACM4RA/AABQwwIDAACsYYEBAADWsMAAAABrjFpgJjzV4GiNTUlnV2NT0tnV2JR0dmnao7GrsSnp7GpsSjq7JjR5ChkAADCGp5ABAAA1LDAAAMAaFhgAAGCNUQvMhENBR2tsSjq7GpuSzq7GpqSzS9MejV2NTUlnV2NT0tk1ockhfgAAYAyH+AEAgBoWGAAAYA0LDAAAsMaoBWbCoaCjNTYlnV2NTUlnV2NT0tmlaY/GrsampLOrsSnp7JrQ5BA/AAAwhkP8AABADQsMAACwhgUGAABYwwIDAACsMWqBmfBUg6M1NiWdXY1NSWdXY1PS2aVpj8auxqaks6uxKensmtDkKWQAAMAYnkIGAADUsMAAAABrWGAAAIA1Ri0wEw4FHa2xKensamxKOrsam5LOLk17NHY1NiWdXY1NSWfXhCaH+AEAgDEc4gcAAGpYYAAAgDUsMAAAwBo3F5iPDupcO7zz1R+7/foz7+X63defeS/X777+zHu5/rHXn3kv1+++/sx7uX739Wfe68zrr3GIHwAAGMMhfgAAoIYFBgAAWMMCAwAArGGBAQAA1hi1wHzn6QNbNDYlnV2NTUlnV2NT0tmlaY/GrsampLOrsSnp7JrQ5ClkAADAGJ5CBgAA1LDAAAAAa1hgAACANUYtMBMOBR2tsSnp7GpsSjq7GpuSzi5NezR2NTYlnV2NTUln14Qmh/gBAIAxHOIHAABqWGAAAIA1LDAAAMAaoxaYCYeCjtbYlHR2NTYlnV2NTUlnl6Y9Grsam5LOrsampLNrQpND/AAAwBgO8QMAADUsMAAAwBoWGAAAYA0LDAAAsMaoBWbCUw2O1tiUdHY1NiWdXY1NSWeXpj0auxqbks6uxqaks2tCk6eQAQAAY3gKGQAAUMMCAwAArGGBAQAA1hi1wEw4FHS0xqaks6uxKensamxKOrs07dHY1diUdHY1NiWdXROaHOIHAADGcIgfAACoYYEBAADWsMAAAABrjFpgJhwKOlpjU9LZ1diUdHY1NiWdXZr2aOxqbEo6uxqbks6uCU0O8QMAAGM4xA8AANSwwAAAAGtYYAAAgDUsMAAAwBqjFpgJTzU4WmNT0tnV2JR0djU2JZ1dmvZo7GpsSjq7GpuSzq4JTZ5CBgAAjOEpZAAAQA0LDAAAsIYFBgAAWGPUAjPhUNDRGpuSzq7GpqSzq7Ep6ezStEdjV2NT0tnV2JR0dk1ocogfAAAYwyF+AACghgUGAABYwwIDAACsYYEBAADWGLXATHiqwdEam5LOrsampLOrsSnp7NK0R2NXY1PS2dXYlHR2TWjyFDIAAGAMTyEDAABqWGAAAIA1LDAAAMAaNxeYjw7qXDu889Ufu/36M+/l+t3Xn3kv1+++/sx7uf6x1595L9fvvv7Me7l+9/Vn3uvM669xiB8AABjDIX4AAKCGBQYAAFjDAgMAAKwxaoH5zuGdLRqbks6uxqaks6uxKens0rRHY1djU9LZ1diUdHZNaHKIHwAAGMMhfgAAoIYFBgAAWMMCAwAArGGBAQAA1hi1wEx4qsHRGpuSzq7GpqSzq7Ep6ezStEdjV2NT0tnV2JR0dk1o8hQyAABgDE8hAwAAalhgAACANSwwAADAGqMWmAmHgo7W2JR0djU2JZ1djU1JZ5emPRq7GpuSzq7GpqSza0KTQ/wAAMAYDvEDAAA1LDAAAMAaFhgAAGCNUQvMhENBR2tsSjq7GpuSzq7GpqSzS9MejV2NTUlnV2NT0tk1ockhfgAAYAyH+AEAgBoWGAAAYA0LDAAAsIYFBgAAWGPUAjPhqQZHa2xKOrsam5LOrsampLNL0x6NXY1NSWdXY1PS2TWhyVPIAACAMTyFDAAAqGGBAQAA1rDAAAAAa4xaYCYcCjpaY1PS2dXYlHR2NTYlnV2a9mjsamxKOrsam5LOrglNDvEDAABjOMQPAADUsMAAAABrWGAAAIA1Ri0wEw4FHa2xKensamxKOrsam5LOLk17NHY1NiWdXY1NSWfXhCaH+AEAgDEc4gcAAGpYYAAAgDUsMAAAwBoWGAAAYI1RC8yEpxocrbEp6exqbEo6uxqbks4uTXs0djU2JZ1djU1JZ9eEJk8hAwAAxvAUMgAAoIYFBgAAWMMCAwAArDFqgZlwKOhojU1JZ1djU9LZ1diUdHZp2qOxq7Ep6exqbEo6uyY0OcQ/yOVyufpF8fbXJ3zRAADAvdw6xP/Xk34dfOLWUvLjYvPZkgMAAPVeb0hiTprL5fLTf+1nf87L5fKf+fE/P/q/C2OMMcYY85xzi09g+PDTHZ/0AAAw0c1D/B+9ib11TqP9+nvd6zPvf/x37vUr93/0f9fbrz/zXq7fff2Z93L9Y68/816u3339mfdy/e7rz7zXmddf5VvI5szlQd9Cduv/NsYYY4wx5qy55S8BAABYwgIz3OVy+Z+P1N7/55/5+QAAYCuH+Ad4v6B89Nc++us/+/NbYgAA2Mq/yLKchQUAgE1u/YssR30LWeMb7campLOrsSnp7GpsSjq7NO3R2NXYlHR2NTYlnV0TmnwCU84nMAAAbHLrExgLDAAAMMaqbyEDAAD4jAUGAABY4/THKDuPscu136/GszWNTUlnV2NT0tmlaY/GrsampLOrsSnp7JrQdPoZmEcH30tj14QvUAAAnoszMAAAQA0LDAAAsIYFBgAAWMMCc2etZ0gauxqbks6uxqaks0vTHo1djU1JZ1djU9LZNaHJIX4+5fcLAIAz3TrEf/oCAwAAcI2nkAEAADUsMAAAwBoWGAAAYI1RC0zjgfHGpqSzq7Ep6exqbEo6uzTt0djV2JR0djU2JZ1dE5oc4gcAAMZwiB8AAKhhgQEAANawwAAAAGuMWmAmHAo6WmNT0tnV2JR0djU2JZ1dmvZo7GpsSjq7GpuSzq4JTQ7xAwAAYzjEDwAA1LDAAAAAa1hgAACANUYtMBMOBR2tsSnp7GpsSjq7GpuSzi5NezR2NTYlnV2NTUln14Qmh/gBAIAxbh3i/+uv/gQAAABnGfUtZAAAAJ+xwAAAAGtYYAAAgDUsMAAAwBoWGAAAYA0LDAAAsIYFBgAAWOP/AH9fkhiEudLnAAAAAElFTkSuQmCC", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "c = uc.ebeam_bdc_te1550()\n", + "c.plot()" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "c = uc.ebeam_y_1550()\n", + "c.plot()" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "splitter = uc.ebeam_y_1550(decorator=gf.port.auto_rename_ports)\n", + "mzi = gf.components.mzi(splitter=splitter)\n", + "mzi.plot()" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "component_fiber_array = uc.add_fiber_array(component=mzi)\n", + "component_fiber_array.plot()\n" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "\u001b[32m2024-01-25 16:21:50.622\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mgdsfactory.component\u001b[0m:\u001b[36m_write_library\u001b[0m:\u001b[36m1913\u001b[0m - \u001b[1mWrote to 'mzi.gds'\u001b[0m\n" + ] + }, + { + "data": { + "text/plain": [ + "PosixPath('mzi.gds')" + ] + }, + "execution_count": 7, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "component_fiber_array.write_gds(\"mzi.gds\")" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "mp", + "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": "3.11.7" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/genindex.html b/genindex.html index 8e29f16..993a28e 100644 --- a/genindex.html +++ b/genindex.html @@ -154,6 +154,7 @@

Active Device Design and Simulation

    diff --git a/index.html b/index.html index cd2b06d..82cf386 100644 --- a/index.html +++ b/index.html @@ -155,6 +155,7 @@

    Active Device Design and Simulation

    diff --git a/objects.inv b/objects.inv index 5b12db6..2d2860c 100644 Binary files a/objects.inv and b/objects.inv differ diff --git a/pages/adjoint_optimization.html b/pages/adjoint_optimization.html index 8e4b784..b7030f5 100644 --- a/pages/adjoint_optimization.html +++ b/pages/adjoint_optimization.html @@ -156,6 +156,7 @@

    Active Device Design and Simulation

      diff --git a/pages/advanced_components.html b/pages/advanced_components.html index 0743685..440e11c 100644 --- a/pages/advanced_components.html +++ b/pages/advanced_components.html @@ -55,7 +55,7 @@ - + @@ -156,6 +156,7 @@

      Active Device Design and Simulation

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        Creating components using ComponentSpec
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        previous

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        Mach-Zehnder interferometers

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        Laying out a Mach-Zehnder Interferometer

         diff --git a/pages/analyzing_circuits.html b/pages/analyzing_circuits.html index 97d803b..aa55295 100644 --- a/pages/analyzing_circuits.html +++ b/pages/analyzing_circuits.html @@ -156,6 +156,7 @@

        Active Device Design and Simulation

          diff --git a/pages/compact_models.html b/pages/compact_models.html index 017744c..040869f 100644 --- a/pages/compact_models.html +++ b/pages/compact_models.html @@ -156,6 +156,7 @@

          Active Device Design and Simulation

            diff --git a/pages/component_convenience.html b/pages/component_convenience.html index 7c8a789..4e8f1a0 100644 --- a/pages/component_convenience.html +++ b/pages/component_convenience.html @@ -155,6 +155,7 @@

            Active Device Design and Simulation

              diff --git a/pages/components.html b/pages/components.html index 6bea04e..650742b 100644 --- a/pages/components.html +++ b/pages/components.html @@ -156,6 +156,7 @@

              Active Device Design and Simulation

                diff --git a/pages/credits.html b/pages/credits.html index 042065f..a70522c 100644 --- a/pages/credits.html +++ b/pages/credits.html @@ -156,6 +156,7 @@

                Active Device Design and Simulation

                  diff --git a/pages/directional_couplers.html b/pages/directional_couplers.html index fea9d4f..bf95075 100644 --- a/pages/directional_couplers.html +++ b/pages/directional_couplers.html @@ -158,6 +158,7 @@

                  Active Device Design and Simulation

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                    Coupling length and the gap between waveguides\(\Delta n\) gets larger, making the cross-over length shorter.

                    This cross-over length \(L\), that gives 100% power transfer is found with:

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                    +(2)#\[\begin{align} L_{\text{cross-over}} = \frac {\lambda}{2\Delta n} \nonumber \end{align}\]

                    This is found from determining what length when multiplied by the propagation constants makes the phase difference \(\pi\):

                    diff --git a/pages/drc.html b/pages/drc.html index e5b0fc5..640b8f9 100644 --- a/pages/drc.html +++ b/pages/drc.html @@ -156,6 +156,7 @@

                    Active Device Design and Simulation

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                    next

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                    Advanced Components

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                    Laying out a Mach-Zehnder Interferometer

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                    Laying out a Mach-Zehnder Interferometer

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                    Laying out a Mach-Zehnder Interferometer#

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                    This page will walk you through the steps of laying out an MZI for fabrication. In the last tutorial we learned how to use Simphony to simulate an MZI, and now we will learn to prepare a GDS file using the SiEPIC PDK.

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                    import gdsfactory as gf
+
+import ubcpdk
+import ubcpdk.components as uc
+
+gf.CONF.display_type = "klayout"
+
                    +
                    +
                    +
                    +
                    2024-01-25 16:04:20.032 | INFO     | gdsfactory.technology.layer_views:__init__:790 - Importing LayerViews from YAML file: '/home/parkeraa/miniconda3/envs/mp/lib/python3.11/site-packages/ubcpdk/layers.yaml'.
+2024-01-25 16:04:21.396 | INFO     | ubcpdk:<module>:30 - Found UBCpdk '2.3.4' installed at PosixPath('/home/parkeraa/miniconda3/envs/mp/lib/python3.11/site-packages/ubcpdk')
+2024-01-25 16:04:21.468 | INFO     | gdsfactory.technology.layer_views:__init__:790 - Importing LayerViews from YAML file: '/home/parkeraa/miniconda3/envs/mp/lib/python3.11/site-packages/gdsfactory/generic_tech/layer_views.yaml'.
+2024-01-25 16:04:21.472 | INFO     | gdsfactory.pdk:activate:307 - 'ubcpdk' PDK is now active
+
                    +
                    +
                    +
                    +
                    +
                    +
                    c = uc.ebeam_crossing4()
+c.plot()
+
                    +
                    +
                    +
                    +../_images/2a8b150e608c503f1085c69b4dc6df5b93739789dec5741b1f52d7e32fc59db7.png +
                    +
                    +
                    +
                    +
                    c = uc.ebeam_bdc_te1550()
+c.plot()
+
                    +
                    +
                    +
                    +../_images/bbcf33aebc062320f796b921a9c5080b22109642f7adc10c41abc2f909d1f8fd.png +
                    +
                    +
                    +
                    +
                    c = uc.ebeam_y_1550()
+c.plot()
+
                    +
                    +
                    +
                    +../_images/fa25817bc16eb00c0e2820296328c2c8574e9d904f855fab955c0acb90b52485.png +
                    +
                    +
                    +
                    +
                    splitter = uc.ebeam_y_1550(decorator=gf.port.auto_rename_ports)
+mzi = gf.components.mzi(splitter=splitter)
+mzi.plot()
+
                    +
                    +
                    +
                    +../_images/114ab0bdbc32d52884834b5f87da60f1bffe9c8880d814a314810626fb49b88e.png +
                    +
                    +
                    +
                    +
                    component_fiber_array = uc.add_fiber_array(component=mzi)
+component_fiber_array.plot()
+
                    +
                    +
                    +
                    +../_images/e93cf5161e8880f3055eeb04aec58b4f3be7f77ff4c290779e55c899542664a6.png +
                    +
                    +
                    +
                    +
                    component_fiber_array.write_gds("mzi.gds")
+
                    +
                    +
                    +
                    +
                    2024-01-25 16:21:50.622 | INFO     | gdsfactory.component:_write_library:1913 - Wrote to 'mzi.gds'
+
                    +
                    +
                    PosixPath('mzi.gds')
+
                    +
                    +
                    +
                    +
                    + + +
                    + +
                    +
                    +
                    +
                    +
                    +
                    +

                    +By CamachoLab and Google +

                    +
                    +
                    +

                    + + © Copyright 2023. +
                    +

                    +
                    +
                    +
                    +
                    +
                    +
                    +
                    +
                    +
                    +
                    + + + +
                    +
                    + + \ No newline at end of file diff --git a/pages/open_source.html b/pages/open_source.html index c939fd5..8aef31d 100644 --- a/pages/open_source.html +++ b/pages/open_source.html @@ -156,6 +156,7 @@

                    Active Device Design and Simulation

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                      Active Device Design and Simulation

                        diff --git a/pages/optimization.html b/pages/optimization.html index c8d51d4..95ed221 100644 --- a/pages/optimization.html +++ b/pages/optimization.html @@ -156,6 +156,7 @@

                        Active Device Design and Simulation

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                          Active Device Design and Simulation

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                            Active Device Design and Simulation

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                              Active Device Design and Simulation

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                                Active Device Design and Simulation

                                  diff --git a/pages/phase_shifters_pn.html b/pages/phase_shifters_pn.html index 3dc1ac1..26fac3a 100644 --- a/pages/phase_shifters_pn.html +++ b/pages/phase_shifters_pn.html @@ -156,6 +156,7 @@

                                  Active Device Design and Simulation

                                    diff --git a/pages/photonic_devices.html b/pages/photonic_devices.html index 2148ff7..3cc4673 100644 --- a/pages/photonic_devices.html +++ b/pages/photonic_devices.html @@ -156,6 +156,7 @@

                                    Active Device Design and Simulation

                                      diff --git a/pages/python.html b/pages/python.html index ad5cfda..c9893d2 100644 --- a/pages/python.html +++ b/pages/python.html @@ -156,6 +156,7 @@

                                      Active Device Design and Simulation

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                                        Active Device Design and Simulation

                                          diff --git a/pages/ring_resonators.html b/pages/ring_resonators.html index 643ae32..af0195b 100644 --- a/pages/ring_resonators.html +++ b/pages/ring_resonators.html @@ -158,6 +158,7 @@

                                          Active Device Design and Simulation

                                            diff --git a/pages/scattering_parameters.html b/pages/scattering_parameters.html index 6c7d909..fe6dec4 100644 --- a/pages/scattering_parameters.html +++ b/pages/scattering_parameters.html @@ -156,6 +156,7 @@

                                            Active Device Design and Simulation

                                              diff --git a/pages/shape_optimization.html b/pages/shape_optimization.html index e012e9e..07c568c 100644 --- a/pages/shape_optimization.html +++ b/pages/shape_optimization.html @@ -156,6 +156,7 @@

                                              Active Device Design and Simulation

                                                diff --git a/pages/software.html b/pages/software.html index 9617e01..ab8bd54 100644 --- a/pages/software.html +++ b/pages/software.html @@ -156,6 +156,7 @@

                                                Active Device Design and Simulation

                                                  diff --git a/pages/vscode.html b/pages/vscode.html index 503a91c..203fa87 100644 --- a/pages/vscode.html +++ b/pages/vscode.html @@ -156,6 +156,7 @@

                                                  Active Device Design and Simulation

                                                    diff --git a/pages/waveguides.html b/pages/waveguides.html index 65df7d3..ead5262 100644 --- a/pages/waveguides.html +++ b/pages/waveguides.html @@ -156,6 +156,7 @@

                                                    Active Device Design and Simulation

                                                      diff --git a/pages/waveguides_mode_solvers.html b/pages/waveguides_mode_solvers.html index 18458b9..e446358 100644 --- a/pages/waveguides_mode_solvers.html +++ b/pages/waveguides_mode_solvers.html @@ -158,6 +158,7 @@

                                                      Active Device Design and Simulation

                                                        diff --git a/pages/waveguides_modelling.html b/pages/waveguides_modelling.html index 1b66630..4f5b9e0 100644 --- a/pages/waveguides_modelling.html +++ b/pages/waveguides_modelling.html @@ -158,6 +158,7 @@

                                                        Active Device Design and Simulation

                                                          diff --git a/pages/waveguides_polarization.html b/pages/waveguides_polarization.html index f871921..54660bf 100644 --- a/pages/waveguides_polarization.html +++ b/pages/waveguides_polarization.html @@ -156,6 +156,7 @@

                                                          Active Device Design and Simulation

                                                            diff --git a/pages/waveguides_tir.html b/pages/waveguides_tir.html index e628e53..97a52c0 100644 --- a/pages/waveguides_tir.html +++ b/pages/waveguides_tir.html @@ -158,6 +158,7 @@

                                                            Active Device Design and Simulation

                                                              diff --git a/pages/wsl.html b/pages/wsl.html index 0ec00b1..03e3fbb 100644 --- a/pages/wsl.html +++ b/pages/wsl.html @@ -156,6 +156,7 @@

                                                              Active Device Design and Simulation

                                                                diff --git a/pages/y_branch.html b/pages/y_branch.html index 33cf5d1..79c2663 100644 --- a/pages/y_branch.html +++ b/pages/y_branch.html @@ -158,6 +158,7 @@

                                                                Active Device Design and Simulation

                                                                  diff --git a/search.html b/search.html index af5f1c6..f2b4d4e 100644 --- a/search.html +++ b/search.html @@ -156,6 +156,7 @@

                                                                  Active Device Design and Simulation

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31, 32, 33, 37, 39, 40, 41, 44], "thei": [6, 9, 11, 12, 13, 15, 18, 20, 21, 22, 30, 31, 32, 34, 40, 43, 44], "usual": [6, 9, 13, 15, 18, 30], "have": [6, 8, 11, 12, 13, 14, 15, 18, 20, 21, 22, 26, 27, 29, 30, 31, 32, 33, 34, 36, 37, 39, 40, 41, 43, 44], "allow": [6, 8, 11, 12, 13, 15, 16, 21, 22, 30, 34, 37], "you": [6, 8, 9, 11, 12, 13, 14, 15, 16, 18, 19, 20, 21, 22, 26, 30, 31, 33, 34, 36, 37, 39, 42, 43, 44], "factori": [6, 26], "when": [6, 8, 11, 14, 16, 18, 21, 22, 27, 29, 30, 31, 33, 34, 39, 40, 41, 42, 44], "align": [6, 8], "each": [6, 8, 11, 13, 14, 16, 17, 18, 20, 21, 28, 30, 31, 33, 39, 40, 42, 44], "taken": [6, 18, 34], "care": [6, 34, 40, 41], "automat": [6, 16, 17, 18], "made": [6, 13, 22, 23, 38, 39, 40], "up": [6, 8, 11, 12, 13, 14, 18, 20, 21, 22, 28, 30, 31, 33, 34, 37, 40, 43, 44], "option": [6, 11, 15, 37], "most": [6, 8, 11, 12, 14, 16, 18, 19, 22, 28, 31, 32, 33, 34, 36, 38, 40, 41, 44], "basic": [6, 14, 16, 20, 21, 31, 34, 42], "build": [6, 13, 21, 25, 30, 32, 33, 43], "object": [6, 8, 18, 19, 21, 32, 34, 39], "gf": [6, 11, 20, 21, 44], "seri": [6, 15, 31], "conveni": [6, 21, 26], "visual": [6, 13, 14, 18, 19, 21, 32, 36, 39], "jupyt": [6, 15, 34, 37], "notebook": [6, 11, 15, 33], "For": [6, 11, 13, 17, 18, 20, 21, 26, 27, 28, 29, 30, 31, 33, 34, 36, 40, 42], "plot_holoview": 6, "plot_jupyt": 6, "plot_klayout": 6, "plot_matplotlib": 6, "plot_netlist": 6, "plot_netlist_flat": 6, "plot_widget": 6, "some": [6, 8, 11, 13, 14, 16, 17, 18, 21, 22, 25, 27, 28, 29, 30, 31, 32, 33, 34, 36, 37, 39, 41, 44], "alias": 6, "default": [6, 21, 34, 36, 37, 43, 44], "could": [6, 11, 13, 18, 20, 21, 32, 34, 41], "keyword": [6, 11, 21], "argument": [6, 11, 21, 42], "below": [6, 8, 11, 14, 18, 19, 20, 21, 22, 27, 32, 33, 34, 39, 41, 42], "format": [6, 8, 14, 15, 16, 17, 20, 21, 33, 34], "ll": [6, 12, 15, 21, 22, 31, 33, 34, 36, 39, 40, 41, 43], "explicit": [6, 21, 22], "But": [6, 22, 34], "recommend": [6, 8, 12, 17, 31, 36, 37, 43], "displai": [6, 16, 33, 42], "interact": [6, 8, 14, 25, 31, 32, 34, 36, 40], "klayout": [6, 18, 26, 30, 34, 36, 43], "widget": 6, "lowest": [6, 13], "block": [6, 8, 13, 14, 19, 21, 25, 30, 33, 34, 43, 44], "list": [6, 11, 13, 19, 21, 30, 31, 34, 40], "vertic": [6, 19, 30, 39, 42], "adjac": 6, "pair": [6, 18], "line": [6, 8, 12, 13, 14, 17, 20, 30, 31, 32, 33, 34, 39, 41, 42, 43], "doe": [6, 8, 21, 22, 32, 41], "cross": [6, 8, 14, 15, 16, 18, 39, 40], "ani": [6, 8, 11, 13, 14, 18, 22, 26, 29, 31, 32, 34, 36, 37, 39, 42, 44], "within": [6, 11, 13, 16, 20, 21, 27, 28, 29, 30, 32, 33, 34, 39, 40], "although": [6, 13, 18, 30, 36], "overlap": [6, 8, 33], "parallel": [6, 8, 11, 39, 41], "lie": 6, "upon": [6, 32, 42], "point": [6, 13, 32, 39], "exist": [6, 8, 13, 18, 22, 30, 31, 34, 39], "geometri": [6, 8, 11, 13, 14, 18, 19, 20, 32, 33, 39, 40, 44], "instead": [6, 11, 13, 14, 20, 21, 22, 29, 30, 31, 34, 40], "new": [6, 13, 15, 16, 18, 27, 30, 31, 43], "one": [6, 8, 11, 13, 14, 15, 18, 20, 21, 22, 27, 28, 29, 30, 31, 33, 36, 39, 40, 41, 44], "That": [6, 22, 41], "parameter": [6, 21, 30, 40], "call": [6, 8, 18, 20, 21, 28, 29, 30, 31, 32, 33, 34, 39, 41, 42], "even": [6, 8, 30, 31, 40], "hierarch": [6, 13], "nest": 6, "save": [6, 8, 11, 13, 14, 19, 20, 31, 33], "memori": [6, 13, 30], "becaus": [6, 8, 12, 14, 18, 20, 21, 22, 28, 29, 30, 33, 34, 40, 41, 42, 44], "core": [6, 8, 11, 18, 32, 38, 39, 40, 42], "onli": [6, 11, 12, 13, 15, 17, 20, 21, 22, 25, 31, 32, 33, 34, 36, 40, 41, 44], "onc": [6, 16, 30, 31, 34, 41], "referenc": 6, "mani": [6, 8, 11, 12, 13, 15, 17, 21, 22, 26, 28, 30, 31, 33, 40, 44], "time": [6, 8, 11, 12, 13, 14, 16, 20, 21, 22, 27, 28, 29, 30, 31, 32, 33, 34, 40, 42, 43, 44], "These": [6, 8, 11, 12, 13, 18, 21, 22, 30, 32, 34, 41, 42], "place": [6, 8, 13, 20, 28, 30, 36], "anywher": [6, 31], "independ": [6, 28], "all": [6, 8, 12, 13, 14, 15, 17, 18, 20, 21, 22, 26, 30, 31, 32, 33, 34, 36, 37, 40, 41, 42, 44], "appli": [6, 16, 18, 29, 34], "base": [6, 8, 12, 17, 20, 22, 28, 29, 30, 31, 34, 42, 44], "instanc": [6, 11, 18, 21, 30, 31], "had": [6, 11, 21, 30], "same": [6, 8, 11, 14, 15, 17, 18, 20, 21, 22, 28, 29, 30, 31, 33, 44], "taper": [6, 14, 20, 32], "its": [6, 8, 11, 17, 18, 21, 22, 28, 30, 31, 33, 34, 40, 41], "input": [6, 8, 13, 20, 21, 30, 33, 34, 44], "output": [6, 8, 11, 13, 14, 20, 21, 30, 33, 34, 42, 44], "repeatedli": 6, "would": [6, 11, 13, 14, 18, 20, 21, 22, 30, 32, 34, 43], "good": [6, 21, 34], "requir": [6, 8, 18, 21, 22, 26, 28, 29, 30, 31], "higher": [6, 18, 27, 28, 29, 32, 33, 34, 39, 40, 44], "level": [6, 14, 21, 31], "By": [6, 11, 14, 21, 29], "draw": 6, "bank": 6, "without": [6, 13, 21, 22, 26, 28, 29, 30, 31, 32], "much": [6, 8, 11, 21, 32, 33, 34, 37], "pattern": [6, 14, 18, 21, 30, 32], "where": [6, 8, 11, 14, 20, 21, 22, 28, 31, 33, 34, 41, 44], "across": [6, 13, 21], "compos": [6, 30], "interconnect": [6, 13], "compound": 6, "intermedi": 6, "specifi": [6, 8, 11, 13, 14, 19, 31, 34, 40], "direct": [6, 13, 14, 19, 20, 25, 30, 32, 33, 34, 39, 41, 42, 44], "face": [6, 13], "either": [6, 11, 13, 30, 41, 44], "out": [6, 8, 11, 13, 14, 16, 20, 21, 31, 32, 33, 34, 39, 41, 44], "also": [6, 8, 11, 12, 13, 14, 15, 16, 20, 21, 22, 27, 29, 30, 31, 32, 33, 34, 36, 37, 38, 39, 41, 42, 43, 44], "width": [6, 8, 13, 14, 18, 19, 20, 21, 29, 30, 33, 39, 40], "attach": [6, 11, 13], "your": [6, 8, 9, 11, 12, 13, 14, 16, 18, 19, 21, 22, 26, 30, 31, 33, 34, 36, 37, 41, 43], "convei": 6, "inform": [6, 13, 15, 17, 18, 21, 22, 26, 27, 29, 30, 34, 37], "otherwis": [6, 21, 33], "seen": [6, 8, 11, 22, 33], "A": [6, 8, 13, 14, 18, 20, 21, 22, 26, 28, 29, 30, 31, 33, 36, 37, 38, 39, 40, 41, 44], "add_label": 6, "pass": [6, 11, 21, 27, 30, 31, 34], "text": [6, 8, 18, 21, 22, 26, 31, 33, 37], "locat": [6, 14, 19, 43], "should": [6, 8, 11, 15, 18, 21, 26, 34, 37, 44], "shown": [6, 8, 19, 33, 34], "posit": [6, 18, 21, 30, 33, 34, 39, 41], "center": [6, 8, 14, 19, 20, 21, 29, 33, 34, 44], "passiv": [6, 23], "sever": [6, 8, 11, 16, 27, 28, 29, 31, 37, 40], 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44], "ve": [6, 15, 30, 31, 34], "provid": [6, 12, 21, 22, 31, 36, 37], "datatyp": [6, 18], "poli": 6, "45": [6, 8, 14, 18, 19, 20, 33, 44], "move": [6, 12, 33, 34, 43], "come": [6, 8, 11, 22, 29, 32, 34, 40, 44], "manipul": [6, 19, 30], "easili": [6, 11, 31, 43, 44], "differ": [6, 8, 11, 13, 14, 15, 19, 20, 21, 22, 23, 27, 30, 31, 33, 38, 39, 40, 41, 42, 43, 44], "combin": [6, 8, 13, 20, 21, 27, 33], "mean": [6, 8, 11, 21, 22, 25, 30, 31, 33, 34, 41, 44], "merg": [6, 12], "xor": 6, "To": [6, 8, 11, 12, 14, 15, 20, 23, 28, 31, 33, 34, 37, 41, 43], "two": [6, 8, 11, 13, 18, 20, 21, 22, 27, 28, 29, 30, 32, 33, 38, 41, 42, 44], "group": [6, 18, 39], "piec": [6, 13], "involv": [6, 30], "itself": [6, 21, 22, 28, 31, 33, 34, 39, 40], "target": [6, 21], "result": [6, 8, 11, 13, 14, 15, 20, 21, 29, 30, 33, 42], "components_a": 6, "components_b": 6, "accept": 6, "equival": [6, 8], "t": [6, 8, 14, 15, 17, 18, 20, 21, 28, 30, 31, 33, 34, 36, 37, 39, 40, 41, 42, 43, 44], "linspac": [6, 21], "pi": 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43], "won": [6, 15, 18, 21, 31, 34], "clear": [6, 32], "clear_cach": 6, "librari": [6, 21, 22, 26, 31, 40, 44], "reusabl": 6, "circuit": [6, 8, 13, 14, 15, 16, 17, 19, 20, 21, 25, 26, 33, 36, 38, 40, 44], "anoth": [6, 8, 11, 18, 20, 21, 22, 27, 29, 34, 41], "fantast": 6, "benefit": [6, 36], "type": [6, 18, 28, 29, 31, 34, 44], "hint": 6, "valid": [6, 9, 13, 34], "name": [6, 11, 18, 19, 21, 22, 29, 31, 34, 42], "abl": [6, 8, 12, 20, 30, 31], "taper_compon": 6, "length": [6, 13, 14, 20, 21, 27, 28, 30, 33, 44], "float": [6, 21], "width_in": 6, "width_out": 6, "like": [6, 8, 11, 13, 14, 15, 17, 18, 19, 21, 22, 27, 28, 29, 31, 34, 36, 37, 38, 39, 40, 42, 44], "quickli": 6, "rectangl": [6, 39], "ellips": [6, 14], "ring": [6, 13, 25, 26], "bend_circular": 6, "bend_eul": 6, "know": [6, 15, 33, 34, 36, 41], "outward": 6, "awai": [6, 8, 28], "match": [6, 8, 11, 20, 33, 34], "respect": [6, 8, 33, 40, 41, 42], "expand": [6, 27, 28], "earlier": 6, "note": [6, 8, 14, 20, 21, 22, 33, 34, 43], "common": [6, 13, 16, 18, 20, 21, 25, 28, 29, 31, 40, 44], "toward": [6, 34], "o1": [6, 11, 20, 21, 44], "orient": [6, 41], "180": [6, 8], "port_typ": 6, "o2": [6, 11, 20, 21, 44], "add_port": [6, 19], "And": [6, 15, 21], "convent": [6, 13, 21, 29, 30, 41], "clock": 6, "wise": 6, "bottom": [6, 37], "left": [6, 8, 14, 18, 33, 34, 37, 42, 44], "corner": [6, 37], "prefix": 6, "index": [6, 8, 14, 18, 19, 20, 21, 25, 27, 28, 29, 31, 32, 33, 34, 36, 38, 39, 42, 44], "previous": [6, 18], "essenti": [6, 9, 16], "pointer": [6, 31], "There": [6, 8, 11, 13, 18, 21, 28, 31, 33, 34, 37, 40, 44], "limit": [6, 20], "gdsii": [6, 34], "specif": [6, 8, 11, 14, 17, 18, 22, 31, 34, 37, 42], "built": [6, 22, 26, 31, 32, 39], "around": [6, 12, 31, 33, 34], "previou": [6, 21, 31], "2x2": [6, 11, 20, 34], "multimod": [6, 25, 44], "mmi": [6, 11, 13, 19, 25, 34], "wide": [6, 13], "therefor": [6, 21, 22, 28, 30, 31, 36, 44], "side": [6, 29, 33, 40, 44], "four": [6, 33, 34], "redraw": 6, "individu": [6, 43], 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