Расчётные формулы, использованные в работе.
-ёмкость плоского конденсатора;
- диэлектрическая проницаемость;
– электрическая постоянная, равная 8,85* Ф/м;
;
- мощность рассеиваемая в диэлектрике;
- угловая частота ; ;
;
Опыт № 1
№ п/п
| Наим-е материала
| Толщина образца, мм
| Диаметр электрода, м
| U, кВ
|
![](data:image/png;base64,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)
|
, пФ
|
|
, Вт
| 1
| Синий
| 1,12
| 0,1
| 1,057
| 0,06523
| 332,658
| 5,746008852
| 0,007612459
| 2
|
| 1,12
| 0,1
| 2,000
| 0,07015
| 334,144
| 5,771676563
| 0,029440893
| 3
|
| 1,12
| 0,1
| 3,033
| 0,1121
| 346,453
| 5,984290187
| 0,112182318
| 4
|
| 1,12
| 0,1
| 3,996
| 0,135
| 364,096
| 6,289038109
| 0,246450829
| 5
|
| 1,12
| 0,1
| 4,994
| 0,1412
| 377,304
| 6,517180179
| 0,417208195
| 6
|
| 1,12
| 0,1
| 5,976
| 0,1401
| 387,515
| 6,693555004
| 0,608803974
| 7
|
| 1,12
| 0,1
| 6,983
| 0,1366
| 394,382
| 6,812168844
| 0,824862417
|
![](data:image/png;base64,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) 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) 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80da/+76Vb44JORAEAALzCV199ZcjvJQrY0NOZsKCgID09vbS0NCAgYOzYsampqZ07d/bUAAEAcDGigL2rfikgIyMjKSkpIiLi0qVLy5cvnz17tp6WkQAAeCeiQLMVFBRoG76+vunp6UFBQcaOBwCAliAK2NPTmdBq7969YWFhHhsbAAAuRxSwoaczoVV5eXlsbCyfDgAATI0o0AjHnQk1+/fvnzVrVl5ent27AjQpBgAD0QnWCUSBJjXVmVDYunVrQkJCfn7+4MGD7e7irxAAYC5EARt6OhNmZmZmZ2cXFRX17t3buJECAOAaRAEbejoTJiYmin/79Olj/V8XLlzw9fX1/GgBAGg5ooANPZ0J6UYIAJAJUUAXOhMCAGRFFAAAmNXZs2e7dOli9ChMjygA5506der666/39/c3eiBokTNnzuTl5XXr1i06OtrosbhXTU3NoUOHunfvfssttxg9FjdSp6D79u17+OGHv/jiC/FgjR6LuREFXOnTTz99+umnz58/37t371WrVg0cONDoEblLWVnZI4888ttvv128eHHTpk2NLrCQgAoFPXLkyOjRo+Pi4u644w6jx+Jen3322dSpUzt37vzNN9/k5ORMnz7d6BG5hToFFTlg5syZDz744JYtW55//nmjh2NuRAGX+e677yZOnPj666+PHTtWpFTxByomjzlz5hg9Ltc7derUqFGjxNNPPEbxSEeOHDl+/Pg2bdoYPS4XU6Sg8fHxGzZsiImJEduXL1++9tprjR6RW3z99deimrm5ueJP98SJE+IvVtYooEhBtRzw/vvv33LLLSL6EAVaiCjgMtu2bROzhZg2xHbfvn0XLVo0f/7866+/fty4cUYPzcVSU1PFy414sJa6RxocHFxZWVn/25VyUKGgtbW1hw8fLi4uFrnn8ccf37NnT1BQUGZmppgpjR6ai7366qtidhQ5QGyLyaNt27aivqF1jB6aKylS0I8++kjLAdp3vG+88cZDhw7dfffdRo/LxIgCLtOuXbtffvnFevPChQtPPvlkbGysmEskC+ZlZWX1r8fcqVOn6upqA8fjJioU9JprrvHx8fn9998nTJggpsl33323oqJCnC77+/vfd999Ro/OlcSfqPY1YDFZiiD7008/7dy5U1Rz48aNkydPNnp0LqCtnlOkoIGBgSLJDR06VLspQt6bb75JFGgJooDLTJ06dc2aNSKAizAuUvnLL78s4vkXX3zx6aefWi9PJIeCgoKOHTtab/7666/apwPnzp3bsWPHY489ZtzQXEmRgkZFRaWkpIgpRDxYcXPIkCFr167NysqSaeaw1L1tLqp2uo6IBWKC7Ny58/79+xcsWCBBFKi/ek6Fgvbr16/+TfFUXblypXiqyvcxpccQBVzmuuuu27t37/z585cuXdqnT5/t27ffVEfMlEYPzcXEa2j9mz///LM4ERE5YOTIkRK8qlrJWlC7tZBinhg8eHDPnj2tB7Rv316+t3mCgoKOHz8uwpyIdFOmTNH+hq9cuSLB5GG3ek6Rgtbn7+9/zz33fPDBBxMmTDB6LGZFFHBew+Xlt956a1FRUW1trYjk4oBvv/1WzCV/+ctfjB6pe4kocOnSJfHyOmnSpOXLlxs9HOepUNBG10IWFhaOGTMmJycnNja2qqrqueeeS0tLM3qkLdWwmr6+vhEREW+88caJEycsdd+4W7hwoTibNHqkLdJw9VyXLl0UKWj9e7XPCIgCTiMKOMnB8nIxbZw+fXr//v0vvPBCcnKy3Tm0fC5cuDB58uRZs2atWLHC6LE4T5GCNroWUuwsLy8XMS40NLSmpmbJkiVmf0l1UM1ly5ZFRkZu3bpV1FScQM+YMcPowTqvqdVzoo7qFFQTFRX11FNPideiTp06GTdMEyMKOMnx8nLxF3nq1Km8vLx7773X6JG6Xbt27cyeAyzKFLSptZD/+c9/Nm7caODAXMtBNYODg48dO/b555+LaTIwMNDokbaIg9VzAQEBihRUO6Bt27b5+fnkAKcRBZzkeHl5vzoGDs+Tjh49esMNNxg9ipZSpKCKrIV0XM0OHTpEREQYODxXUWf1nJ6v8wwZMsSg0cmAKOAkRV5S9ZAgB1iUKaisayHtKFJNOxKvnlOzoJ5EFGgGu3UrKrykyk2FgqqwFlKjQjUtKq2eU6SgXoIooFej61akfElVhAoFVWQtpEWNalpUWj2nSEG9B1FALwfrVmR6SVWHCgVVZC2kRY1qWlRaPadIQb0HUUAvB+tWZHpJVYcKBVVkLaRFjWpaVFo9p0hBvQdRQC/H61akeUlVhwoFVWexlQrVtFBQ6QrqPYgCeimy9FodKhRUhceoUeSRKvIwLSo9Ui9BFGiSOkuvFaFmQWV9jGpW00JBzf9IvRNRoHHqLL1WhCIFPXbs2I117PbL9BgtylTzwIED3es0vEumh2lRpqDejCjQOHWWXitC+oKWlZVFR0d36tTp66+/zsrKanhpfQkeo5X01bT8f5+h/Pz8RqOARZaHqVGhoF6OKNA4dZZeK0Lugorpf9SoUW+//bb49+TJk6NHj64fBYqLi4cNG2b2x1if3NW01Os32OjXASgoXI4o0Dh1VuoqQu6CvvDCC+J1U+QAsd2jR4/WrVtv2bIlLCysf//+Yo/Y3rBhw65du6zfNzM7uav50UcfiSQnTpTFYzl//vzy5ctF7Tp16iQ2Jk+ebKGgcAOiQONYvyoZuQtaXl6ekZGhbcfHx1dXVx88eFA8UvHaOm3atM2bN4vHK820YZG9moGBgaJYp0+fDg4OHj58+IgRI/Lz88+ePTtv3jw/P7/IyEgKCpcjCvwP61clo1RB9+zZIyYJsfFlnaNHjwYEBBQWFiYnJ4so0KpVq4kTJxo9xhZRqpr9+vUTtXvggQf8/f1jY2Pj4uLEzrCwMFHNV155RUQBCgqXIwr8F+tXJaNaQa2PQryw7tu3T9u+ePGilg/MTrVqWv4/DZSUlCxYsMC68/Lly3J0H1awoN6PKPBfrF+VDAX9/vvvk5KSXnrpJaMH4gJqVtNurdzZs2fT09Nzc3MNHJKrqFlQL0cU+C/Wr0pG5YJ+88034oQyJSUlISFBvOAaPRwXULmagpgXd+/evX79epHtRowYYfRwXEDxgnonosB/sX5VMioX9Keffvrhhx/Eo+7Vq5fRY3ENlasp/FZn7969FBTuo24UsFu3wvpVs6OgGjlOqqimFQWFBygaBRpdt8L6VfOioDKhmpKhoN5P0SjgYN0K61fNiILKhGpKhoJ6P0WjgIN1K6xfNSMKKhOqKRkK6v0UjQKO161I8MmcaiioTKimZCio91M0CnCdS8lQUJlQTclQUO+nShTgOpeSoaAyoZqSoaCmo0QU4DqXkqGgMqGakqGgZqREFOA6l5KhoDKhmpKhoGakRBTgOpeSoaAyoZqSoaBmpEQU4DqXkqGgMqGakqGgZqREFGD9qmQoqEyopmQoqBnJGQVYvyoZCioTqikZCioBCaMA61clQ0FlQjUlQ0HlIGEUYP2qZCioTKimZCioHCSMAqxflQwFlQnVlAwFlYOEUYD1q5KhoDKhmpKhoHKQJArYrVth/arZUVCZUE3JUFD5yBAFGl23wvpV86KgMqGakqGgUpIhCjhYt8L6VTOioDKhmpKhoFKSIQo4WLfC+lUzoqAyoZqSoaBSkiEKOF63wvpV06GgMqGakqGgUpIhCnCdS8lQUJlQTclQUCmZMgpwnUvJUFCZUE3JUFAVmC8KcJ1LyVBQmVBNyVBQRZgvCnCdS8lQUJlQTclQUEWYLwpwnUvJUFCZUE3JUFBFmC8KcJ1LyVBQmVBNyVBQRZgvCrB+VTIUVCZUUzIUVBEmiAKsX5UMBZUJ1ZQMBVWTt0cB1q9KhoLKhGpKhoIqy9ujAOtXJUNBZUI1JUNBleXtUYD1q5KhoDKhmpKhoMry9ijA+lXJUFCZUE3JUFBleWMUsFu3wvpVs6OgMqGakqGgsHhhFGh03QrrV82LgsqEakqGgkLjdVHAwboV1q+aEQWVCdWUDAWFxuuigIN1K6xfNSMKKhOqKRkKCo3XRQHH61ZYv2o6FFQmVFMyFBQar4sCXOdSMhRUJlRTMhQUGuOjANe5lAwFlQnVlAwFRaMMjgJc51IyFFQmVFMyFBRNMTgKcJ1LyVBQmVBNyVBQNMXgKMB1LiVDQWVCNSVDQdEUg6MA17mUDAWVCdWUDAVFUwyIAmfOnMnLy+vWrVt0dDTrV+Vw6tSp66+/3t/fn4JK4NixYzfWoZpy4OmJq/J0FDhy5Mjo0aPj4uLuuOMObQ/rV02trKzskUce+e233y5evLhp06YpU6ZQUPMS1RQBvVOnTl9//XVWVtaMGTOopqnx9IROno4C8fHxGzZsiImJEduXL1++9tprtf2sXzUjcbYxatSoLVu2PPjgg1988cXIkSPHjx/fpk0bCwU1ITH9i2q+/fbb4t+TJ0+KyC6igHYX1TQjnp7Qz6NRQETRw4cPFxcXf/fdd48//viePXuCgoIyMzPFH6iF9asmlJqaKrKdeKGx1C1IDg4Orqys7NOnj3YvBTUXMSvExsaKyUNs9+jRo3Xr1mIWCQsL69+/v4VqmhBPT+jn0SggoqiPj8/vv/8+YcIE8Yrz7rvvVlRUTJ8+3d/f/7777mP9qumUlZVlZGRYb3bq1Km6utp6k4KaS3l5ubWaYgoRpTx48ODSpUtFWJ82bRrVNB2entDPE1HgwIED3euI7aioqJSUFJEJ1qxZI24OGTJk7dq1WVlZIgp4YCRwFW1lWUFBQceOHa07f/31V+3tx3Pnzu3YseOxxx4zboBotj179vj5+YmNL+scPXo0ICCgsLAwOTlZRAGjRwe9ampqDh06JF5veXpCP7dHgX379s2cOTM/P1+LAmLiHzx4cM+ePa0HtG/fvn5WhZdruLLMetfPP//s4+MjXmhGjhw5efJkAwcJnewuQ6t9Ziy2xdNWO+DixYtaPoApfPbZZ1OnThV1/Oabb3JycqZPn269i6cnHHBvFNBywPvvvy/O/rU9Xbp0EecZY8aMEX+msbGxVVVVzz33XFpamluHAVdxsLLMUvdac+nSpSlTpkyaNGn58uUGjhN6OLgMreb7779PSkp66aWXjBsjmkE8PUVBc3NzxdPzxIkT48ePt4sCPD3RFDdGgY8++kjME9u2bQsPDxenHeKPb9euXeJsUmyUl5eLf0NDQ2tqapYsWTJhwgT3DQMudNWVZeJsY9asWStWrDB6pLg6B5ehFeeUIrKnpKQkJCRo687g/V599dWYmBjt6XnLLbe0bdtWlDi0joWnJxxyYxQIDAy89tprT58+HRwcPHz48BEjRuTn5589e3bevHl//etfN27c6L5fDTdxvLKsXbt2vNCYiIPL0P70008//PBDcXFxr169DBwhmkU8H69cuWKp+66WeHqKIu7cuVMUVLzYihDA0xMOuDEK9OvXT5xYPPDAA/7+/uLPMS4uTuwUZ5DJycmvvPJKZGSk+3413MTxyjJx84YbbjB6jNDL8WVoWV5uOmL6F4U7XUfEgoqKis6dO+/fv3/BggUiCvD0hAPuXSugpYGSkhLxt2jdefnyZW0hK0zHeimSRleW8UJjLlyGVjJBQUHHjx8XeU6kuilTpmjP1itXrmivtzw94YCLo8Ann3zyxBNPVFZWDh8+fO3atYMGDbL79urZs2fT09Nzc3Nd+3vhJg0LancAK8tMxO77AgMHDuQytKbWsKC+vr4RERFvvPHGiRMnLHUNXxYuXLhy5UqjRwpv58oo8OOPPz788MObNm26//778/PzH3roodTUVOuC5FOnTu3evXv9+vVi5hgxYoQLfy/cxHFBWVlmLg6+L8BlaM3IQUGXLVsWGRm5detWUVaR4Ot/zQdolCujwMcffxwWFjZlyhSxPW/ePBFOR40aJVLq1KlTxZ7f6ohzDhYimYXjgrKyzFwcfF/AwmVoTchBQYODg48dO/b555+HhoYGBgYaPVKYgCujQLdu3cSribXJ0O233759+/bRo0eLKaRLly5c59J0KKhMHHxfQNSXapqO44J26NBBPE8NHB7MxZVRYMCAAT169Fi/fv3zzz+v7bnzzjvFOeXrr79u3QMToaAycfx9AaNHh2ajoHAhFy8bzM3NHTJkiDhlnDdvnrYnJCTk5MmTrv0t8BgKKg2+LyAZCgoXcnEU6NatW1FR0ZgxYz7//POkpKRffvklJycnOzvbtb8FHkNBZcL3BSRDQeEqrr+uQGhoaFlZWUpKyj333NOmTZtly5ZFRUW5/LfAHbR+g0L9nRTUjOq3A7XD9wXM6MyZM3l5eSKaR0dH291FQdFyTkaBffv2FRYWrlu3rtF7xd/iS3VaMDB4lIN+gxYKajbHjx/XvlQmnqeNpgG+L2AuR44cGT16dFxc3B133NHoARQULeRMFND6DXbt2rW6utp6RXqr4uLiYcOG+fj4uGJ48ATH/QYpqOn4+/u3a9duwYIFI0aMsEsDWjX5voC5xMfHb9iwISYmxlJ3tVbtGz0aCgqXcCYK7Nix4/333xf5VMwZCQkJdmlgy5Yt4q92165d9f9e4c0c9xukoKZz0003tWnTRmv4aZcGqKbp1NbWHj58WEz533333eOPP75nz56goKDMzMzx48dbKChcxJkoIP4KtY2CgoKGaWDz5s3bt2/n79JEHPcbpKBmJJ6YH374odYDTKSB22677dlnn42MjKSapnPNNdf4+Pj8/vvvItuJvP7uu+9WVFRMnz7d39//vvvuo6BwiRYtG7zuuuvqp4Fz584VFRXNmDFj4sSJrhofPMBxv8FWrVpRUNMRz8qcnJwFCxY8+eSTr7322oEDBzZt2iT2U00zioqKSklJEZlgzZo14uaQIUPWrl2blZUlogAFhUu09BsE1jTw1FNPlZSUTJ482SXDgic57jcIM4qIiIiJiRFFnDp16oABA+bNmxcZGVlWVkZNzUhM/IMHD+7Zs6d1T/v27aurqw0cEiTjgi8TijTwt7/9Tcwiy5YtW758ect/IAxHv0Gza9u2rUgAd99998CBA3Nzc8W5Y3h4ODnApLp06VJYWDhmzJicnJzY2NiqqqrnnnsuLS3N6HFBHi6IAufPn580aZLIAStWrGj5T4Ox6DcojdTU1Ndeey0rK0vkAHHznnvuMXpEcF5oaGh5ebk41xIbNTU1S5Ys0ZaFAi7hmncFVq5cyedVcqDfoDT69evHhedkEhAQsHHjRqNHATm5IAqwbkUmfEEZAFTj+gsPAwAAEyEKAACgNKIAAABKIwoAAKA0ogAAAEojCgAAoDSiAAAASvs/nqcUv9WW9AAAAAAASUVORK5CYII=) 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)
Опыт № 2
№ п/п
| Наим-е материала
| Толщина образца, мм
| Диаметр электрода, м
| U, кВ
|
![](data:image/png;base64,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)
|
, пФ
|
|
, Вт
| 1
| Зеленый
| 1,17
| 0,1
| 1,081
| 0,06371
| 279,917
| 6,849600921
| 0,006543618
| 2
|
| 1,17
| 0,1
| 2,064
| 0,06733
| 280,656
| 6,867684336
| 0,025277375
| 3
|
| 1,17
| 0,1
| 3,076
| 0,1110
| 290,728
| 7,114147324
| 0,095876495
| 4
|
| 1,17
| 0,1
| 4,042
| 0,1367
| 304,372
| 7,448017561
| 0,213449666
| 5
|
| 1,17
| 0,1
| 5,000
| 0,1430
| 316,110
| 7,73524776
| 0,354849281
| 6
|
| 1,17
| 0,1
| 5,965
| 0,1423
| 324,860
| 7,949361258
| 0,51647783
| 7
|
| 1,17
| 0,1
| 6,983
| 0,1411
| 331,780
| 8,118694447
| 0,716788368
|
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11y98BAABexjkIAABQGlEAAAClEQUAAFAaUQAAAKURBQAAUBpRAAAApemOAhaLpbCw0M/Pz2w25+TkuL5NSUnJqlWrysvL+/TpM2nSpLy8vL59+17W3AEAwGXTFwXEDt5qtVZVVYlxfHx8WFhY24MJdrRNfn5+Wlra2LFjf/nll6VLlz799NM7d+500/8CAABfs3//frGvrKmpkcflW7lypXg57cqu85FHHhk3btzixYtdvCF9UaCoqCgrKys0NFSMxSA7O7ttFOhom5KSErlB7969V61aNXDgQF03DQCAUl555ZW8vLxHH31UjMWr6DVr1ogo4MovitfeIgqkpKT06tXLle31RYHq6uro6Gg5joqKEhc7t82ePXtGjRql66YBAOi+XD8P31dffTVlypRvv/32yJEjkyZNkldu27ZtzJgxQ4YMcfLXtCuHDh0q9r/bt29/4oknXLlFfVGgqakpKChIjoODg202Wye2OXToUHJyctu3OHJzcy95DQAAGp88l/1HH3308MMPi8HZs2evvPJKeaXYac6YMcP1P/L444/v2LHDI1EgICCgsbExJCREjBsaGgIDA/Vus2/fvjlz5mzZsqXtuwIO96jIAT55HwMAVCNer2v/yhfu586dW7BgwdatW3v06JGamrp48WLtVb6IAomJiQ6/UllZuXLlStdvMSYmJisry8WN9UWBiIiIioqK2NhYMRbTEhd1bSP+z+I/XFxcrH2CAACAgd4qedxDf9k8Yas2Fvtyh7f0xX66rq7u6NGjYjx37lzt+v/973+fffaZeMHs8CunT58eMGCA67d+/fXX//DDDy5urC8KJCQkpKenh4eHi7EYJCUlaT/SZtzRNmvWrCkoKLBarfJHAAAo6y9/+csHH3wg9+5i/6i9bP7888+HDRumfc6uuXjxoucmoy8KmM3m2trayMhIOda+PlBeXh4TE+N8m0WLFol/hw8frv01m83Wu3fvy/4vAADQzYiX7DfffLMcDx48WLv+o48+Gj9+fNvtRWgQvxIWFiYv9ujR49y5c1ongdDc3Cw/TdD+vuvvIug+xFCencOVGRkZmZmZzrdxsXMSAADf4+fn1/ri9ddff/LkyaFDh4qxeP2sXS+iwKpVq9r+elRUVFlZmRYFhgwZcujQobvuukvbQFwcNGiQdlFs3PqnzrnnwMOlpaVu+TsAAHhT60/0Papfv37ffPON9hH5zJkzU1NT//znP4uxGMgrGxoajh8/fs8997T99cmTJ2/dujUhIUFeTE5Onjdv3htvvHHHHXeIi1VVVb///e/nz5+vbf+Pf/xj1qxZLs6NcxAAAOBxFotlzJgxYmcv3yNPT09PSUkZMWJEjx49xH59z549JvtBd+69994rrmhn1zx9+nSRGGpqam655RZxMSkp6eqrr05LSxPXiIviypdffnnOnDly43/9618HDhz4+9//7uLciAIAAHjcQjvtYs+ePd+0E+OjR4++/fbbpjaNAq0/WL/qqqtEFBB/YdeuXfKap+3ava1UOxcPNWgiCgAAYAh5OIHm5mYxkEcXFlHgpZde6mh714+1o8UFFxEFAAAwQGhoaHR09Llz56ZOnSoPB/Ttt98aMhOiAAAABnjJzuhZ/MarUcBisRQWFvr5+ZnN5pycHG/eNAAAaJf3ooAIAVartaqqSozj4+PDwsLanuAYAAB4mfeiQFFRUVZWVmhoqMl+7OXs7GyiAAAAhvNeFKiurtbOQhQVFSUueu2mAQBAR7wXBZqamrTzKwQHB9tsNq/dNAAA6Ij3okBAQEBjY2NISIjJfmzFwMBAhw1yc3MveQ0AABrXv2oPJ7wXBSIiIioqKmJjY8W4srJSOyGjhnsUAADv814USEhISE9Pl2diEIOkpCSv3TQAAOiI96KA2Wyura2NjIyUY74+AABAV+DVQwzl2XnzFgEAgHMceBgAAKURBQAA3cPp06f79+9v9Cx8EFEA6KLOnTt34MCBm2666cYbbzR6Lob55JNPbrIzeiIw3t69e6dMmVJdXT1o0CCj5+JrukQUEHfw7t27V65cafREDEYdTBShxRdffDFjxoy+fft+//3369ate+KJJ4yekQHEYpg5c2ZxcbHKUWD//v0vvvhiQ0NDeHj4ihUr7rzzTqNnZAy5GCZOnLh58+ZXX33V6On4GuOjgLyDBwwY0NzcnJ+fb/R0DEMdTBShxXfffffYY48VFRWNHz/+66+/njp1qoJRQC6G999//5577jF6Lob58ccfxUrYuHHjpEmTxKthsSMUaeCZZ54xel7epi2GG2+8ccKECUQBtzM+CuzYsUPcwSNHjhR3cGpqqrI7AOpgoggt3nrrrdmzZ4scIMbiue/KK6/ctm3bMDujp+YlH3/88ZNPPin+1zExMeIF8dKlS3ft2hUYGCgG06dPN3p23iMqIHb/IgeY7EdpW7hw4bx580JCQiZPnmz01LxHLAaZA8RiEBevu+66AwcO3HXXXUbPy6cYHwXWrFkjByUlJSrvAKiDiSK0aG5uvnDhghhcvHhxwYIFZ86c2blzZ3Jy8htvvKHIjrBfv36/+93v6urqBg8ePG7cuPvvv7+4uPj06dOJiYlBQUEPPfSQ0RP0kl69ep09e1a7aLPZXnjhBbESRDgQ9TFwYt4kFoOIRGPGjJEXRUp+5513iALuZVgUaNsSdc0117TeAdTX11utVvHKwKgZGoU6mJQvgtj9ixdAdXYiFhw9erRv37779u0zm82KRIERI0bs3r374YcfDg4OFnu+lJQUceWoUaOWLFny5ptvqhMFZsyYkZWVJSLyc889V1paun79+qqqqurq6v3798uXyCoQi6H1RVGT5cuXi5r06NHDqCn5HmOiQEctUdoOYP78+WVlZYo867VFHUxqF2HgwIFfffWVeNIXT/3x8fHikSKuvHDhglLPfTINiLteBCDtyvPnzytVBPEo2LNnz7x58ywWy/Dhw7dv33693c8//2z01Awj0uHo0aM/+OCDRx991Oi5+A4DooDzliix9N99993w8PD09PSlS5d6f3pe8/nnnz///PM1NTXjxo3LycmJiopq/VNF6kARpLZd4r179x47duzbb78tHiNig1OnTiUlJYkXQ0bP1KtG2GkXT58+vWrVKvHUYeCUPK3tSrj55putVuvFixf9/PzEBj/88IMIB3/605+MnqlnOf/ehPyMgCjgRgZEAectUeK+nzZtmnjqX7Zsmffn5jU//fTTlClTNmzY8MADDxQXFz/yyCN5eXmtG4NVqANFkJx0iYv/+0MPPbR169a6ujoRldT5iMTBiRMnPvzww9zc3LS0tPvvv9/o6XiKk5UgcoBYA/v27XvttdeWLFki3yjyVZf83kRcXNz8+fNtNlvbk92jcwyIAs5bosQLQfHSR6wD70/Mmz799NNRo0bFx8eLcWJionj9J7KReCE4Y8YMuYEKdaAIkpMu8cGDBx87duzLL78UQblfv35Gz9Qwv9qJV8NDhw41ei4e5Pz7AmLPJyLRli1b7r77bqNn6lmX/N6EeAEpXjyQA9zIgCjgvCXK39/f55/6hUGDBolH9fnz52Ub8K233rp9+/YJEyaI3aE8rKYKdaAIkvMu8auvvloUxMDpdQUOnxT4KucrQZEimFz73oTKR5vwBAOiAC1RQmRkZGhoaG5urnasjNtvv11UY+PGjeocPYMiSHSJQ2IlSNTB+7wRBdq2hqnZEuVQh6KiIhFsxcvfxMREucGQIUOOHz9u7CQ9jSJIDl1RdIkri5UgUQdjeTwKOGkNU6olqt06WK3W2NjYL7/8Mi0t7ezZs+vWrSsoKDB6ph5EEaR2u6IU7BIHK0GiDobzeBRw0hqmVEtUu3VYvXr1wYMHMzIyRo8e3aNHD5GN4uLijJ6pB1EEyUlXlDpd4jCxElpQB8N5PAo4bw1TpyWqozocPnz4/+yMnqA3UATJSVeUOl3iMLESWlAHw3k8CtAaJlEHE0Vo4bwrSpEucZhYCS2og+G80TaobGuYA+pgogh2HE0WEitBog6G80YUGDRokIKtYW2/N6FgHSiCxNFkIbESJOrQ1XjpuALDhg1TqjWso+9NKFUHiiBxNFlIrASJOnRB7owCe/fu3b1798qVK9v9qbhT1WkNc/K9CXXqQBEkjiYLiZUgUYcuyG1RQOSAmTNnDhgwoLm5OT8/3+GnpaWl9957b8+ePd11c13cJQ+pqwKKIHE0WUisBIk6dEFuiwI7dux4//33R44cKZ7rU1NTHdLA5s2bV69evWvXLu0I0r6NVnkTRWjBUVQhsRIk6tAFuS0KiPtVDkpKStqmgU2bNolXhIrkAIlWeRNFsKM7GhIrQaIOXZD72wbF3dw6DdTX11ut1ieffNK3TzFHq7yJIrSgOxoSK0GiDl2fR75BoKWB+fPnl5WVTZ8+3RO30nXQKm+iCC3ojobESpCoQ7fgqS8TijTw7rvvigwonvqXLl3qoVvpImiVN1GEFnRHQ2IlSNShW/BUFGhoaJg2bZrIAcuWLfPQTXQdtMqbKEILuqMhsRIk6tAtePBdgeXLl/t2f4CGVnkTRWhBdzQkVoJEHboFT0UBf39/384BDi1yarbKUwTJoSuK7mhlsRIk6tDteOnAwz6m3RY51VrlKYLUblcU3dEKYiVI1KE7Igp0RrstcqtXr1aqVZ4iSE66ouiOVgorQaIO3RFRoDM6apE7fPiwOq3yFEFy0hVFd7RSWAkSdeiOiAKdQYuciSK0cN4VRXe0OlgJEnXojogCnaRsi1xrFMHEUVTRgpUgUYfuiCjgEg6pa6IILTiKKiRWgkQdfABR4NI4pK6JIrTgKKqQWAkSdfANRIFL45C6JorQgqOoQmIlSNTBNxAFLo1D6pooQguOogqJlSBRB99AFLg0WuVNFKEFR1GFxEqQqINvIAq4hFZ5E0WwozsaEitBog6+gSjQDlrlTRShBd3RkFgJEnXwSUQBR7TKmyhCC7qjIbESJOrgq4gCjmiVN1GEFnRHQ2IlSNTBVxEFHNEqb6IILeiOhsRKkKiDryIKOKJV3kQRWtAdDYmVIFEHX0UU+I1Di5yarfIUQXLoiqI7WlmsBIk6qIAo0H6LnGqt8hRBarcriu5oBbESJOqgCKJA+y1yq1evVqpVniJITrqi6I5WCitBog6KIAp02CJ3+PBhdVrlKYLkpCuK7milsBIk6qAIogAtcr+hCJLzrii6o9XBSpCogyKIAr9RtkWuNYpg4iiqaMFKkKiDIlSMAhxS10QRWnAUVUisBIk6qEm5KMAhdU0UoQVHUYXESpCog7KUiwIcUtdEEVpwFFVIrASJOihLuSjAIXVNFKEFR1GFxEqQqIOylIsCtMqbKEILjqIKiZUgUQdlKRcFTLTK21EEE93RaMFKkKiDsnw/CtAqb6IILeiOhsRKkKgDJB+PArTKmyhCC7qjIbESJOoAjY9HAVrlTRShBd3RkFgJEnWAxsejAK3yJorQgu5oSKwEiTpA4+NRgFZ5E0VoQXc0JFaCRB2g8cEo4NAip2arPEWQHLqi6I5WFitBog5ol69FgXZb5FRrlacIUrtdUXRHK4iVIFEHdMTXokC7LXKrV69WqlWeIkhOuqLojlYKK0GiDuiIr0WBjlrkDh8+rE6rPEWQnHRF0R2tFFaCRB3QEV+LArTImShCC+ddUXRHq4OVIFEHdMTXooCJQ+raUQQTR1FFC1aCRB3QkW4fBTikrokitOAoqpBYCRJ1gIu6dxTgkLomitCCo6hCYiVI1AGu695RgEPqmihCC46iComVIFEHuK57RwEOqWuiCC04iiokVoJEHeC67h0FaJU3UYQWHEUVEitBog5wXfeLAp988slNdvKimq3yp06d2rJly6BBg2bNmmVStQgO6I5WWeunBcVXwokTJ0JCQoKDgxWvA3TpZlHgq6++km0ve/fulQ97BVvlDx8+PGHChJSUlJEjR8prFCyCyb4Gdu/evXLlSu0auqPV1PZpQc2VcPDgwaeeeurXX39tamrasGFDfHy8mnVAJ3SzKCCibq9evcxm8/3336897FVrlV+wYMHq1atnz54txlqLgGpFEPf+zJkzBwwY0NzcnJ+f3/pHdEerpt2nBZNiK+HEiRPjx4/fvHnzxIkTq6urH3zwwalTp4qnApNidUDndLMocP3114vF/eijj4px64e9Oq3yIuBXVVWVlpb++OOPzz333EcffTRw4MA1a9aIh706RRB27Njx/vvvjxw5csKECampqQ5pgO5opXT0tGBSaSXk5eWJFwkiB5js3xcYPHhwTU3N8OHD5U/VqQM6p5tFAUE89f/zn/9MSUkx2R/2t9xyy8svv/zQQw8ZPS+PO336dP/+/UXA79mz53//+1/xxCdeBPztb387evToE088IV4Y3XfffUbP0XtE+pGDkpKStmmA7mjVdPS0oM5KOHjwYOuHQGBgYHNzs3ZRnTqgc7pBFHBokROP+XXr1pnN5hdeeKGwsPCTTz7ZsGGD0XP0OPFCZ8qUKdXV1aIOcXFxGRkZIhNkZWWJH91zzz05OTlr165VIQo4NI2a7D1irdNAfX291Wp98sknDZwkvICnBencuXMHDhwQjwjxKAgICNCu//nnn+WnA+IRsWPHjmeffda4OaIb6OpRoG2L3NixY2fPnt3U1DRjxozIyMjExESR/UUiDgoKMnaqniM/F584ceLmzZtfffVVseOPjo4OCwvTNrjqqqtavwLwVW27wyQtDcyfP7+srGz69OmGTRFewdOC9MUXX8gjiX3//fciCT3xxBPajxobG3v27ClywIMPPsgjApfU1aNA2xa5K6+8UjzU77rrrjvvvLOoqMjf3z8mJsaHH/AyB7z//vs33nijePoTUaB///67d++OjY0VD/7k5OSTJ0/+4Q9/eP31142eqcd11B1msqeBd999Nzw8PD09fenSpQZOEl7A04Lw3XffPfbYY+I/O378+K+//nrq1KkOUeCXX36Jj4+fNm0ajwhcUpeOAh21yOXl5RUWFq5du1Y84MVmo0ePNnqmnvLxxx/LHCAPCXLdddcdOHBAPN8NGzbs0KFD4hEuBufOnVu8eLHsmfJtTrrDGhoaxFOeyAHLli0zcorwPJ4WpLfeekuEIZEDxFi8ThBhaNu2bcPsTPY+wenTp8+ZM4dHBFzRpaNARy1ymzdvVuSrsf369RMP7zFjxsiL4pH/zjvviCggxn369HnjjTcMnZ0BOuoOu+aaa5YvXy5eJBk9QXgcTwtSc3PzhQsXTPZstGDBgjNnzuzcuTM5OVk8LYgQ0KtXL3IAXNelo4Cgcoucyd732/rijBkzxA5PvACSDUEK6qg7TLwQJAeoQ/GnBUns/mNiYursRCwQeahv37779u0Tjw4RBY4cOXLttdcaPUd0G109CijbIteu4ODg0aNHf/DBByp8HNAuNbvD4ICnBWHgwIFfffVVVVXV+vXr4+Pj5YGDLly4IF8nkAOgS9eKAp9//vnzzz9fU1Mzbtw48WiPiopSsEWubRFa/1R+RqBCFGi3Dgp2h2H//v0vvvhiQ0NDeHj4ihUrxF2v4NOCqb069O7dW4Tjt99+++uvvzbZv2CZlJS0fPlyo2eK7qcLRYGffvppypQpGzZseOCBB4qLix955JG8vLxnnnlGqRa5joqgbRAXFzd//nybzRYYGGjcND3OSR1U6w5T3I8//vjYY49t3Lhx0qRJ1dXVEydOFHtB1Z4WTB3XQfwoPT39oYce2rp1a11dnQjNHFQDndCFosCnn346atSo+Ph4MU5MTBRpd/z48SL2zpgxQ50WOSdFkBuIl8Vi1+jbOcDktA4jRoxQqjtMcdu2bRO7PbH/M9mPp7tw4cJ58+aFhIRMnjxZnacFk9M6DB48+NixY19++aVIRf369TN6puiWulAUGDRo0IkTJ7Tz69x6663bt2+fMGGC2A3079/f6Nl5iStFuOeeewydozewGCD16tXr7Nmz2kWbzfbCCy8kJyeLnaJcG4pwXoerr75aPDQMnB66uy4UBSIjI0NDQ3Nzc1999VV5ze233y5eF27cuFG7xudRBIk6QJoxY0ZWVtaaNWuee+650tLS9evXV1VVVVdX79+/Xx5sQxHUAR7VhaKAUFRUJF7yipd9iYmJ8pohQ4YcP37c2Fl5GUWQqANM9uNI7tmzZ968eRaLZfjw4du3b7/e7ueffzZ6al5FHeBRXSsKDBo0yGq1xsbGfvnll2lpaWfPnl23bl1BQYHR8/IqiiBRB0g333yzWAkXL1708/MTF3/44QexU1SwX4Q6wHOMjAInTpwICQkJDg5ufeWwYcMOHjyYkZExevToHj16pKenx8XFGTRBbzh27Nh1dq2vVK0Ibc83KKlWB3S0Ekz2gwzW1dXt27fvtddeW7Jkifwava9yOO9ia0rVAV5jTBQQz+9PPfXUr7/+2tTUtGHDBtkorhGL+//sDJmb14giiMd5YGDgd999t3btWoevAClSBFPH5xuU1KkD5Jm3iouL240CJnuvnHj9IPaRd999t5fn5k1tz7voQJE6wJsMiAJiEY8fP37z5s0TJ06srq5+8MEHp06dqh1Jt7S09N577+3Zs6f3J+ZNYvcvivDXv/5V/Hv8+HHxyG8dBRQpguTkfINK1UFx2hk42/2CjFwJI+y8Pzcva3veRe1HStUB3mRAFMjLyxNrXeQAk/0LsoMHD66pqRk+fLj8qYgI4mGwa9cu3/6m0GuvvZacnCzPKhYaGnrFFVeI//ioUaNuu+02kzJFkJycb1CpOqjs448/FlF427ZtMTExDQ0NS5cuFXd6YGCgGEyfPt2k0kro6LyL4vWSSaU6wMsMiAIHDx7Mz8/XLooHfOuDh2/atGn79u0+v9APHTqkFUEEI1GBzz77zGKxiMf8448/rkgRNB2db1C1OiirX79+4l6uq6sTLwzGjRsn1kBxcfHp06cTExODgoKUWgkdnXcxODj4vvvuU6cO8DIDokBJSUlAQIB28eeff5afDtTX1+/YsePZZ59V4RRzIuzLI+d/Y3fkyJE+ffrs3r17yZIlIgqodp49zjeouBEjRojF//DDD4sdXnJysgyFo0aNEg+HN998U0QBpVaCk/MuKlUHeJMBUcCh5bWxsVGkYJEDHnzwQflmoAq0IoSHh+/du1eOm5qa1DyzDucbhEwDZWVlIhFqV54/f17B83Fz3kV4n/HHFRBR4JdffomPj582bdrSpUuNno5h/v3vf6elpanZKs/5BmGyp4HW3XCnT59etWqVWA8GTskQap53EcYyPgrYbLbp06fPmTNn2bJlRs/FGN9//7145GdkZKSmpspuSgVxvkFoTpw48eGHH+bm5opwfP/99xs9HQOodt5FGM74KNCrVy+Vc4Bw5syZ//znP6WlpUOHDjV6LobhfIPQ/Gq3Z88elR8RSp13EYYzPgocOXLk2muvNXoWRuJbwkBrPCIALzM+CiieAwAAMJbxUQAAABiIKAAAgNKIAgAAKI0oAACA0ogCAAAojSgAAIDS/h/YA0q4MfJiXAAAAABJRU5ErkJggg==) 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) 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)
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)
Опыт № 3
№ п/п
| Наим-е материала
| Толщина образца, мм
| Диаметр электрода, м
| U, кВ
|
![](data:image/png;base64,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)
|
, пФ
|
|
, Вт
| 1
| Желтый
| 3,13
| 0,1
| 1,067
| 0,00752
| 69,76
| 3,142952967
| 0,000187535
| 2
|
| 3,13
| 0,1
| 2,045
| 0,00751
| 69,756
| 3,142772752
| 0,00068792
| 3
|
| 3,13
| 0,1
| 3,018
| 0,00753
| 69,754
| 3,142682644
| 0,001502215
| 4
|
| 3,13
| 0,1
| 3,974
| 0,00754
| 69,756
| 3,142772752
| 0,002608184
| 5
|
| 3,13
| 0,1
| 5,01
| 0,00764
| 69,772
| 3,143493613
| 0,004201261
| 6
|
| 3,13
| 0,1
| 6,089
| 0,00777
| 69,797
| 3,144619958
| 0,006313634
| 7
|
| 3,13
| 0,1
| 7,07
| 0,00957
| 69,308
| 3,12258865
| 0,010410313
|
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) 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)
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)
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)
Вывод:
При больших диэлектрических потерях происходит нагрев изоляционного материала, в результате чего происходит тепловое разрушение материала. Чем меньше значение диэлектрических потерь, тем лучше диэлектрические свойства электроизоляционного материала. |