TLUSTY/hotsd/tlusty_test/hhe.ipynb
2026-07-21 22:25:14 +08:00

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{
"cells": [
{
"cell_type": "code",
"execution_count": 3,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"错误无法打开result/hhe35lt.9\n"
]
},
{
"data": {
"text/plain": [
"()"
]
},
"execution_count": 3,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"import matplotlib.pyplot as plt\n",
"import tlusty as tl\n",
"plt.ion()\n",
"tl.pconv('result/hhe35lt')"
]
},
{
"cell_type": "code",
"execution_count": 3,
"metadata": {},
"outputs": [
{
"data": {
"image/png": 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",
"text/plain": [
"<Figure size 640x480 with 1 Axes>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"import matplotlib.pyplot as plt\n",
"import tlusty as tl\n",
"plt.ion()\n",
"tl.pmodel('results/hhe35lt',1)"
]
},
{
"cell_type": "code",
"execution_count": 3,
"metadata": {},
"outputs": [
{
"data": {
"image/png": 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",
"text/plain": [
"<Figure size 640x480 with 1 Axes>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"tl.pmodels(['hhe35lt', 'hhe35nc', 'hhe35nl'])\n"
]
},
{
"cell_type": "code",
"execution_count": 6,
"metadata": {},
"outputs": [
{
"data": {
"image/png": 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",
"text/plain": [
"<Figure size 640x480 with 1 Axes>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"import matplotlib.pyplot as plt\n",
"import tlusty as tl\n",
"plt.ion()\n",
"tl.pmods(['hhe35lt'],[2])"
]
},
{
"cell_type": "code",
"execution_count": 5,
"metadata": {},
"outputs": [
{
"data": {
"image/png": 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",
"text/plain": [
"<Figure size 640x480 with 1 Axes>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"import matplotlib.pyplot as plt\n",
"import tlusty as tl\n",
"plt.ion()\n",
"tl.pflux(['hhe35lt'], rel=False, ilogx=True)"
]
}
],
"metadata": {
"kernelspec": {
"display_name": "study",
"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": "3.10.13"
}
},
"nbformat": 4,
"nbformat_minor": 2
}