mirror of
https://github.com/ttrftech/NanoVNA.git
synced 2025-12-06 03:31:59 +01:00
514 lines
135 KiB
Plaintext
514 lines
135 KiB
Plaintext
{
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"cells": [
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{
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"cell_type": "code",
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"execution_count": 1,
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"metadata": {
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"collapsed": false
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},
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"outputs": [],
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"source": [
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"%matplotlib inline\n",
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"from nanovna import NanoVNA"
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]
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},
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{
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"cell_type": "code",
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"execution_count": 65,
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"metadata": {
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"collapsed": true
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},
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"outputs": [],
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"source": [
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"#reload script\n",
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"%run nanovna.py"
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]
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},
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{
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"cell_type": "code",
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"execution_count": 12,
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"metadata": {
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"collapsed": true
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},
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"outputs": [],
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"source": [
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"#instanceを生成\n",
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"nv = NanoVNA('/dev/cu.usbmodem401')"
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]
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},
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{
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"cell_type": "code",
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"execution_count": 19,
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"metadata": {
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"collapsed": true
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},
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"outputs": [],
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"source": [
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"nv.resume()"
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]
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},
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{
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"cell_type": "code",
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"execution_count": 22,
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"metadata": {
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"collapsed": false,
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"scrolled": true
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},
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"outputs": [
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{
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"data": {
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xO/3D8ePQsKF11B8dDffdB1u2OB2V6ju3L/Uq1GPEtSOcDkUpj3BsrB5POXrU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\nMaOFXymlihkt/EopVcxo4VdKqWLm/wHSWy7J/gZIgwAAAABJRU5ErkJggg==\n",
|
|
"text/plain": [
|
|
"<matplotlib.figure.Figure at 0x10bfddf90>"
|
|
]
|
|
},
|
|
"metadata": {},
|
|
"output_type": "display_data"
|
|
}
|
|
],
|
|
"source": [
|
|
"nv.logmag(nv.data(0))\n",
|
|
"nv.logmag(nv.data(1))\n",
|
|
"nv.resume()"
|
|
]
|
|
},
|
|
{
|
|
"cell_type": "code",
|
|
"execution_count": 15,
|
|
"metadata": {
|
|
"collapsed": false
|
|
},
|
|
"outputs": [],
|
|
"source": [
|
|
"a = nv.data(0)\n",
|
|
"b = nv.data(1)"
|
|
]
|
|
},
|
|
{
|
|
"cell_type": "code",
|
|
"execution_count": 16,
|
|
"metadata": {
|
|
"collapsed": false,
|
|
"scrolled": true
|
|
},
|
|
"outputs": [
|
|
{
|
|
"data": {
|
|
"image/png": 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0Y4LgkTBiCEVGjIA334SXXw4nfR9ESRCSirUQ0o0Jgke6dMmGFiDNZNxyFtdfH076bVEc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\nQmCC\n",
|
|
"text/plain": [
|
|
"<matplotlib.figure.Figure at 0x10c265f50>"
|
|
]
|
|
},
|
|
"metadata": {},
|
|
"output_type": "display_data"
|
|
}
|
|
],
|
|
"source": [
|
|
"nv.phase(b)"
|
|
]
|
|
},
|
|
{
|
|
"cell_type": "code",
|
|
"execution_count": 17,
|
|
"metadata": {
|
|
"collapsed": true
|
|
},
|
|
"outputs": [
|
|
{
|
|
"data": {
|
|
"text/plain": [
|
|
"array([ 0.01246035 -1.58797440e-02j, -0.00866127 -6.97079740e-02j,\n",
|
|
" -0.04222728 -1.15677334e-01j, -0.09201751 -1.43823102e-01j,\n",
|
|
" -0.14765747 -1.49449899e-01j, -0.20138575 -1.35523363e-01j,\n",
|
|
" -0.24305312 -1.02494128e-01j, -0.27080530 -5.71944260e-02j,\n",
|
|
" -0.27971882 -6.99584500e-03j, -0.26907292 +4.40693050e-02j,\n",
|
|
" -0.24088305 +8.66062640e-02j, -0.19859442 +1.15753814e-01j,\n",
|
|
" -0.14841373 +1.27066627e-01j, -0.09569300 +1.20097838e-01j,\n",
|
|
" -0.05156963 +9.20905470e-02j, -0.02104931 +5.01451520e-02j,\n",
|
|
" -0.00866800 +4.88108000e-04j, -0.01736783 -4.68257360e-02j,\n",
|
|
" -0.04384594 -8.58118980e-02j, -0.07889305 -1.08475185e-01j,\n",
|
|
" -0.11559161 -1.11082322e-01j, -0.14483015 -1.00106723e-01j,\n",
|
|
" -0.16154118 -7.83933020e-02j, -0.16068070 -5.29539130e-02j,\n",
|
|
" -0.14511135 -3.55947910e-02j, -0.12046393 -3.13718350e-02j,\n",
|
|
" -0.09601796 -4.53632580e-02j, -0.07967011 -6.88652910e-02j,\n",
|
|
" -0.07910766 -9.61398850e-02j, -0.08660254 -1.11095376e-01j,\n",
|
|
" -0.08850060 -1.08509123e-01j, -0.05662110 -9.59949190e-02j,\n",
|
|
" 0.02378542 -1.13351397e-01j, 0.12275567 -2.21316710e-01j,\n",
|
|
" 0.14320016 -4.30105596e-01j, 0.01445553 -6.36196434e-01j,\n",
|
|
" -0.19958022 -7.38724291e-01j, -0.40982348 -7.38352775e-01j,\n",
|
|
" -0.57978451 -6.76701188e-01j, -0.70673472 -5.88059663e-01j,\n",
|
|
" -0.79882800 -4.89604473e-01j, -0.86395526 -3.90565961e-01j,\n",
|
|
" -0.90875614 -2.94724076e-01j, -0.93914884 -2.03354865e-01j,\n",
|
|
" -0.95689434 -1.17651909e-01j, -0.96577281 -3.68379980e-02j,\n",
|
|
" -0.96717065 +3.89843990e-02j, -0.96274847 +1.09661862e-01j,\n",
|
|
" -0.95326620 +1.75416350e-01j, -0.93968964 +2.37756907e-01j,\n",
|
|
" -0.92334002 +2.95781522e-01j, -0.90321410 +3.49781870e-01j,\n",
|
|
" -0.88174069 +4.00764703e-01j, -0.85760265 +4.47761893e-01j,\n",
|
|
" -0.83230764 +4.92349296e-01j, -0.80541772 +5.33628106e-01j,\n",
|
|
" -0.77721149 +5.72187721e-01j, -0.74806034 +6.08603715e-01j,\n",
|
|
" -0.71808147 +6.41842961e-01j, -0.68766314 +6.72596335e-01j,\n",
|
|
" -0.65635347 +7.02500879e-01j, -0.62487340 +7.28730440e-01j,\n",
|
|
" -0.59288865 +7.53398597e-01j, -0.56103963 +7.75578379e-01j,\n",
|
|
" -0.52799439 +7.97781229e-01j, -0.49553186 +8.17145586e-01j,\n",
|
|
" -0.46299446 +8.34913671e-01j, -0.43011853 +8.51932346e-01j,\n",
|
|
" -0.39746448 +8.65558087e-01j, -0.36459374 +8.78933131e-01j,\n",
|
|
" -0.33191168 +8.90994787e-01j, -0.29934335 +9.00974690e-01j,\n",
|
|
" -0.26723668 +9.10525500e-01j, -0.23472197 +9.18669342e-01j,\n",
|
|
" -0.20271154 +9.25427734e-01j, -0.17093070 +9.30867791e-01j,\n",
|
|
" -0.14001988 +9.35535848e-01j, -0.10775594 +9.39114093e-01j,\n",
|
|
" -0.07795186 +9.41670715e-01j, -0.04708647 +9.42763864e-01j,\n",
|
|
" -0.01707593 +9.44037675e-01j, 0.01442162 +9.42831575e-01j,\n",
|
|
" 0.04357856 +9.41699922e-01j, 0.07409779 +9.40415143e-01j,\n",
|
|
" 0.10234037 +9.36205804e-01j, 0.13201986 +9.32417213e-01j,\n",
|
|
" 0.15958805 +9.27824199e-01j, 0.18875074 +9.22450125e-01j,\n",
|
|
" 0.21566835 +9.16439771e-01j, 0.24223265 +9.09871280e-01j,\n",
|
|
" 0.26922095 +9.01904821e-01j, 0.29639044 +8.92024219e-01j,\n",
|
|
" 0.32202530 +8.83853435e-01j, 0.34705517 +8.74677836e-01j,\n",
|
|
" 0.37241211 +8.64473819e-01j, 0.39742213 +8.53511154e-01j,\n",
|
|
" 0.42289373 +8.41982126e-01j, 0.44677100 +8.28893423e-01j,\n",
|
|
" 0.46973503 +8.16549360e-01j, 0.49345097 +8.01798760e-01j,\n",
|
|
" 0.51453435 +7.89222598e-01j])"
|
|
]
|
|
},
|
|
"execution_count": 17,
|
|
"metadata": {},
|
|
"output_type": "execute_result"
|
|
}
|
|
],
|
|
"source": [
|
|
"a"
|
|
]
|
|
},
|
|
{
|
|
"cell_type": "markdown",
|
|
"metadata": {},
|
|
"source": [
|
|
"## scikit-rfでスミスチャート"
|
|
]
|
|
},
|
|
{
|
|
"cell_type": "code",
|
|
"execution_count": 29,
|
|
"metadata": {
|
|
"collapsed": false,
|
|
"scrolled": true
|
|
},
|
|
"outputs": [
|
|
{
|
|
"data": {
|
|
"text/plain": [
|
|
"1-Port Network: '', 1-300 MHz, 101 pts, z0=[ 50.+0.j]"
|
|
]
|
|
},
|
|
"execution_count": 29,
|
|
"metadata": {},
|
|
"output_type": "execute_result"
|
|
},
|
|
{
|
|
"data": {
|
|
"image/png": 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pXdXV1SKBZbPZkJaWFgmosrIyZGVlRSLb+qBqFeDWLaCtIs1msyEpKdlGhDU1NUUpbYO6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\nUegSQogdUegSQogd/Q+y0vmlgpLBewAAAABJRU5ErkJggg==\n",
|
|
"text/plain": [
|
|
"<matplotlib.figure.Figure at 0x10cb12710>"
|
|
]
|
|
},
|
|
"metadata": {},
|
|
"output_type": "display_data"
|
|
}
|
|
],
|
|
"source": [
|
|
"#scikit-rf(skrf)を使ってスミスチャートをプロット\n",
|
|
"nv.smith(a)"
|
|
]
|
|
},
|
|
{
|
|
"cell_type": "code",
|
|
"execution_count": 28,
|
|
"metadata": {
|
|
"collapsed": false
|
|
},
|
|
"outputs": [
|
|
{
|
|
"data": {
|
|
"image/png": 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mApOAy1Xj0djQ6lQKiwWVeBKBI4904+atXOkmF3v7bde58oQT4Ikn3PQSJjyRXxaqeo7P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\n9B42zqSGQp0AAAAASUVORK5CYII=\n",
|
|
"text/plain": [
|
|
"<matplotlib.figure.Figure at 0x10c978210>"
|
|
]
|
|
},
|
|
"metadata": {},
|
|
"output_type": "display_data"
|
|
}
|
|
],
|
|
"source": [
|
|
"#nv.smith()の返値はskrfのNetworkのインスタンス。いろいろとプロットできる。\n",
|
|
"_.plot_s_deg()"
|
|
]
|
|
},
|
|
{
|
|
"cell_type": "code",
|
|
"execution_count": 54,
|
|
"metadata": {
|
|
"collapsed": false
|
|
},
|
|
"outputs": [
|
|
{
|
|
"data": {
|
|
"image/png": 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tmUgcWa2qUuIQkSTKROLIaolj+XIlDhFJntgSh5ldYmYvm9nzZvZHM9sg2j/G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\niIiURYlDRETKosQhIiJl+f/yke+KbexT+QAAAABJRU5ErkJggg==\n",
|
|
"text/plain": [
|
|
"<matplotlib.figure.Figure at 0x112c92d50>"
|
|
]
|
|
},
|
|
"metadata": {},
|
|
"output_type": "display_data"
|
|
}
|
|
],
|
|
"source": [
|
|
"_.plot_s_db()"
|
|
]
|
|
},
|
|
{
|
|
"cell_type": "markdown",
|
|
"metadata": {},
|
|
"source": [
|
|
"## touchstoneファイルを読み書き"
|
|
]
|
|
},
|
|
{
|
|
"cell_type": "code",
|
|
"execution_count": 23,
|
|
"metadata": {
|
|
"collapsed": false
|
|
},
|
|
"outputs": [],
|
|
"source": [
|
|
"#skrfのNetworkのインスタンスに変換\n",
|
|
"n = nv.skrf_network(a)\n",
|
|
"#ファイルに書き出す\n",
|
|
"n.write_touchstone('100mhz-lpf-s11')"
|
|
]
|
|
},
|
|
{
|
|
"cell_type": "code",
|
|
"execution_count": 24,
|
|
"metadata": {
|
|
"collapsed": true
|
|
},
|
|
"outputs": [
|
|
{
|
|
"name": "stdout",
|
|
"output_type": "stream",
|
|
"text": [
|
|
"!Created with skrf (http://scikit-rf.org).\r\n",
|
|
"# MHz S RI R 50.0 \r\n",
|
|
"!freq ReS11 ImS11\r\n",
|
|
"1.0 0.012460355 -0.015879744\r\n",
|
|
"3.99 -0.008661273 -0.069707974\r\n",
|
|
"6.98 -0.042227279 -0.115677334\r\n",
|
|
"9.97 -0.092017509 -0.143823102\r\n",
|
|
"12.96 -0.147657468 -0.149449899\r\n",
|
|
"15.95 -0.201385751 -0.135523363\r\n",
|
|
"18.94 -0.243053123 -0.102494128\r\n",
|
|
"21.93 -0.270805299 -0.057194426\r\n",
|
|
"24.92 -0.279718816 -0.006995845\r\n",
|
|
"27.91 -0.26907292 0.044069305\r\n",
|
|
"30.9 -0.240883052 0.086606264\r\n",
|
|
"33.89 -0.198594421 0.115753814\r\n",
|
|
"36.88 -0.148413732 0.127066627\r\n",
|
|
"39.87 -0.095692999 0.120097838\r\n",
|
|
"42.86 -0.051569625 0.092090547\r\n",
|
|
"45.85 -0.021049311 0.050145152\r\n",
|
|
"48.84 -0.008668005 0.000488108\r\n",
|
|
"51.83 -0.01736783 -0.046825736\r\n",
|
|
"54.82 -0.043845944 -0.085811898\r\n",
|
|
"57.81 -0.07889305 -0.108475185\r\n",
|
|
"60.8 -0.115591615 -0.111082322\r\n",
|
|
"63.79 -0.144830152 -0.100106723\r\n",
|
|
"66.78 -0.161541178 -0.078393302\r\n",
|
|
"69.77 -0.160680696 -0.052953913\r\n",
|
|
"72.76 -0.145111352 -0.035594791\r\n",
|
|
"75.75 -0.12046393 -0.031371835\r\n",
|
|
"78.74 -0.096017956 -0.045363258\r\n",
|
|
"81.73 -0.079670108 -0.068865291\r\n",
|
|
"84.72 -0.079107657 -0.096139885\r\n",
|
|
"87.71 -0.086602538 -0.111095376\r\n",
|
|
"90.7 -0.088500604 -0.108509123\r\n",
|
|
"93.69 -0.056621097 -0.095994919\r\n",
|
|
"96.68 0.023785417 -0.113351397\r\n",
|
|
"99.67 0.122755669 -0.22131671\r\n",
|
|
"102.66 0.143200159 -0.430105596\r\n",
|
|
"105.65 0.014455529 -0.636196434\r\n",
|
|
"108.64 -0.199580222 -0.738724291\r\n",
|
|
"111.63 -0.409823477 -0.738352775\r\n",
|
|
"114.62 -0.579784512 -0.676701188\r\n",
|
|
"117.61 -0.706734716 -0.588059663\r\n",
|
|
"120.6 -0.798828005 -0.489604473\r\n",
|
|
"123.59 -0.863955259 -0.390565961\r\n",
|
|
"126.58 -0.908756136 -0.294724076\r\n",
|
|
"129.57 -0.939148843 -0.203354865\r\n",
|
|
"132.56 -0.956894338 -0.117651909\r\n",
|
|
"135.55 -0.965772807 -0.036837998\r\n",
|
|
"138.54 -0.967170655 0.038984399\r\n",
|
|
"141.53 -0.962748467 0.109661862\r\n",
|
|
"144.52 -0.953266203 0.17541635\r\n",
|
|
"147.51 -0.939689636 0.237756907\r\n",
|
|
"150.5 -0.923340022 0.295781522\r\n",
|
|
"153.49 -0.903214097 0.34978187\r\n",
|
|
"156.48 -0.881740689 0.400764703\r\n",
|
|
"159.47 -0.857602655 0.447761893\r\n",
|
|
"162.46 -0.832307636 0.492349296\r\n",
|
|
"165.45 -0.805417716 0.533628106\r\n",
|
|
"168.44 -0.777211487 0.572187721\r\n",
|
|
"171.43 -0.748060345 0.608603715\r\n",
|
|
"174.42 -0.718081474 0.641842961\r\n",
|
|
"177.41 -0.687663137 0.672596335\r\n",
|
|
"180.4 -0.656353473 0.702500879\r\n",
|
|
"183.39 -0.624873399 0.72873044\r\n",
|
|
"186.38 -0.592888653 0.753398597\r\n",
|
|
"189.37 -0.561039626 0.775578379\r\n",
|
|
"192.36 -0.527994394 0.797781229\r\n",
|
|
"195.35 -0.495531857 0.817145586\r\n",
|
|
"198.34 -0.462994456 0.834913671\r\n",
|
|
"201.33 -0.43011853 0.851932346\r\n",
|
|
"204.32 -0.397464483 0.865558087\r\n",
|
|
"207.31 -0.364593744 0.878933131\r\n",
|
|
"210.3 -0.331911683 0.890994787\r\n",
|
|
"213.29 -0.299343347 0.90097469\r\n",
|
|
"216.28 -0.267236679 0.9105255\r\n",
|
|
"219.27 -0.234721973 0.918669342\r\n",
|
|
"222.26 -0.202711537 0.925427734\r\n",
|
|
"225.25 -0.170930698 0.930867791\r\n",
|
|
"228.24 -0.140019878 0.935535848\r\n",
|
|
"231.23 -0.107755944 0.939114093\r\n",
|
|
"234.22 -0.077951855 0.941670715\r\n",
|
|
"237.21 -0.047086469 0.942763864\r\n",
|
|
"240.2 -0.017075931 0.944037675\r\n",
|
|
"243.19 0.014421619 0.942831575\r\n",
|
|
"246.18 0.043578565 0.941699922\r\n",
|
|
"249.17 0.074097789 0.940415143\r\n",
|
|
"252.16 0.10234037 0.936205804\r\n",
|
|
"255.15 0.132019862 0.932417213\r\n",
|
|
"258.14 0.159588053 0.927824199\r\n",
|
|
"261.13 0.188750743 0.922450125\r\n",
|
|
"264.12 0.21566835 0.916439771\r\n",
|
|
"267.11 0.24223265 0.90987128\r\n",
|
|
"270.1 0.269220948 0.901904821\r\n",
|
|
"273.09 0.296390444 0.892024219\r\n",
|
|
"276.08 0.322025299 0.883853435\r\n",
|
|
"279.07 0.347055166 0.874677836\r\n",
|
|
"282.06 0.372412115 0.864473819\r\n",
|
|
"285.05 0.397422134 0.853511154\r\n",
|
|
"288.04 0.422893732 0.841982126\r\n",
|
|
"291.03 0.446770995 0.828893423\r\n",
|
|
"294.02 0.469735026 0.81654936\r\n",
|
|
"297.01 0.493450969 0.80179876\r\n",
|
|
"300.0 0.514534354 0.789222598\r\n"
|
|
]
|
|
}
|
|
],
|
|
"source": [
|
|
"#ファイルを確認\n",
|
|
"!cat 100mhz-lpf-s11.s1p"
|
|
]
|
|
},
|
|
{
|
|
"cell_type": "code",
|
|
"execution_count": 25,
|
|
"metadata": {
|
|
"collapsed": false
|
|
},
|
|
"outputs": [
|
|
{
|
|
"data": {
|
|
"text/plain": [
|
|
"1-Port Network: '100mhz-lpf-s11', 1-300 MHz, 101 pts, z0=[ 50.+0.j]"
|
|
]
|
|
},
|
|
"execution_count": 25,
|
|
"metadata": {},
|
|
"output_type": "execute_result"
|
|
}
|
|
],
|
|
"source": [
|
|
"#再読み込み\n",
|
|
"import skrf\n",
|
|
"skrf.Network('100mhz-lpf-s11.s1p')"
|
|
]
|
|
},
|
|
{
|
|
"cell_type": "code",
|
|
"execution_count": 26,
|
|
"metadata": {
|
|
"collapsed": true
|
|
},
|
|
"outputs": [],
|
|
"source": [
|
|
"#独自形式で書き出す\n",
|
|
"n.write('100mhz-lpf')"
|
|
]
|
|
},
|
|
{
|
|
"cell_type": "code",
|
|
"execution_count": 27,
|
|
"metadata": {
|
|
"collapsed": false
|
|
},
|
|
"outputs": [
|
|
{
|
|
"data": {
|
|
"text/plain": [
|
|
"1-Port Network: '', 1-300 MHz, 101 pts, z0=[ 50.+0.j]"
|
|
]
|
|
},
|
|
"execution_count": 27,
|
|
"metadata": {},
|
|
"output_type": "execute_result"
|
|
}
|
|
],
|
|
"source": [
|
|
"#独自形式を読み込む\n",
|
|
"import skrf\n",
|
|
"skrf.read('100mhz-lpf.ntwk')"
|
|
]
|
|
},
|
|
{
|
|
"cell_type": "code",
|
|
"execution_count": null,
|
|
"metadata": {
|
|
"collapsed": true
|
|
},
|
|
"outputs": [],
|
|
"source": []
|
|
}
|
|
],
|
|
"metadata": {
|
|
"kernelspec": {
|
|
"display_name": "Python 2",
|
|
"language": "python",
|
|
"name": "python2"
|
|
},
|
|
"language_info": {
|
|
"codemirror_mode": {
|
|
"name": "ipython",
|
|
"version": 2
|
|
},
|
|
"file_extension": ".py",
|
|
"mimetype": "text/x-python",
|
|
"name": "python",
|
|
"nbconvert_exporter": "python",
|
|
"pygments_lexer": "ipython2",
|
|
"version": "2.7.11"
|
|
},
|
|
"toc": {
|
|
"toc_cell": false,
|
|
"toc_number_sections": true,
|
|
"toc_threshold": 6,
|
|
"toc_window_display": false
|
|
},
|
|
"widgets": {
|
|
"state": {},
|
|
"version": "1.1.2"
|
|
}
|
|
},
|
|
"nbformat": 4,
|
|
"nbformat_minor": 1
|
|
}
|