связаны по закону точечного соответствия.
Напряженность электрического поля определяют как силу, с которой электрическое поле действует на точечный положительный единичный заряд
или точнее, ![](data:image/png;base64,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)
Сила, с которой электромагнитное поле воздействует на точечный электрический заряд, зависит не только от величины и местоположения заряда, но и от скорости его движения. Эту силу обычно раскладывают на две: электрическую и магнитную. Электрическая сила не зависит от движения заряда . Магнитная сила зависит от величины и направления скорости движения заряда и всегда перпендикулярна ей: – вектор магнитной индукции, характеризующий силовое воздействие поля, [Тл]. Магнитная индукция численно равна силе, с которой магнитное поле действует на точечный единичный положительный заряд, движущийся с единичной скоростью перпендикулярно линиям вектора . В макроскопической электродинамике векторы и ![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAaAAAAIgCAIAAABMDCpLAAAbL0lEQVR4nO3dWW+b1brA8ThzmqFpQ9NGaZqmTd0kLoOYCwiJ230Hd0hc8B34IFwxz4gZJCaJQQIJxAU3pxJDRhKapmnTpKRt5tGxz3tsnezQDWx7vcOz1rP+v4sou8dOn+Piv9f7rtdOdT6frwAAjaqlBwCAuBA4AGoROABqETgAahE4AGoROABqETgAahE4AGoROABqETgAahE4AGoROABqETgAahE4AGoROABqETgAahE4AGoROABqETgAahE4AGoROABqETgAahE4AGoROABqETgAahE4AGoROABqETgAahE4AGoROABqETgAahE4AGoROABqETgAahE4AGoROABqETgAahE4AGoROABqETgAahE4AGoROABqETgAahE4AGoROABqETgAahE4AGoROABqETgAahE4AGoROABqETgAahE4AGoROABqETgAahE4AGoROABqETgAahE4AGoROABqETgAahE4AGoROABqETgAahE4AGoROABqETgAahE4AGoROABqETgAahE4AGoROABqETgAahE4AGoROABqETgAahE4AGoROABqETgAahE4AGoROABqETgAahE4AGoROABqETgAahE4AGoROABqETgAahE4AGoROABqETgAahE4AGoROABqETgAahE4AGoROABqETgAahE4AGoROABqETgAahE4AGoROABqETgAahE4AGoROABqETgAahE4AGoROABqETgAahE4AGoROABqETgAahE4AGoROABqETgAahE4AGoROABqETgAahE4AGoROABqETgAahE4AGoROABqETgAahE4AGoROABqETgAahE4AGoROABqETgAahE4AGoROABqETgAahE4AGoROABqETgAahE4AGoROABqETgAahE4AGoROABqETgAahE4AGoROABqETgAahE4AGoROABqETgAahE4AGoROABqETgAahE4AGoROABqETgAahE4AGoROABqETgAahE4AGoROABqETgAahE4AGoROABqETgAahE4AGoROABqETgAahE4AGoROABqETgAahE4AGoROABqETgAahE4AGoROABqETgAahE4AGoROABqETgAahE4AGoROABqETgAahE4AGoROABqETgAahE4AGoROABqEbh4tbW13bhxQ3oK4N/a29tnZ2elp0gIgYvR9PQ0dYNtbrvtNukRkkPgYvTLL79IjwDcjMAhGj///LP0CMDNCByiwQoOFrr11lulR0gOgYsRgYNtqqqqMpmM9BTJIXBx2djYGB8fl54C+JN0Ol1bWys9RXIIXFyGhoZ2dnakpwD+xKvj0woCFx+OT2Ehr3YYKghcfNhChYUIHKLBCg4WInCIBoGDbVpaWo4dOyY9RaIIXFx++OGHkZGR4eHhkYKxsbH19XXpoeA133YYKghcfPoLHnvsseL/zOfzFy5cGPl/QfhGR0cXFhZEZ4RffDs+rSBwiUmlUj0F//rXv3b/cHZ2du8qL+DPxzwgeazgkKgjBY888sjunwRrur2rvODr1NRUsPoTHBJqsIKDsNbW1rMFu3+yvr4+Nja2d5U3MTGxvb0tOCRcFBxDsIKDdRoaGu4o2P2TbDYbNG7vKi8o4NramtyMcEB3d3dzc7P0FEkjcO6prq7uK3j00UeLf/Lmm28++eSTokPBdh4u3yoInA5cc4f/ysMTcBUETodff/1V8G9/+OGHv/vuO8EB/k4+n8/lcvmCnZ2d4Pvga/H7XcEfbm9vZwuC/7n9Z5sFWwXBNxsbG7tfA6urq2t/Y319fXl5Ofjh0o/BvxE4uEp2BWftMyeVSlVVVRW/r6mpSX6AlZWVxcXFpaWl3a+731wvuFYQfHP16tUgl7EOwyEqnDQ/Pz83Nyc4gJ/PnFI0FXR2dpZy42Bh+EfBlYKZmZng63TBxYsXgyaGmaS+vj6dTof5CY4icM4TPwFn7QrOLUGDugr+8v/66KOPfvrpp8Y/fGBgoLKy0vju7iJwzpM9ARccBp45c0ZwAE9sbm6Gubu3L0IEznmyK7ienp7GxkbBATwRMnDenkYgcM6TXcF5+8xJGCs4MwTObfl8fmhoSHAAApcMAmeGwLltYmJC9mPmvH3mJCxM4Nrb2w8dOhThMA4hcG4T30JlBZeMMIHz+UWIwLlNNnD19fWnTp0SHMAfGxsbxvclcHCV7A6Dt1dXJY8VnBkC5zbZFRzHp4kJEzif/5kInMNWV1cnJycFB/B5aZAw48BVVVVlMploh3EIgXPY4OCg7KeZ+7w0SJhx4NLpdG1tbbTDOITAOUz2BFwFK7ikZLNZ41cyz1+ECJzDZE/AHTp0qL29XXAAf7DDYIzAOYw3aXmCa0SMETiHyQbO82dOkljBGSNwrpqZmbl+/brgAKzgEmMcuJaWlmPHjkU7jFsInKvE36Tl+dIgScaB40WIwLlK9vi0srJyYGBAcACvGAeOFyEC5yrZFdzJkycbGhoEB/AKKzhjBM5V/CYtfxjvovLPROCclM1mR0dHBQdgaZAksxVcKpXin4nAOSmo2/b2tuAALA2SZBa47u7u5ubmyIdxC4FzkvibtFgaJMkscPwbVRA4R8megGtsbDxx4oTgAL4xCxyr7AoC5yjZFVwmk0mlUoID+IbAGSNwTuJzLr3CIaoxAueexcXFS5cuCQ7A0iBhBpeJ1NfXp9PpOIZxC4Fzj/ibtFgaJMxgBcevyygicO5hC9U3BoFjlV1E4Nwju4Lr6Ohoa2sTHMBDBoHjRaiIwLmHHQbfsIIzRuDcMzg4KPi388xJHoEzRuAcMzk5ubKyIjgAK7jklbuL2t7efujQoZiGcQuBcww7DB4qdwXH8m0XgXOM7Am46upqPucyeQTOGIFzjOwK7tSpUz7/FmEpBM4YgXMMn3PpoXIDx2mEXQTOJcF/6BMTE4ID8MwRUVbgqqqqMplMfMO4hcC5ZGhoaGdnR3AAAieirMCl02lOI+wicC4R30LlEFVEWZeJ8CK0F4FziewJuJaWlu7ubsEBvFXWCo4Xob0InEtkV3BnzpwR/Nt9RuCMETiX8C5UPxE4YwTOGVcLBAcgcFJKD1xLS8uxY8diHcYtBM4Z7DB4q/TA8SJ0EwLnDD7I11ulB44XoZsQOGfIruC6urr2798vOIDP1tfXpUdwFYFzBjsMQLkInBtyudzw8LDgAAQOLiJwbhgfHzf43XER4uQOXETg3CC+hcoKDi4icG6QPQFXU1PT19cnOABghsC5QXYFF9Stupr/VOAe/qt1A1uogAEC54DV1dULFy4IDsAOAxxF4BwQHJ/m83nBAVjBwVEEzgHib9JiBQdHETgHyO4wHDhwoLOzU3AAwBiBcwA7DIAZAucA2RUcgYO7CJztLl26tLCwIDgAgYO7CJztxN+kxQ4D3EXgbCd7Ai6VSvG7ZuAuAmc72RXc8ePHm5qaBAcAwiBwtmMLFTBG4KyWzWbHxsYEByBwcBqBs9rIyMj29rbgAOwwwGkEzmrib9JiBQenETirye4w1NfXp9NpwQGAkAic1WRXcP39/ZWVlYIDACEROKvxJi0gDAJnrxs3bly+fFlwAHYY4DoCZy/xN2mxgoPrCJy9xLdQWcHBdQTOXrIruFtuueXw4cOCAwDhETh78SYtWefOnbvnnntKuWV7e/vs7Gzc88AAgbPX0NCQ4N/O8enrr79e4i15rKxF4Cx1/vz5lZUVwQE8X8Ftb2+/++67Jd7Y88fKZgTOUuJbqJ6vSj777LPr16+XeGPPHyubEThLyZ6Aq6yszGQyggOIK/34tIIVnMUInKVkA3fixImGhgbBAWTNzc19/fXXJd64qqrK8xcDmxE4S8keonp+zPXWW29ls9kSb9zb21tXVxfrPDBG4Gy0sbExMTEhOIDnx1xvvPFG6Tf2/LGyHIGz0dDQUC6XExzA5xXcuXPnBgcHS7+9z4+V/QicjcTfpOXzqqSs7YUKvx8r+xE4G8megNu3b9/JkycFBxBU1uVvRazgbEbgbCS7gstkMqlUSnAAQWVd/hZoamrq6emJbx6EROBsxOdcSin3+JTfim05Amedubm5P/74Q3AAb4+5yrr8rcjnFwMnEDjriL9Jy9snbVmXvxV5+1i5gsBZhy1UKWVd/lbk7WrXFQTOOrKBO3LkyC233CI4gJRyL38r8vbFwBUEzjrsMIgod3sh0NnZeeDAgRhmQWQInF1yudzw8LDgAH4ecxlc/lbh8YuBQwicXX777bfNzU3BAfx80pZ7+VuRny8GbiFwdmGHQYTB8WmFr4+VWwicXWRPwFVVVQ0MDAgOIMLg8rciAmc/AmcX2RXcqVOnPPxoM4PL3wLV1dX9/f1xzIMIETi78DmXyTO4/C1w+vTpmpqayIdBtAicRZaXl6empgQH8PCYy+zytwpfXwycQ+AsEjzT8vm84AAeBs5se6HCy8fKRQTOIuJbqL6tSswufysicE4gcBaRPQHX3Nx8/PhxwQGSZ3b5W5FvLwaOInAWkV3BefjRZsbHp/v37+/q6op0FsSCwFmEd6Emyfjytwr/Hit3EThbTE9PLy4uCg7g25PW7PK3It8eK3cROFuww5Aws8vfinx7rNxF4GzBB/kmyfjytyKvHiunEThbyK7gjh492traKjhAwoy3F4oInCsInC3YYUhMmMvfAt3d3c3NzRHOg/gQOCsET7mxsTHBAb788svKykrBARzi1YuB6wicFUZGRox39JAwdhgcQuCsIL6FitKxgnMIgbOC+BYqSscKziEEzgqs4FxRW1ubTqelp0CpCJwVWMG5or+/v6qqSnoKlIrAybt+/frMzIz0FCgJx6duIXDyOD51CDsMbiFw8jg+dQgrOLcQOHms4BzCCs4tBE4eKzhXtLW1dXR0SE+BMhA4Yfl8fmhoSHoKlITlm3MInLDz58+vrq5KT4GSEDjnEDhhnIBzCDsMziFwwjgB5xBWcM4hcMJYwbkilUp5+IvHXEfghLGCc8WJEyf27dsnPQXKQ+Akra+v//7779JToCQcn7qIwEkaHBzM5XLSU6Ak7DC4iMBJ4vjUIazgXETgJMnuMNTU1KysrARfBWdI0tNPP/3UU08Z350VnIsInCTZFdzp06f9qVsgzOe4NTQ09Pb2RjgMkkHgJPGrApMUJnCZTCaVSkU4DJJB4MTMzs7Oz88LDuDbMVeYwPn2YqAGgRMjfomvb09aAuchAidGfAvVtydtdbX5f+2+rXbVIHBiZFdwra2tXV1dggMkjxWchwicGNkVnIdvqzQO3OHDhw8dOhTtMEgGgZOxs7MzMjIiOICHx1zGgWP55i4CJ+O3337b3NwUHMDDJ61x4Dx8MVCDwMlgCzV5xpsMHj5WahA4GQQueRyieojAyZDdYeju7m5ubhYcQIRZ4IJ7ZTKZyIdBMgicDNkVnJ9LErPA9fb21tXVRT4MkkHgBCwtLV28eFFwAD/PmpsFzs/HSg0CJ4D3MIgw22Tw87FSg8AJEA+cn6sSsxUcgXMagRMgewKutrY2nU4LDiCFQ1QPETgBsiu4/v7+MO/KdJfB/9dNTU09PT1xDINkEDgBsoHzdkliEDgP37GrDIFL2sWLF5eWlgQH8PakksEmg7ePlRoELmm8h0GKwQrO29WuGgQuaWyhSjEInLcvBmoQuKTJruDa2to6OjoEBxBE4DxE4JLGm7SklBu4zs7OAwcOxDQMkkHgErW1tTU+Pi44gM+BK3eTwefHSg0Cl6jh4eFsNis4gM9P2nJXcN6erNSEwCWKHQZB5QbO5xcDNQhcomRPwKVSKZ8/2owVnIcIXKJkV3A9PT2NjY2CA8gqK3DV1dV9fX3xDYNkELhEya7gPF+SlLXJcPr06ZqamviGQTIIXHKuXbs2OzsrOIDnJ5XKWsF5/mKgBoFLjvibtDx/0pYVOM9fDNQgcMkR30L1/EnLCs5DBC45siu4hoaG3t5ewQHEsYLzEIFLjmzgBgYGKisrBQcQV1NTk8vlpKdAoghcQvL5/PDwsOAALEngIQKXkImJibW1NcEBCBw8ROASIr7DwFlzeIjAJUT8GhFWcPAQgUuI7AquvUBwAEAEgUsIn3MJJI/AJWFtbe38+fOCAxA4+InAJWFwcDCfzwsOwA4D/ETgkiC+hcoKDn4icEmQPQFXWVnp8+dcwmcELgmyK7je3t76+nrBAQApBC4JsoHj+BTeInCxm5mZuXbtmuAA7DDAWwQuduwwAFIIXOx4kxYghcDFTnYF19jYePLkScEBAEEELnayKzguEIHPCFy8dnZ2RkdHBQdghwE+I3DxCuq2tbUlOAAn4OAzAhcvtlABQQQuXuJbqByiwmcELl6yK7iOjo6DBw8KDgDIInDx4nMuAUEELkaLi4vT09OCA3B8Cs8RuBixwwDIInAxYocBkEXgYiS7gquuru7v7xccAOV64okn3nnnnVJu2dXVNTU1Ffc8ChC4GMmu4E6dOlVbWys4AMoyPz//0UcflXjjhx56KNZh1CBwMRocHBT82zk+dcvLL79c+pteCFyJCFxcLly4sLy8LDgAOwwOyefzL774Yum3J3AlInBxYQsVpfviiy+CV8QSb7x///4zZ87EOY4eBC4ubKGidM8++2zpNz579mwqlYpvGE0IXFxkV3AtLS3d3d2CA6B0wdrt66+/Lv32HJ+WjsDFRXYFxyGMQ55//vlcLlf67Qlc6QhcLDY3N8fHxwUH4AScK7a2tl599dXSb19bW3vvvffGN48yBC4Ww8PDOzs7ggMQOFd88MEH8/Pzpd/+zjvv5Nd4l47AxYIdBpToueeeK+v2Dz74YEyTqETgYsE1IihF8EL4448/lnUXTsCVhcDFQnYFd/To0f379wsOgBI988wz5d6FwJWFwMVCdgXH8akTlpeXS3xr/a7Tp0+3tbXFNI9KBC568/Pzc3NzggNwfOqEN954Y3V1tay7sHwrF4GLHjsMKEW52wsV7DCUj8BFTzxwrODs9/3334+MjJR7L1Zw5SJw0ZM9AVdTU9PX1yc4AEpR1ptPiw4fPtzb2xvHMIoRuOjJruCCulVX889qtdnZ2U8++aTce3F8aoBnQsTy+fzw8LDgAByf2u+ll17a3t4u914cnxogcBEbHx9fX18XHIAdBsvlcrkgcAZ3ZAVngMBFjPcw4J999tlnly5dKvde+/btu/POO+OYRzcCFzG2UPHPDLYXAvfdd19VVVXkw6hH4CImG7jW1tajR48KDoB/NjEx8e233xrckRNwZghcxGQPUVm+We65557L5/MGdyRwZghclFZXVycnJwUHIHA229jYeP311w3uGByc3n///VGP4wUCF6XBwUGz1+eosIVqs/fee+/GjRsGdwxet5qbmyOfxwcELkrsMOAfmG0vVHB8GgKBi5LsCbhUKkXgrPU/BWb3JXDGCFyUZFdw3d3dTU1NggPgHxgv3yq4xDcEAhcltlDxlxYWFt5//32z+wavW52dndHO4w8CF5nLly+bnUKOCjsM1nrttdeM38DH8WkYBC4yvEkLf+f55583vi+BC4PARYYtVPylb775JsxvASdwYRC4yMgGrq6uLp1OCw6AvxNme6G1tTWTyUQ4jG8IXGRkD1H7+/t5M7aFLl++/Pnnnxvf/YEHHohwGA8RuGhks9nR0VHBAdhhsNOLL764s7NjfHeOT0MicNEI6mbwGa0R4gSchYKXvZdffjnMTyBwIRG4aLDDgP/08ccfX7lyxfjutbW199xzT4TzeIjARUP8GhEOUS0UZnshcNddd9XV1UU1jJ8IXDRkV3BtbW1HjhwRHAD/aWRk5Pvvvw/zEzg+DY/ARYM3aeEmBr+4/iYELjwCF4GFhQWDXyMSIY5PbbO2tvbmm2+G+QmpVIr32IdH4CIgfgKOFZxt3n777aWlpTA/oa+v7+DBg1HN4y0CFwHxLVRWcLYJf3zK8i0SBC4C4p9zybt5rPLjjz/+9NNPIX8IJ+AiQeAiILuCO3HixL59+wQHwE3CL98qCFxECFwEBgcHBf92jk+tcu3atQ8//DDkD+no6AhetyKZx3MELqzJycmVlRXBAdhhsMorr7yyubkZ8odwAi4qBC4s8R0GAmePfD7/wgsvhP85BC4qBC4s8WtEOES1x1dffRXJb/7mBFxUCFxYsiu4hoaG3t5ewQGwV8g3nxY1NTXdcccd4X8OKghceLIruEwmk0qlBAfArqmpqS+//DL8z7nvvvv47NKoELhQNjY2JiYmBAfgBJy4XC4XpG1kZOS1114Lvg//AzkBFyECF8rw8HCYz2sNj8AlY3Nz8+rVq3NzczMzM1euXAm+Xrx4cXp6+sKFC8E32Ww2wr+LE3ARInChiG+hssNgZm1tbWVlZXl5effr0tLS4uLiwsJC8ev1PYK0JXYlUHBwevbs2WT+Lh8QuFDEt1AdXcHlCyoKx3e7grVw8ZtgQRR8n91ju2CrYPebzYKNjY3db9bX1/d+DQQh2/0msFpg/DuYE3D77bc3NjZKT6EHgQtFfAV3+PBh2QEQLY5Po0XgQhFfwUEZdhiiReDKMDU1NTo6OlJQ/GZ+fl56KKjCCi5aBO6vbW1tjY+P783Z2NjY2tqa9FzQrKenp6OjQ3oKVQjc/1lcXCy2bLdok5OTstd/wEMs3yLnY+BmZmb2HmYGZmdnpYcCCFz0lAcuWIVNTEzsXZ0FX5eXl6XnAv4COwyRUxW41dXV0YLdBVpQt+3tbem5gP/u4MGDAwMD0lNooydw77///uOPPy49BWDogQcekB5BIT2BO3funPQIgDlOwMVBT+B+/vln6REAcwQuDgQOkFdXV3f33XdLT6GQksDNzc1dvXpVegrAUFC32tpa6SkUUhI4lm9wGsenMSFwgDwCFxMCBwhLpVJc4hsTAgcI6+/vb21tlZ5CJw2B29raGhsbk54CMMTxaXw0BG5oaCja3/oBJInAxUdD4Dg+hdMIXHw0BO7JAukpAFhHQ+AA4C8ROABqETgAahE4AGoROABqETgAahE4AGoROABqETgAahE4AGoROABqETgAahE4AGoROABqETgAahE4AGoROABqETgAahE4AGoROABqETgAahE4AGoROABqETgAahE4AGoROABqETgAahE4AGoROABqETgAahE4AGoROABqETgAahE4AGoROABqETgAahE4AGoROABqETgAahE4AGoROABqETgAahE4AGoROABqETgAahE4AGoROABqETgAahE4AGoROABqETgAahE4AGoROABqETgAahE4AGoROABqETgAahE4AGoROABqETgAahE4AGoROABqETgAav0vFl47ckRjhD0AAAAASUVORK5CYII=) |