ina111/reuseable_rocket_economics.ipynb

## reuseable_rocket_economics.ipynb
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  "metadata": {
    "colab": {
      "name": "再使用ロケットの経済性に関する計算.ipynb",
      "provenance": [],
      "authorship_tag": "ABX9TyNhX5u0xPEvVyNcVU2EDHiz",
      "include_colab_link": true
    },
    "kernelspec": {
      "name": "python3",
      "display_name": "Python 3"
    },
    "language_info": {
      "name": "python"
    },
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            "_figure_label": "Figure 9",
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            "footer_visible": true,
            "_image_mode": "full",
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            "_model_module": "@jupyter-widgets/base",
            "top": null,
            "grid_column": null,
            "overflow_y": null,
            "overflow_x": null,
            "grid_auto_flow": null,
            "grid_area": null,
            "grid_template_columns": null,
            "flex": null,
            "_model_name": "LayoutModel",
            "justify_items": null,
            "grid_row": null,
            "max_height": null,
            "align_content": null,
            "visibility": null,
            "align_self": null,
            "height": null,
            "min_height": null,
            "padding": null,
            "grid_auto_rows": null,
            "grid_gap": null,
            "max_width": null,
            "order": null,
            "_view_module_version": "1.2.0",
            "grid_template_areas": null,
            "object_position": null,
            "object_fit": null,
            "grid_auto_columns": null,
            "margin": null,
            "display": null,
            "left": null
          }
        }
      }
    }
  },
  "cells": [
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "view-in-github",
        "colab_type": "text"
      },
      "source": [
        "<a href=\"https://colab.research.google.com/gist/ina111/1570366df834d8a64eab99f475de8966/.ipynb\" target=\"_parent\"><img src=\"https://colab.research.google.com/assets/colab-badge.svg\" alt=\"Open In Colab\"/></a>"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "ROo75HRYWg03"
      },
      "source": [
        "# 再使用ロケットの経済性\n",
        "\n",
        "ここでは[再使用ロケットの経済性の記事中](https://note.com/ina111/n/nf78cf6cff393)で書いている式を直感的にいじれるようにプログラム上で表し、インタラクティブなグラフで表示するサンプルを示す。\n",
        "なお、Google Colaboratory上ではグラフが非常に重いので、あくまでここにあるのは参考とし、ローカル環境で動かしてもらうのが良い。\n",
        "\n",
        "\n",
        "\n",
        "\n",
        "### 必要なモジュールのインストール\n",
        "Colaboratory上で必要な追加のpythonモジュールをインストールする。\n",
        "環境によっては以下のセルだけ2回実行しないとそのあとのコードがエラーを吐いてしまうかも。\n"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "8HbXEsMa3yFs",
        "outputId": "59d3be9b-e78d-47f4-a3f8-33ac63accb5e"
      },
      "source": [
        "!pip install mpl_interactions\n",
        "!pip install japanize-matplotlib\n",
        "!pip install -q ipympl"
      ],
      "execution_count": 1,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Requirement already satisfied: mpl_interactions in /usr/local/lib/python3.7/dist-packages (0.19.0)\n",
            "Requirement already satisfied: matplotlib>=3.3 in /usr/local/lib/python3.7/dist-packages (from mpl_interactions) (3.5.0)\n",
            "Requirement already satisfied: numpy>=1.17 in /usr/local/lib/python3.7/dist-packages (from matplotlib>=3.3->mpl_interactions) (1.19.5)\n",
            "Requirement already satisfied: pillow>=6.2.0 in /usr/local/lib/python3.7/dist-packages (from matplotlib>=3.3->mpl_interactions) (7.1.2)\n",
            "Requirement already satisfied: setuptools-scm>=4 in /usr/local/lib/python3.7/dist-packages (from matplotlib>=3.3->mpl_interactions) (6.3.2)\n",
            "Requirement already satisfied: fonttools>=4.22.0 in /usr/local/lib/python3.7/dist-packages (from matplotlib>=3.3->mpl_interactions) (4.28.2)\n",
            "Requirement already satisfied: kiwisolver>=1.0.1 in /usr/local/lib/python3.7/dist-packages (from matplotlib>=3.3->mpl_interactions) (1.3.2)\n",
            "Requirement already satisfied: packaging>=20.0 in /usr/local/lib/python3.7/dist-packages (from matplotlib>=3.3->mpl_interactions) (21.3)\n",
            "Requirement already satisfied: cycler>=0.10 in /usr/local/lib/python3.7/dist-packages (from matplotlib>=3.3->mpl_interactions) (0.11.0)\n",
            "Requirement already satisfied: python-dateutil>=2.7 in /usr/local/lib/python3.7/dist-packages (from matplotlib>=3.3->mpl_interactions) (2.8.2)\n",
            "Requirement already satisfied: pyparsing>=2.2.1 in /usr/local/lib/python3.7/dist-packages (from matplotlib>=3.3->mpl_interactions) (3.0.6)\n",
            "Requirement already satisfied: six>=1.5 in /usr/local/lib/python3.7/dist-packages (from python-dateutil>=2.7->matplotlib>=3.3->mpl_interactions) (1.15.0)\n",
            "Requirement already satisfied: setuptools in /usr/local/lib/python3.7/dist-packages (from setuptools-scm>=4->matplotlib>=3.3->mpl_interactions) (57.4.0)\n",
            "Requirement already satisfied: tomli>=1.0.0 in /usr/local/lib/python3.7/dist-packages (from setuptools-scm>=4->matplotlib>=3.3->mpl_interactions) (1.2.2)\n",
            "Requirement already satisfied: japanize-matplotlib in /usr/local/lib/python3.7/dist-packages (1.1.3)\n",
            "Requirement already satisfied: matplotlib in /usr/local/lib/python3.7/dist-packages (from japanize-matplotlib) (3.5.0)\n",
            "Requirement already satisfied: fonttools>=4.22.0 in /usr/local/lib/python3.7/dist-packages (from matplotlib->japanize-matplotlib) (4.28.2)\n",
            "Requirement already satisfied: packaging>=20.0 in /usr/local/lib/python3.7/dist-packages (from matplotlib->japanize-matplotlib) (21.3)\n",
            "Requirement already satisfied: cycler>=0.10 in /usr/local/lib/python3.7/dist-packages (from matplotlib->japanize-matplotlib) (0.11.0)\n",
            "Requirement already satisfied: python-dateutil>=2.7 in /usr/local/lib/python3.7/dist-packages (from matplotlib->japanize-matplotlib) (2.8.2)\n",
            "Requirement already satisfied: setuptools-scm>=4 in /usr/local/lib/python3.7/dist-packages (from matplotlib->japanize-matplotlib) (6.3.2)\n",
            "Requirement already satisfied: kiwisolver>=1.0.1 in /usr/local/lib/python3.7/dist-packages (from matplotlib->japanize-matplotlib) (1.3.2)\n",
            "Requirement already satisfied: pyparsing>=2.2.1 in /usr/local/lib/python3.7/dist-packages (from matplotlib->japanize-matplotlib) (3.0.6)\n",
            "Requirement already satisfied: pillow>=6.2.0 in /usr/local/lib/python3.7/dist-packages (from matplotlib->japanize-matplotlib) (7.1.2)\n",
            "Requirement already satisfied: numpy>=1.17 in /usr/local/lib/python3.7/dist-packages (from matplotlib->japanize-matplotlib) (1.19.5)\n",
            "Requirement already satisfied: six>=1.5 in /usr/local/lib/python3.7/dist-packages (from python-dateutil>=2.7->matplotlib->japanize-matplotlib) (1.15.0)\n",
            "Requirement already satisfied: tomli>=1.0.0 in /usr/local/lib/python3.7/dist-packages (from setuptools-scm>=4->matplotlib->japanize-matplotlib) (1.2.2)\n",
            "Requirement already satisfied: setuptools in /usr/local/lib/python3.7/dist-packages (from setuptools-scm>=4->matplotlib->japanize-matplotlib) (57.4.0)\n"
          ]
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "6eWpDBitXty7"
      },
      "source": [
        "### モジュールのインポート"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "TE0lzzyW3PGO"
      },
      "source": [
        "%matplotlib ipympl\n",
        "\n",
        "import matplotlib.pyplot as plt\n",
        "import mpl_interactions.ipyplot as iplt\n",
        "from matplotlib.widgets import Slider\n",
        "import numpy as np\n",
        "from scipy import integrate\n",
        "import japanize_matplotlib \n",
        "\n",
        "# サードパーティのJupyter widgetsを読み込み、Google Colaboratory以外では削除\n",
        "from google.colab import output\n",
        "output.enable_custom_widget_manager()"
      ],
      "execution_count": 4,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "mIRecpC8Xx3k"
      },
      "source": [
        "## 経験曲線のグラフ化\n",
        "\n",
        "馴染みがない人が多いので経験曲線、習熟度に関するグラフ化を行う。\n",
        "これで量産効果の影響がわかりやすくなる。\n",
        "（グラフが表示されない人は保存マークを押すとグラフがダウンロード可能）\n"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "resources": {
            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": {
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              "ok": false,
              "headers": [
                [
                  "content-length",
                  "1471"
                ],
                [
                  "content-type",
                  "text/html; charset=utf-8"
                ]
              ],
              "status": 431,
              "status_text": ""
            }
          },
          "base_uri": "https://localhost:8080/",
          "height": 241,
          "referenced_widgets": [
            "a72cd0f65c8b481f8fe49006417ec45c",
            "baca42df38284d4b88532eaf153b286f",
            "501429f91543422fbd8769e5c74ddc5a",
            "c1e8200ef9784a03a6efc2ef51a99819"
          ]
        },
        "id": "7YAe1bmj3RtU",
        "outputId": "1392c1ef-5fa1-49f0-cb68-ea80897b060c"
      },
      "source": [
        "experience_curve = lambda n, b: n**np.log2(b)\n",
        "\n",
        "c0 = 100\n",
        "n = np.arange(1,101)\n",
        "n095 = c0 * experience_curve(n, 0.95)\n",
        "n09 = c0 * experience_curve(n, 0.9)\n",
        "n085 = c0 * experience_curve(n, 0.85)\n",
        "n08 = c0 * experience_curve(n, 0.8)\n",
        "\n",
        "plt.figure(figsize=(5.0, 5.0))\n",
        "plt.figaspect(1)\n",
        "plt.plot(n, n095, label=\"b = 0.95\")\n",
        "plt.plot(n, n09, label=\"b = 0.9\")\n",
        "plt.plot(n, n085, label=\"b = 0.85\")\n",
        "plt.plot(n, n08, label=\"b = 0.8\")\n",
        "plt.title(\"初期コスト%dのユニット生産における経験曲線効果\" % (c0))\n",
        "plt.xlabel(\"ユニット数\")\n",
        "plt.ylabel(\"コスト\")\n",
        "plt.xticks(range(0,110,10))\n",
        "plt.yticks(range(0,110,10))\n",
        "plt.grid()\n",
        "plt.legend()\n",
        "plt.show()"
      ],
      "execution_count": 17,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "application/vnd.jupyter.widget-view+json": {
              "model_id": "a72cd0f65c8b481f8fe49006417ec45c",
              "version_minor": 0,
              "version_major": 2
            },
            "text/html": [
              "\n",
              "            <div style=\"display: inline-block;\">\n",
              "                <div class=\"jupyter-widgets widget-label\" style=\"text-align: center;\">\n",
              "                    Figure\n",
              "                </div>\n",
              "                <img 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' 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            ],
            "text/plain": [
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": 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              "ok": false,
              "headers": [
                [
                  "content-length",
                  "1471"
                ],
                [
                  "content-type",
                  "text/html; charset=utf-8"
                ]
              ],
              "status": 431,
              "status_text": ""
            }
          },
          "base_uri": "https://localhost:8080/",
          "height": 476,
          "referenced_widgets": [
            "6fbe212113494e1ba0624300d26d48ca",
            "613f032e9218477a85ced29776ef1614",
            "f0767a719f3e47679d8decadd996bf7a",
            "3c2857e7d03f4fb684843defbbe3b3a3"
          ]
        },
        "id": "W0gRKO8v4f4h",
        "outputId": "cccdac60-9dfd-4462-da64-1fde257cbdd1"
      },
      "source": [
        "# 経験曲線効果を入れた累積コストA\n",
        "def A(n, b):\n",
        "    x = [i**np.log2(b) for i in np.arange(1,n+1)]\n",
        "    return np.sum(x)\n",
        "\n",
        "n = 100\n",
        "\n",
        "num = range(1, n+1)\n",
        "x095 = np.zeros(n)\n",
        "x09 = np.zeros(n)\n",
        "x085 = np.zeros(n)\n",
        "x08 = np.zeros(n)\n",
        "\n",
        "for i in num:\n",
        "    x095[i-1] = A(i, 0.95)\n",
        "    x09[i-1] = A(i, 0.9)\n",
        "    x085[i-1] = A(i, 0.85)\n",
        "    x08[i-1] = A(i, 0.8)\n",
        "\n",
        "plt.figure(figsize=(5.0, 5.0))\n",
        "plt.plot(num, num, label=\"初期コスト×数\")\n",
        "plt.plot(num, x095, label=\"b = 0.95\")\n",
        "plt.plot(num, x09, label=\"b = 0.9\")\n",
        "plt.plot(num, x085, label=\"b = 0.85\")\n",
        "plt.plot(num, x08, label=\"b = 0.8\")\n",
        "plt.title(\"初期コスト1のユニット生産時の経験曲線効果考慮の累積コスト\")\n",
        "plt.xlabel(\"生産ユニット数\")\n",
        "plt.ylabel(\"累積コスト\")\n",
        "plt.xticks(range(0,110,10))\n",
        "plt.yticks(range(0,110,10))\n",
        "plt.grid()\n",
        "plt.legend()\n",
        "plt.show()"
      ],
      "execution_count": 18,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "application/vnd.jupyter.widget-view+json": {
              "model_id": "6fbe212113494e1ba0624300d26d48ca",
              "version_minor": 0,
              "version_major": 2
            },
            "text/html": [
              "\n",
              "            <div style=\"display: inline-block;\">\n",
              "                <div class=\"jupyter-widgets widget-label\" style=\"text-align: center;\">\n",
              "                    Figure\n",
              "                </div>\n",
              "                <img 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' width=360.0/>\n",
              "            </div>\n",
              "        "
            ],
            "text/plain": [
              "Canvas(toolbar=Toolbar(toolitems=[('Home', 'Reset original view', 'home', 'home'), ('Back', 'Back to previous …"
            ]
          },
          "metadata": {
            "application/vnd.jupyter.widget-view+json": {
              "colab": {
                "custom_widget_manager": {
                  "url": "https://ssl.gstatic.com/colaboratory-static/widgets/colab-cdn-widget-manager/a8874ba6619b6106/manager.min.js"
                }
              }
            }
          }
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "P--u6oqzayVf"
      },
      "source": [
        "## 再使用指数I\n",
        "\n",
        "ここから下が再使用指数Iの計算。\n",
        "\n",
        "記事に載せたようなグラフの作り方のサンプルとインタラクティブに動くグラフのサンプルを入れている。\n"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "P2OP25ia4hkS"
      },
      "source": [
        "# 再使用指標Iのための関数 (al=α、p=Pr/Pe)\n",
        "def func_hoge(beta, al, p, k, RHWratio, RRratio, b):\n",
        "    Aa = np.sum([i**np.log2(b) for i in np.arange(1,al+1)])\n",
        "    Aab = np.zeros(len(beta))\n",
        "    Ag = np.zeros(len(beta))\n",
        "    num = 0\n",
        "    for j in beta:\n",
        "        Aab[num] = np.sum([i**np.log2(b) for i in np.arange(1,al*j+1)])\n",
        "        gamma = p * al * j\n",
        "        Ag[num] = np.sum([i**np.log2(b) for i in np.arange(1,gamma+1)])\n",
        "        num = num + 1\n",
        "    I = k * Aab/Ag * (Aa/Aab * (1 + RHWratio) + RRratio + (1-k)/k)\n",
        "    return I\n"
      ],
      "execution_count": 23,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "resources": {
            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                [
                  "content-length",
                  "1471"
                ],
                [
                  "content-type",
                  "text/html; charset=utf-8"
                ]
              ],
              "status": 431,
              "status_text": ""
            }
          },
          "base_uri": "https://localhost:8080/",
          "height": 241,
          "referenced_widgets": [
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          ]
        },
        "id": "BAArPcYX4jfr",
        "outputId": "fb1b3210-37b6-4bce-b509-9d231ce378e1"
      },
      "source": [
        "n = np.arange(1,21)\n",
        "y = np.zeros(len(n))\n",
        "for i in n:\n",
        "    y[i-1] = func(1, i, 0.95, 0.18, 0.0, 0.1, 0.9)\n",
        "    \n",
        "plt.figure()\n",
        "plt.plot(n,y)\n",
        "plt.hlines(1.0, min(n), max(n), color=\"red\", alpha=0.5)\n",
        "plt.xlabel(\"繰返し使用数\")\n",
        "plt.ylabel(\"再使用指標 I　(1以下で再使用システムの方が有利）\")\n",
        "plt.xlim(0,20)\n",
        "plt.xticks(range(0,21))\n",
        "plt.yticks(np.arange(0,2.1, 0.1))\n",
        "plt.grid()\n",
        "# plt.legend()\n",
        "plt.show()"
      ],
      "execution_count": 24,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "application/vnd.jupyter.widget-view+json": {
              "model_id": "b029cbd7b58e4567805ef1dc5e5927f8",
              "version_minor": 0,
              "version_major": 2
            },
            "text/html": [
              "\n",
              "            <div style=\"display: inline-block;\">\n",
              "                <div class=\"jupyter-widgets widget-label\" style=\"text-align: center;\">\n",
              "                    Figure\n",
              "                </div>\n",
              "                <img src='data:image/png;base64,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' 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              "        "
            ],
            "text/plain": [
              "Canvas(toolbar=Toolbar(toolitems=[('Home', 'Reset original view', 'home', 'home'), ('Back', 'Back to previous …"
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            "application/vnd.jupyter.widget-view+json": {
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                "custom_widget_manager": {
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    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "resources": {
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              "status": 431,
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          },
          "base_uri": "https://localhost:8080/",
          "height": 569,
          "referenced_widgets": [
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        },
        "id": "yZIVo4BfCNLH",
        "outputId": "4ab9e06c-a146-47c1-8837-23b474b31527"
      },
      "source": [
        "# 関数を使っているので上のセルを1回は実行すること\n",
        "# Google Colabratory上では非常に重く遅い。ローカル環境で実行を推奨。\n",
        "beta = np.arange(1,21)\n",
        "\n",
        "plt.close(\"all\")\n",
        "fig, ax = plt.subplots()\n",
        "controls = iplt.plot(beta, func_hoge, al=(1, 100, 100), p=(0.2, 1, 80), k=(0.1, 1, 90), \n",
        "                     RHWratio=(0, 1, 100), RRratio=(0, 1,100), b=(0.7, 1.0),\n",
        "                     ylim=[0,2.5])\n",
        "plt.hlines(1.0, min(n), max(n), color=\"red\", alpha=0.5)\n",
        "plt.xlabel(\"繰返し使用数\")\n",
        "plt.ylabel(\"再使用指標 I　(1以下で再使用システムの方が有利）\")\n",
        "plt.xticks(range(0,21))\n",
        "plt.yticks(np.arange(0,2.6, 0.1))\n",
        "plt.grid()"
      ],
      "execution_count": 25,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "application/vnd.jupyter.widget-view+json": {
              "model_id": "5e94798372e74c2d9053b6ba775ffb28",
              "version_minor": 0,
              "version_major": 2
            },
            "text/plain": [
              "VBox(children=(HBox(children=(IntSlider(value=0, description='al', max=99, readout=False), Label(value='1.00')…"
            ]
          },
          "metadata": {
            "application/vnd.jupyter.widget-view+json": {
              "colab": {
                "custom_widget_manager": {
                  "url": "https://ssl.gstatic.com/colaboratory-static/widgets/colab-cdn-widget-manager/a8874ba6619b6106/manager.min.js"
                }
              }
            }
          }
        },
        {
          "output_type": "display_data",
          "data": {
            "application/vnd.jupyter.widget-view+json": {
              "model_id": "ee6722d229ad4e07967b27b5d5d05ba2",
              "version_minor": 0,
              "version_major": 2
            },
            "text/html": [
              "\n",
              "            <div style=\"display: inline-block;\">\n",
              "                <div class=\"jupyter-widgets widget-label\" style=\"text-align: center;\">\n",
              "                    Figure\n",
              "                </div>\n",
              "                <img 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' width=432.0/>\n",
              "            </div>\n",
              "        "
            ],
            "text/plain": [
              "Canvas(toolbar=Toolbar(toolitems=[('Home', 'Reset original view', 'home', 'home'), ('Back', 'Back to previous …"
            ]
          },
          "metadata": {
            "application/vnd.jupyter.widget-view+json": {
              "colab": {
                "custom_widget_manager": {
                  "url": "https://ssl.gstatic.com/colaboratory-static/widgets/colab-cdn-widget-manager/a8874ba6619b6106/manager.min.js"
                }
              }
            }
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "GZE8XfJd4mg7"
      },
      "source": [
        ""
      ],
      "execution_count": null,
      "outputs": []
    }
  ]
}