Рекомендации к решению задачи № 3
Согласно критерию длительной прочности, вычисляется время до начала разрушения
, с
где – приведенное давление на стенки скважины;
- приведенное значение плотности.
Значения экспериментально определенных A, n коэффициентов выбирается согласно приложению 1.
Определяется отношение времени, технологически необходимого и времени до начала разрушения
.
По полученному значению из приложения 1 выбираем значение величины приведенного давления в скважине . (Если значение попадает в диапазон величин , то истинное значение определить путем интерполяции).
Допустимая плотность бурового определяется по уравнению:
, кг/м3.
Задача № 4
Основываясь на вязкопластичной модели ползучести горных пород определить величину внешнего давления горной породы на крепь ствола обсадной колонны за конечный промежуток времени. Значения модуля Юнга для материала трубы и цементного камня , а также величину среднего значение коэффициента Пуассона для трубы и цементного камня принять постоянными. Значения параметров горных пород выбирается согласно приложению 2.
Исходные данные
| Последняя цифра шифра зачетной книжки
| 0
| 1
| 2
| 3
| 4
| 5
| 6
| 7
| 8
| 9
| Внутренний и внешний радиусы трубы![](data:image/png;base64,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)
| 0,70
/0,74
| 0,71
/0,75
| 0,73
/0,74
| 0,72
/0,73
| 0,70
/0,74
| 0,72
/0,76
| 0,71
/0,73
| 0,72
/0,74
| 0,74
/0,78
| 0,73
/0,77
| Внешний радиус цементной оболочки 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8UseDYsWP5wUU4efKk7MehIh0/ftydk8p7770nu++8IHcbpOJBUpGNQSpSffzxxwqqtG/fXkEVQAtPT89aFvn/LG/evHngwIH84CLuOcnJyYpb5c5DVc6ePSuSisqKJBXojHX05dm1a1d8fLyCQh06dFBQBbBPQEDAQxb5XxGfnQU7XY4cOSJ7pKc7J5Xhw4ffvn1bZUV3G07rQVKRjaQiz6JFixRUEQ+vrL8J5xJs8fTTT+f9sWPHjmvXrpVa0W2TyrZt29asWaO4KH0q0NP58+dl75wXFBRUoUIFqSXM6cSJEytXrlRQqE+fPgqqAPKIT1PZJdwzqeTk5AwaNEhxUU9PTzccEkRSkYjhtPJMnTo1OztbdpXixYt3795ddhVAnr/++kvBqqmnTp0SH9teXl6yC5nKokWL1K95U6NGjRIlSiguajiSikQMp5Xk9OnTn332mYJCL7/8ctmyZRUUAiTZunWrgioZGRlnz54NCQlRUMskrl27Nn78ePV13fDVjwdJRSr6VCSZPn26mrUg33rrLQVVAHm2bNmiptDx48fdKqmMHTtWhBX1dd1wOK0HSUUq+lRkOHXq1CeffKKgUMOGDQvOpwCcTm5uroJBKnlEUmnVqpWaWoYTT6GLFy82pDR9KtCTeOg/fPiw1BLe3t7utqayh2WIa0ZGhoJC48aNU1AFkEd8oMoe1J/PrQbVDhw4UME4ubsiqUBPIqZkZmZKLREREVGsWDGpJcxm2bJlP//8s4JCTZo0efHFFxUUAuRR9urHw52SyurVq3/55RdDSnt5edWpU8eQ0sYiqcjCIBXdXblyZdiwYWpqTZ8+XU0hQB6Siu5u3749cuRIo6rXrFnTPXeCJKnIwiAV3Q0aNOjq1asKCrVu3dp93rjDVeXm5m7fvl1ZOTdJKuIZ5uzZs0ZVd8/htB4kFXnoU9HX6tWr1Sz1JkybNk1NIUCeffv2qdwAKCUl5fLlyxUrVlRWUb1Tp07NmjXLwAa45yAVD5KKPKyjr6O9e/f26NFDTa2ePXs2adJETS1AHpWvfvIcP37ctZPK0KFD09LSDGwASQV6Eo8y586dk1oiMDAwNDRUagmTSExMfOGFF9TsAVa9evU5c+YoKATIpmbNt4JEUnn44YcVF1Vm06ZNX3/9tbFtIKlATwo6VNzkhWVGRkb79u1lx758ixcvFhFQTS1AnpycHI2DVCIjI/Xak9yFh6pkZ2fbtMVP/fr1dR8A4OPjU7t2bX2v6SxIKlIoGKTiDsNpc3Nze/To8euvv6opJ2q1bdtWTS1Aqj/++OPGjRtajnzppZfmzp178+ZNx4u6cFKJi4s7dOiQxoNDQ0PbtWun+6dArVq1fH199b2msyCpSMEgFceJh5hu3bqtWrVKTTne+8CVaH/1ExUV9e233+ryseqqSeXKlSuTJk3SfvysWbM+//xz3Zvhtq9+PEgqkjBF2UGZmZmdOnVS9la4RIkSX331ValSpdSUA2TTOJzWy8urWbNm4eHhJJVCjB49WvssqlatWrVv316conszSCrQ2YEDB2SXcOE+lfT0dPGj/uOPPyqruGTJkkaNGikrB0iVnZ29Y8cOLUeKDz8R0EVS0aVuYmLizZs3AwICdLmaSezdu3fp0qUaD/b29p43b564g8kIbSQV6OnUqVMpKSlSSwQHB5cuXVpqCaNcunSpY8eOKlesGjVqVOfOnZWVA2Tbs2dPamqqliOjoqI8LCuf6lVafEK7WHfvwIEDc3JyNB781ltviTyxb98+GbsCkVSgJ9Z8s9u2bdteeeWVixcvKqv4/PPPT5kyRVk5QAHtK6nkJRW9+lQ8XC6prFixYteuXRoPLl++fExMjIecPvVixYpFRETofllnQVLRH4NU7DN9+vTx48er3KG0WbNm4k7k6emprCKggPak0rx5cw+9k4pelzLczZs33377be3Hi2eeMmXKeMj5CBAxxdvbW/fLOguSiv7oU7HV5cuXu3fv/sMPP6gsKmLK+vXrXeydOpCVlaWxGyAoKKhGjRoelolvfn5+6enpjld3paQikseFCxc0HtygQYNevXrl/V5Gn4o7v/rxIKnIwBRl7XJychYsWDBu3Ljr16+rrJsXU0qWLKmyKKDAb7/9pnFxlLxXP4Knp2dYWJgu67+5TFIR/yFz587Vfvz8+fO9vLzyfk9S0R1JRWfiueTo0aNSS/j6+tapU0dqCTV27tzZv39/BV1QVogpcGG2DlLJEx4eTlIpaMiQIRkZGRoP7tSpU8uWLfN+Lx66ZKypTVKBng4dOiR7pIWIKT4+zv0/7uzZs2PHjv3ss8/Ul27Tps3atWuJKXBVNq35lv97vYaqnDlzJisry9lvUOJJZt26dRoP9vf3nzlzZv4fJS1R4Sbbp9yLc/97MiHW0S+c+DGeMWPGqlWrxO1MffX+/fvPmzcvv5MWcDGZmZkaB6mUKFHiwQcfzP+jXhOVxXPaqVOndByiq564NQ0ePFj78e+880716tXz/yjj7b+fn5+OM8mdEUlFZwxSuZdffvnlvffeU7meW0HiIW/+/Pl9+/Y1pDqgxu7duzXuOt6kSZOCPR/6Tv9x6qQiHmYSEhI0HhwaGjpixIiCX5HRp1KnTh03f74iqeiMPhUriYmJ//73v5ctW/bHH38Y1YayZcuuWbOmVatWRjUAUMO+Vz8eTFT+L3G/mjx5svbjZ82a5efnV/ArDKeVgaSiM/pU8ty4cePLL7/8/PPPt2zZonKJlDu1aNFC5CTx6GNgGwA17BtOK4SEhPj6+mZmZjreBqdOKu+8847GPag9/rvFj9UXSSoykFT0dOXKFRHJpZYoW7ZstWrVpJZwhPgpFffKjRs3btiwQZflGRxRrFixSZMmjRw5krXd4A7ET9yvv/6q5UjxE5G35ls+b29vEVaOHTvmeDOcN6n8/vvv4qlG48E+Pj7z5s2z+uLff/997do1vdvl7sNpPUgq+nLPNd8OHz68xWLr1q0iqxndnP9PPIUsX768QYMGRjcEUGT37t0aHw8iIyPzVlMtKDw83M2TyoABA3JzczUenLfFj9UXJfWp06dCUtGTOwxSOX/+/IEDBw4ePHjA4tChQ7du3TK2SVZ8fX0HDx4cExNj9f4YcG12v/rJo9fskhMnTuhyHcU++eST3377TePB5cuXnzRp0p1fl/Hqp0SJEnlLCbszkoqenHSQSmZmZpqFeCBL+6+UlJSLFy/+/fffeb/mETFF+0tcQzz11FNz585156284LZs3e7Hil6Dam/fvn3hwoWqVavqcjU1xO1u1KhR2o/P3+LHioykEhkZyftrkoqeFCSVPhayqzgjkU5ERhFJxeiGAAYQTxf/+c9/NB581z4Vfaf/OFdSiYmJ0T7EsGHDhr17977rX8n4CODVjwdJRUe5ubkHDx40uhXuqEKFCuJ5aMCAAc6+MiZgt127dmlc/b1SpUp3DSX6JpX81eXN78iRI/Pnz9d+vDj4rp0c4iNAlx0JrDCc1oOkoqNjx45pXHMJeqlSpcqwYcP69u3r7+9vdFsAIzn46kcICwvz8vLKyclxvDHONah28ODB2qdnd+7cuUWLFnf9K/FfLWPQHn0qHiQVHanfac+dhYSEjBw5smfPnsWKFTO6LYDx7F7zLZ+vr29wcPDp06cdb4wTJZV169b99NNPGg8WT0QzZsy4199K2vGHpOJBUtGRgkEqEBo3bty/f/9XX32Vdz1AHvEor33eyr36VDwsL4DcKqlkZGQMHTpU+/FWW/xYkZFUAgICxFOZ7pd1OtzrdUOfilQlS5Z85ZVX+vbtW3BbNQDCzp07Nb6/8PPza9So0b3+tmbNmps2bXK8Pbqsy6LAnDlztDf1zi1+rMh4WK1bt67u13RGJBXd0KciSYMGDfr06dO1a1cRVoxuC2BG2l/9NG7cuJAXpnoNqk1KSkpOTr7rPF7z+Pvvv6dNm6b9+NmzZxe+RJOMPhWG0+Yhqejj1q1bTrrekWmJh4mOFjxVAIVzcM23fPpO/ymk88YMRo4cmZqaqvHg1q1bv/jii4UckJGRcfToUT3a9X8wSCUPSUUfIk1rX4YZhSCgADa5efPmnj17NB5MUsnz66+/rlixQuPBd93ix8rhw4ezsrIcbpc1kkoekoo+GKTiiJIlSz766KNt2rRp27Zt7dq1jW4O4Ex27Nih/TOykOG0HpZxKp6enro8dJl5UK34DxwwYID24996660iH5yY+CMVSUUfDFKxlZeXV+PGjdtYiLsnE3kA+2h/9RMREVG+fPlCDihRokSVKlUuXLjgeKvMnFSWLFmyd+9ejQdXqFAhJiamyMNkfASUKlWqkKlGboWPB33Qp2Ir8fS2e/duo1sBOD29BqnkET+Yrp1Url+/PmbMGO3HT5kypXTp0kUeJqNPhQ6VfCQVfdCnYqujR4/++OOPbNMDOCIlJUV794CWpBIeHr59+3bHGvW/TJtUJkyYcPnyZY0HN2zYsFevXlqOZMcfqUgqOhCPINeuXTO6Fc4nNjaWpAI4Ytu2bdnZ2RoP1phUHGvR/3f+/Pn09PTCp/WqFx8fv2DBAu3H32uLHyupqalnzpxxoF13R1LJR1LRAR0q9lm/fv3Ro0dr1apldEMAZ6V9obby5ctrGa6uV1LJzc09ceJEZGSkLlfTy6BBg7SPPi5kix8rDKeVjaSiAwap2Efcy+Li4oqc/gfgXjZv3qzxyMJn/eTTd6KyqZLKV199tXHjRo0H+/v7z5w5U+PBkh5WSSr5SCo6UNCnsmzZsq5du8qukm/Lli2tW7dWUOiTTz6ZOnUqi88Cdrhy5Yr2p3lDkopel3Jcenr6sGHDtB8/atSoatWqaTxYRp9K2bJlq1SpovtlnRRJRQcKkkr9+vVllyjo8ccfr1u37qFDh2QXSklJEWElOjpadiHA9WzevFn72idaBqkIgYGBFStW1D7mtBCmSiozZ848deqUxoNr1KgxfPhw7RdnOK1sJBVHZWdnx8fHSy3h4+OjvhO1v4WCQnFxcSQVwA7aX/0UK1asSZMmGg+uWbOmiyWVc+fOvfvuu9qPL3KLHysHDx60vVFFIKkURFJxVEJCQkZGhtQStWvX9vX1lVriTq+99tqoUaNu3Lghu9CRI0fWr1/ftm1b2YUAF6N9OG2jRo20f/SGh4frstaReZLK8OHDb926pfHg1q1bv/DCC9ovfunSJV2CnRWSSkEkFUcpGE77wAMPyC5xp4CAgNdffz02NlZBrfnz55NUAJucOXNGexTQ+Oonj15DVU6dOpWTk+Pl5aXL1ey2ffv2f//73xoP1rLFjxWG0ypAUnGU6w1Syde/f/+4uDgFOy/+9NNPx44d03EoH+DytE9j8TAoqWRkZJw9ezYkJESXq9lHRKWBAwdqP75fv3627o0qaYpyvXr1ZFzWSZFUHOWqfSoell1C2rRps2HDBtmF8qYrv//++7ILAS7DpqSiceJPHn2n/xibVD744IP9+/drPLhChQqTJk2ytYSMh1XRkooVK+p+WedFUnGUC/epCNHR0QqSisd/pysHBAQoqAW4AO3DaWvVqmXTx56+SaVVq1Z6Xc1WSUlJ48aN0368uAVp2eLHCjv+KEBScciNGzdkLKJckPjJCQ4OllqiEM8880yNGjVOnjwpu5D4Toqwoma2EeDsxKfjpUuXNB6scaHVfOXKlStTpkxycrLNzbqDsYNqRUzRvs9Jw4YN33zzTTuqyFjNgaRihaTiEAUdKka9+snj6en51ltvjRw5UkGtuLg4kgqgxc8//6z94JYtW9p6/Zo1a/7xxx+2nnUnA5OKuDl/8MEH2o+PjY3VssWPFfEUl5qaautZRSKpWCGpOMSFB6nk69mz54QJE27fvi27UEJCwoYNG5588knZhQBnZ1NSsbVPxcPyAsjZk8rAgQO17934yiuv2DToOB/DadUgqTjEtQep5Clbtqz4MV66dKmCWuKxhqQCFC4zM3P79u0aD65cubId4070GqpiVFJZs2bNtm3bNB7s7+8/Y8YM+woxRVkNkopD3KFPRRgwYICapPLjjz+eOHEiLCxMQS3ASe3atevmzZsaD7ajQ8VDv6SSkpJy+fJlxdNY0tLSRowYof14m7b4sSKjT0WEy3Llyul+WadGUnGIpK6/gsyQVBo0aBAVFbVz507ZhXJycuLi4ubMmSO7EOC8bJqfbGxS8bB0qyhOKtOnT9c+0cHWLX6sMPFHDZKK/U6fPi17sfmQkJDAwECpJTSKjo5WkFSEjz/+ePLkyUxXBu5F9nBaD8uIWjvOuiuRVB5++GG9rlYkcVueOXOm9uNt3eKnoKysrISEBPvOLQRJ5U4kFfu5wyCVfC+99FKVKlX+/vtv2YWuX7++bNmyt956S3YhwBklJyfv2bNH48HiOadhw4Z2VAkKChJPC9rfMRVC8VCVYcOGpaWlaTz4iSeesGmLHysipmRmZtp9+r0wnPZOJBX7uckglTw+Pj69e/e2YwFHO8TFxZFUgLvatGlTTk6OxoObN29u97Y7NWvW1OUWpzKpbN68+csvv9R4sLinObguNsNplSGp2M+t+lSEPn36TJs2TcYzhJX4+PiNGzeKxx3ZhQCnY9Oa0Y888ojdhcLDw50rqWRnZw8aNEj78XZs8WNF0jhFksqdSCr2c/ll36wEBQW99NJLq1atUlBr/vz5JBXgTgoGqeRxuonKCxYsOHjwoMaD7dvix4qMpFK1alU7VvR3eSQVO2VkZBw5ckRqCT8/v4iICKklbBUdHa0mqfzwww8nT56sUaOGglqAszh27NipU6c0Hly8ePGmTZvaXUuvpJKYmHjz5k3ZY+SvXr06YcIE7cfbt8WPFRkPq3So3BVJxU7x8fFZWVlSS0RGRnp7e0stYavmzZs/+OCD+/btk10ob7ry7NmzZRcCnMj69eu1HyxiSrFixeyupe9EZdkvskePHq19oyJxE7Nvi5+CRPzSnhq1YzjtXZFU7ORWw2kL6t+/v+M/5FrkTVf29/dXUAtwCjYllUcffdSRWvpOVJaaVP78888lS5ZoP37+/Pl2bPFj5eDBg7m5uQ5e5E70qdwVScVO7jacNl+XLl1GjhypfYdSu4knpGXLlvXt21d2IcApZGZmbtmyRfvxDiaV6tWr+/n5paenO3KRPLKHqgwYMED7fCi7t/ixwnBalUgqdnLbPpXixYv36NFj1qxZCmrFxcWRVIA8O3bs0L7Aia+vb7NmzRwp5+npGRYWFh8f78hF8khNKp9//rn2RSkDAgJsWheuEJKSioPTkVwVScVObtun4mGZ3TdnzhztDzF2O3To0KZNm1q3bi27EGB+Nr36adKkSYkSJRysGB4ebvKkcuvWrbffflv78aNGjapataoupWV8BAQHB5tkUXKzIanY4+rVq7JXa61QoUJQUJDUEnYLDQ195plnvvvuOwW1YmNjSSqA8NNPP2k/2MFXP3nMP1F56tSp58+f13hwjRo1hg0bpldpGX0qDKe9F5KKPdxtJZU7RUdHq0kq69atO3XqlMhGCmoBpiUejWx642yqpHLmzJmsrCwfH50/bk6cOGHTbqbiYLu3+LEiHlYTExN1uVRBDFK5F5KKPdx2kEq+Nm3a1K5dW8buXFZycnL+9a9/6fVqGXBSNnWoiExg3xbKVvSa/pOdnS2eN3Sc9pxnyJAh2gf8PvHEE//85z/1Ks06+oqRVOzhzoNU8vXr18+mtavttmTJkpiYGMdfugPO68cff9R+cJMmTXSZ3q/vkir6JpUNGzZo79YV0W3evHk6Vmfij2IkFXvQpyK88cYbY8aMSU1NlV0oOTn5s88+6927t+xCgDllZ2dv3LhR+/GPP/64LnVDQkJ8fX112epL36EqWVlZgwcP1n58//79IyMjdWyAjIdVT09PJv7cC0nFZrm5udp3l7CPl5eX+YdWBQYGduvWbeHChQpqxcbGklTgtnbt2qV9AVbhscce06Wut7e3CCvHjh1z/FL6JpX58+cfPnxY48EVK1acOHGijtU95PSphIaGstDlvZBUbCZ+5G7duiW1RFhYmFO87IiOjlaTVEQ03LJli15PioBz+eGHH7QfXKxYMV1WNssTHh5utqRy6dKlmJgY7cfrssWPFRlJhVc/hSCp2IxBKvkiIyNbtWq1efNmBbXEUxRJBe7JpqTStGlTHZ9zTDhRedSoUTdu3NB48IMPPtizZ0+9Suc5c+ZMSkqKvtf0IKkUiqRiMwapFBQdHa0mqXz33XenT58OCQlRUAswj3Pnztn0dCQeHnSsrldSOXHihC7X2bNnzyeffKL9+NjYWMe3+LHCcFr1SCo2o0+loOeff/6+++4TDxmyC+VNV54xY4bsQoCp2DTrR9B3pUS9Jirfvn37woULjq8PO2DAAO37Anbp0qV58+YOVrwTU5TVI6nYjGXfCvLy8urbt+/o0aMV1FqyZMmkSZOcYgQPoBebllj09/d/+OGHdayu70RlB5PKsmXL/vOf/2g8OCAgQNKDjYw+FXEj1Xd2koshqdhGPBnI3hdU3Gt03G9dgV69eokAocueq4VLSkpavny5KCe7EGAS4sfKprerUVFRvr6+OjYgLCxMfIjqssmXuHO2bNnS7tNTU1Pfeecd7ceLxye9tvixIuNhVXyfixcvrvtlXQZJxTYHDx6UvTPf/fffr/uLVanKly/fuXPnTz/9VEGtuLg4kgrch4gpNs001H2TLJF7goODT58+7filHHzGi4mJuXjxosaDxQe/jlv8FJSdnS1jbW5e/RSOpGIbhtPeVXR0tJqkIp5mtm7dqtdyEYDJff/99zYdL2M7z/DwcMOTytGjR21aZHb27NnFihWzu1zhLZHRf0xSKRxJxTYMp72rRo0aPfTQQ9pfITsiNjaWpAI38e2332o/uFy5cv/4xz90b4NIKps2bXL8Oo4klSFDhmhfKrdNmzY6bvFjheG0hiCp2IY+lXuJjo5Wk1TEvfvMmTP33XefglqAgfbt23fu3Dntxz/++OMyXhzrNWzO7hXkvv/+e+0ryvj4+Lz//vv2FdJC0hRl8y9KbiySim3oU7mXl19+ediwYZcuXZJdKDs7e8GCBe+++67sQoCxbOpQ8bBsFyyjGXpN/0lKSkpOTi5TpoxNZ2VmZg4ZMkT78bpv8WNFxkeAt7d37dq1db+sKyGp2ODixYtXrlyRWiIoKKh8+fJSS0ji6+vbq1evqVOnKqj10UcfTZw4kaHycG02zU/2MH1S8bC8AGrUqJFNp8ydO1d7Z4yMLX6syOhTEd9hSaNqXAZJxQZ0qBSub9++7733XlZWluxC165dW7Fihe6LZAPmcfbs2b1792o/PjQ0VNLqBuKynp6e2tdbK4StSUU8HE6ZMkX78TK2+CkoLS1Nr8V2C2KQSpFIKjZgkErhqlWr9sILL3zxxRcKasXGxpJU4MK+/vprm45v27atnIZ4lChRokqVKhcuXHD8UrYOqh05cmRqaqrGg//xj3/IvidIWqWCpFIkkooN6FMpUnR0tJqkIlLjL7/88sgjjyioBahna1J58skn5TTkf4WHh6tPKrt3716xYoX24+fPny97JSqG0xqFpGID+lSKJKKD+E9QEOk8LDcmkgpcUlJSkgji2o/39vaWsZJKPpFUbGrPvWhPKrm5uQMHDjR8ix8rTFE2CklFq+zs7Pj4eKklfHx86tatK7WEAv379+/bt6+CQt98883Zs2eDg4MV1AJUEv+2xQ1H+/FNmzYtVaqUvPboNQJGe1JZunTpnj17NB4sb4sfKzL6VHx9fSMiInS/rIshqWh15MgR2Vvb1KpVywVGgHft2vWdd95JTk6WXShvuvL06dNlFwIUs/UVart27SS1JI9e03/Onz8v7qJ+fn6FH3bjxg2bNj2Vt8WPFRlJRdz2xTOq7pd1MXyDtGKQikb+/v5vvPGG1MWX8uVNVy7yxgc4EfE5vXHjRptOeeqppyQ1Jo9eSSU3N/fEiRNFrncifqgvX76s8ZrytvixkpSUpMtgHSu8+tGCpKIVg1S069+//7x583SZ1li4q1evrlixokePHrILAcp89913GRkZ2o+vVKlS48aN5bXHQ+8lVQpPKocPH46Li9N+wTlz5qjpimY4rYFIKlrRp6JdzZo127Vr9+OPPyqoFRsbS1KBK1m9erVNx8ubn5wvMDCwYsWK2vs5ClHkUJVBgwZpX5OpTZs2zz//vMON0oThtAYiqWilIKm4TJ+Kh2W6spqksn///u3bt7ds2VJBLUC269evb9iwwaZTZL/6yRMeHq4gqXzzzTc///yzxkv5+PjYtMGygyT1qZBUtCCpaJKSkqLLvueFKFWqVEhIiNQSKom7Z82aNR3ZPVW72NhYkgpcw1dffWXTqx/xaa0mqYgf519//dXx6xRyTxD/4TaNOBGPQ3Xq1HG8SRrJSCrFihXT8c2aCyOpaCL+jcoedeF6byv79eunZqTb119/fe7cuerVqyuoBUi1atUqm44XGV3q+vH59PpALSSpzJw5U/ta9Qq2+LEiI6nUrl3b29tb98u6HpKKJgyntUOPHj3GjRt369Yt2YWysrIWLlyoZnNEQJ5Lly5t2rTJplOUjdLQK6mcOnUqJyfHy8vL6uvnz5+3acWBadOmSV1CxoponoyVF1zvAVUSkoomDKe1g3jU69q164cffqig1uLFi8ePH890ZTi1VatW2bTgm/DPf/5TUmOs6JVUMjIyzp49e+eb7hEjRmh/qmnUqJHicfQMpzUWSUUT+lTsEx0drSapXLlyZeXKlW+88YaCWoAkNm1z42F5vAkNDZXTFmv6TlS2Sio7duyw6bWXgi1+rDCc1lgkFU0k/TMtyCWTSr169R555BFddgwpUmxsLEkFzishIeH333+36ZSXXnpJUmPuVK5cuTJlyujyBkQklVatWuX/MW+LH+2nv/rqq82aNXO8GTYhqRiLpFK0s2fPyl4bPjg4WM2wOPWio6PVJJV9+/bt3LkzKipKQS1Ad59++qmtp6hMKh6W6T9//PGH49exGlT74Ycf/vnnnxrPDQgIeO+99xxvg61kvP0pXry4XhsquTySStEYpOKIF198sVq1aufPn1dQa/78+SQVOKPc3Nzly5fbdEqdOnUUb2gaHh6ue1IRD4Fjx47Vfu6YMWPUbPFTUE5OjoztaSMjIxW/w3JeJJWiMUjFEd7e3n369Bk/fryCWl999dWFCxfU38gAB/3000/nzp2z6ZQOHTpIasy9yJioPG7cuKtXr2o8MSwsbOjQobq0wSbHjh1LS0vT/bK8+tGOpFI0+lQc1Lt37ylTpti0npV9srKyFixYIGrJLgTo66OPPrL1lM6dO8toSSF0TyoHDhxYtGiR9hOVbfFjhUEqhiOpFI0+FQdVqlSpY8eOts5rsE/edGVDbmeAfS5durRu3TqbThF3DMWvfjz0SyopKSmXL1+uWLHiwIEDtc/KfvLJJ5UtHmOFpGI4kkoRMjMzExISpJYQH6sq14Q2RHR0tJqkIu6AK1eufP311xXUAnSxZMkScZ+x6ZRXXnlFUmMKoe9E5W3btm3dulXj8b6+vu+//75e1W3FYiqGI6kUIT4+XvvGnvYRMcXlF1R+6KGHGjVqpMtwvCLFxsa6T1JJT0/fuXPn77//vn///lOnTp0/f/769eu3b98Wf1WyZMkyZcrUqFGjVq1aTZo0eeyxx8LCwoxuL6zl5ubauuaQp6en+lc/QuXKlcU/qtTUVMcvJT77bVpUWvEWP1Zk9KkEBASIn03dL+uqSCpFYJCKXsS9pnv37goK7d27d9euXc2bN1dQyyjiEfy777779NNPN27cmJdL7pRkcfLkyc2bN3/wwQcellmm4lm8a9euERERatuLe1q3bp2tu5+2bNlS2YJvVkTY1eVt+Lhx4y5duqTx4IoVK06YMMHxovYRDwPHjh3T/bKRkZG6X9OFkVSKwCAVvYinwBEjRly5ckVBrdjYWFdNKiKjiNgxY8YMW6eKeFi63KdMmSKeZZ955pl33nnHVb9FzmXu3Lm2nmLgCofh4eG63BK1xxQP5Vv8WImPj7d1iwMtePVjE5JKEehT0Yufn1/Pnj3VrNq0du3av//+u0qVKgpqqbRt27a+ffs6OHAqNzd3nUWnTp1mz57NpG4DiduL9rEaeQICAjp27CinOUXTcaiKRuq3+LHCcFozIKkUQUFScZM+FaFfv36zZs2S8YBiJW935ZiYGNmFlMnJyZk4caJ4uBS/0euaq1ev/uGHHz766CMDP/nc3MyZM209pUOHDiKsyGiMFoqTiqenp/otfqwwnNYMSCqFSUpKkr24arly5dznoTY4OPi55577+uuvFdT68MMPx44d6xrTlTMzM7t06bJ27Vrdr5ySktKpU6edO3fOnTuX5TIVO3PmjE3b8uXp3bu3jMZopDipGLLFjxVJfSr16tWTcVlXRVIpDB0quouOjlaTVC5durR69epu3bopqCVVbm6uCBNSv2nisfXy5cvLli1z+TlopjJz5kxb5xWKjzdjP7lVJpWSJUsassWPFRmfAoGBgeKxTffLujCSSmEYTqu7Vq1aRUZGythE406xsbEukFTGjBmjINutXLlSfGqKbCe7EPJcuHDBjnVp+/TpI6Mx2lWrVs3Pzy89PV1BrdGjRxs+1OzGjRt2DF0vkvpV+5wdSaUwDKeVoX///tHR0QoK7dmzZ/fu3Q8//LCCWpKI9s+YMUNNrTVr1oSGhprhKdYdTJs2zdbP+5IlSxqevD09PcPCwhQ8adSsWdOQLX6sMJzWJEgqhaFPRYbXXntt1KhRKSkpCmrNnz/fqZNKv379dBxCW6SZM2c2bdr0pZdeUlbRPR0/fnzx4sW2nvX6668bOFk3X3h4uIKkYtQWP1YYTmsSJJXCHDx4UOr1xQOKG46rEo+Gb7zxRmxsrIJaa9euvXjxYlBQkIJaulu3bt2ff/6puGifPn2ioqKc9Dumu7S0tLJly97Z+eHv75+YmGj3HJzRo0fbuny+uFcMHDjQvnL6UjBUpW3bts8995zsKlownNYkSCr3dOLECV3WjS5EjRo1DJxwaKD+/fvHxcXl5ubKLiQ+DxYuXDhp0iTZhWRYsGCB+qLXrl0bMGDAmjVr1Jc2oR07dtz1Hc2tW7e+/PJL+97FbN261Y5v71NPPVWrVi07yulOdlIxdosfK/SpmARJ5Z4YpCJPRETEE0888fPPPyuolTddWdz+FNTS0dWrVzdu3GhI6bVr17r8dgQaFfK/YPny5XYkFRGd7Ruk9fbbb9txlgyyk4r4/tSuXVtqCe1kdKuXLl3afVam0AtJ5Z4YpCKVuB+pSSqJiYmrV6/u2rWrglo62rJli+ytMQsxYsSInTt3GlXdPDZt2lTIX9nxYnHy5MmHDh2ytRkiNbZs2dLWsySRmlQqVapk4BY/VsT/X/HAoPtl6VCxA0nlnuhTkerZZ58NDQ09deqUglqxsbFOl1SMDQq//vqraEBUVJSBbTBccnLyvn377vW3OTk5K1asGDZsmPYLiu/q9OnT7WjJqFGj7DhLkvvuu8/X19fWcTYaGbvFjxVe/ZgHSeWe6FORytPT86233lLTp/3777//5z//eeihhxTU0osdT976mjNnjpsnlc2bNxc+8Wrp0qXak8qVK1deeeUVO7aSaNSo0TPPPGPrWfJ4e3uHhITI2F64cePGarZb14jhtOZBUrm7tLQ0GT+KBZUoUcIkQ+SM0rNnzwkTJohvtYJasbGxzpVUTp48aWwDvv32W/HhWqFCBWObYaBCXv3kiY+PX79+fdu2bYu8lPhH/uKLL545c8aOZkyePNmOs6QKDw/X/fZohi1+rNCnYh4klbs7ePCg7HUs6tata6ofS/XKlSvXpUsX8WCqoNaaNWtmz55duXJlBbV0IVKCsQ0QT/9r1641fFFUA2kZ0Txu3Lgik0peTLHvdV5UVFS7du3sOFEqGUNVXn31VbMtfcSyb+ZBUrk7BqmoER0drSapZGZmLlq0yDyD9Yp069Yto5vg8cUXX7htUjl37tzRo0eLPGzPnj1xcXGFTOe5ePHiSy+99Ouvv9rXDDs2W1ZA96Riki1+CsrNzZXxBlY8njnR85J5kFTujkEqajRs2LB58+a7du1SUOuDDz4YPXq0s0xXtmNAg+527tyZlZXl4+OOd4kiX/3kGzFiRO3atdu0aXPnX61atWrw4MGXLl2yrw2dO3c2WzdDHt2TypgxYwzf4sfKiRMnZDwt0KFiH3e8B2lBn4oy4nlUTVIRT7dr1qzp0qWLglqOCwgIuHHjhrFtSEtL27t3b9OmTY1thiG0L2aTnp7+zDPPiH/Gb7zxhogsOTk5x48fF0FnyZIljrw+KFGihNm6GfLVrFlT36sNGTJExwvqguG0pkJSuTsFSYU+lTwdOnQYOnSoiBEKas2fP99ZkkrZsmUNTyoeli0S3TOpbN68WfvBWVlZ71vo2ICJEycGBwfreEEdhYWFeXl56TWSb+7cuWbY4scKw2lNhaTyv65du3bo0KGD/yXS9OXLl2UXrVu3bu3/SzxbOMu7CR35+Pj07t07JiZGQa3ffvutSpUqDRs2bNCgQd6v4tsu7rkKStuqVq1ap0+fNroVHkeOHDG6CQYQd4O///7bwAaIf5xm2En4XsRtSqQoXf59tm3b9tlnn3X8OrpjOK2puGNSSU5OLphLBDUP9FauXr26yyL/K97e3jVq1LCKL+4w/Kpv377Tp0+XtJaUlcTExPUWeX8sXrx4vXr18oOLEBgYqKAZRRKtMmo1/YLULM1nNtoHqcggcsCSJUvE3cDANhQpPDzc8aRiqi1+rJBUTMX1k8qNGzescsmFCxeMbtTdZWdnH7P4/vvv879YqlQpkVciIiLys4t42i5RooSB7dRdUFBQ+/btV69erb50WlraHov8r4iwmB9cxK8hISHqWyW0bt3aDDdxM/TrqGdsUomJiXnwwQcNbIAWIqk4/l0aMGCAebb4KUg8NUnqTRT/Zx+2eOihhxo1auRid3J5XC2ppKamWuWSc+fOGd0oh4ik9btF/lc8PT2Dg4Otul5M+0pbo+joaEOSyp1OWnz99dd5fyxdunT9+vXzg4t4JPLz81PQjFatWgUGBqakpCioVYikpCRjG6BeTk7O1q1bjar+2GOPjRw50qjq2jk+/adSpUrjx4/XpTG6O3z4sKRdt86fP7/WwsPy4vuBBx7ISy3iV/E4KqOia3D6pJKRkbFy5cr8XGLfKpDOJTc394xFwR3+RDaPsMgLLq+++qqBLbRDVFSUyAF//vmn0Q2xdv369e0WeX/09vYW39684PLCCy/IW2VY/A/t1avXnDlzJF1fIzMs66KYeCowaixztWrVVq1a5RQLQjqeVKZPn26eLX6sKJhR4WEZiL3PYuHChR6WQfRNmzbNSy3iV/FHBW1wFk6fVP744w9TbRVhlNu3b++3EL8PDg52uqQi9O/fX3w2G92KImRnZx+y+Pzzz0NDQ6XuhzB8+PDFixcb261y8+ZNA6sbwqjhQX5+fuJRu1KlSoZUt5WDE5XNtsWPFUmDVAqXlJRUcAiduLfkd7fUr1/fPZc1yuf0//EmfAo3nHjiN7oJ9hDpauTIkU70ukH29zkoKGjq1KkDBw6UWqVwubm5BlY3hCGDVLy8vD777DMnmhAukoqnp6d9/zzytvjRvUk6MiSpWDlqIf5VeFgG/osmhYWFGd0owzh9UsnrRUBBTppUxE9jz549Z82aZXRDNAkICJCx+4mV6OjoHy1kF7oXdxvxl5aWZvfK944Qn9wdOnRQX9du4h9GlSpV7Jud0LVrV3OuvZtPzdsf7bKzs++77z6jW2Ekp08q9KncqUGDBkY3wU79+vWbM2eO7L0hdfHAAw+oGU+wfPnyFi1axMfHK6h1J3dLKtu3b09PT1dc9P333xf/8hUXdZxI6nYklZIlS7777rsy2qOX1NRUs413rFOnDm9/nFhubq4ZuunMxkn7VITQ0NCnn3563bp1RjekaMq+yWXLll2/fn3r1q21bJinO3dLKopf/Xh7ey9cuPDNN99UWVQvIqn88ssvtp5lwi1+rIjPFLO99GRBc+dOKgkJCW44N6FwpUqVcurXmdHR0SQVK9WrV9+5c2f79u137NihrGgef39/xRWNpXI4bZkyZVavXn3XrQ2dgh1vP8UpZl57N48Jn35JKs6dVHj1cydn3/jwySefjIiIMP8i7oo7ripUqLB169aYmJipU6eq3GZZfJoqq2UGrVq1+uuvvxQsl9y0adPly5crGOokjx3Tf+bMmWP+DUNIKiZEUnE1zvvqJ1+/fv0GDx5sdCsK4+Xlpf7eIYpOnDhRPIL37NlTWZKrVq2amkImMWPGjD59+kyYMGHVqlWSxksVL1581KhRo0ePNvl6+UWyNWa1a9fOnFv8WDHbcFoPkoqzJxUm/tzJBZJK9+7dx44dm5qaanRD7ikiIsKoARxRUVHimS82Nnby5MnJycmyy1WvXl12CbOpWbPm8uXLx48fL1KL+E1GRoZeVxZZ8+WXX3733XddYx6HTUnF19d37ty58hqjI7P1qZQqVcrZlyB3nHMnFQNnb0KewMBAoxYJdQo+Pj5Dhgx5/fXXp0yZsnDhQqlzVdwwqeQRYfSjjz6aOnXqBx988OGHHzq4WVjJkiW7dOkyfPhwp37dY0X8nFasWFHjtvOm3eLnTomJiUY3AdacO6kAbqtcuXJz5swZOnRoTEzMxx9/LGnwiru9/bFSuXLl8ePHjxkzZsOGDatWrfrmm29sytDi/1GrVq1efPHFF154wSVnUYngpSWpiG/jhAkTFLQHroqkAjix6tWriyf+gRYy9tVzpT4Au3l7ez9lkZOTs3fv3u3bt//1119Hjhw5c+aMCC43b9708vIqXrx4QEBAlSpVRLarWbNm/fr1H3zwwQYNGjjFJj52E/88tCyUN23atMDAQAXtgasiqQBOr169eps3b/7iiy/69et35coVvS4rPqHFlfW6mgsQiaSxhdENMYtPLYxuBVwfSQVwER06dGjRokW3bt30Wr4sIiLCz89Pl0sBgN1IKoDrCAoK+vnnn4cPHz5nzhzHr+a82zIAcCUkFcDVzJo1Kzs7e968eQ5ex9lXEQTgGkgqgAuaO3duYmLiqlWrHLlIs2bN9GoPANiNpAK4pgULFqxfvz4pKcm+00uUKEFSAWAGJBXANZUpU+bNN9+cOXOmfadHRUUVK1ZM3yYBgB1IKoDLevrpp+1OKq1atdK3MQBgH5IK4LIcWQ2ldevWOrYEAOxGUgFcVpkyZew7MTg4uEmTJrq2BQDsRFIBXFZaWpp9J3bq1EnflgCA3UgqgMtKTU2178QuXbro2xIAsBtJBXBZ586ds+OsOnXqNGzYUO+2AICdSCqAy0pISLDjrK5du+reEgCwG0kFcFn79++39RR/f/8+ffrIaAwA2IekArgsOzZV7t69e/ny5WU0BgDsQ1IBXNPly5f//PNPm07x9vYeNmyYnOYAgJ1IKoBrWr58eU5Ojk2ndOjQITQ0VE5zAMBOJBXANX388cc2He/j4zN+/HhJjQEAu5FUABf07bffHjhwwKZT+vXrFxkZKak9AGA3kgrganJzcydOnGjTKRUqVJg0aZKc5gCAQ0gqgKtZsGCBrWNpJ0+eXLp0aTnNAQCHkFQAl3Lu3LnRo0fbdErjxo179eolqT0A4CCSCuA6MjMzX3755ZSUFO2nBAQErFixwsvLS16rAMARJBXAdQwaNGj37t02nTJ37txatWpJag8AOI6kAriIyZMnL1q0yKZTXnjhhTfffFNSewBAFyQVwBW8//77EyZMsOmU4ODgjz76SFJ7AEAvJBXA6Y0dO3batGk2nRIYGLhu3bpy5cpJahIA6IWkAjixtLS03r17L1++3KazvL29V69e/cADD0hqFQDoiKQCOKujR4926NDhr7/+svXE2NjYdu3ayWgSAOiOpAI4pYULF7799tupqam2njhy5Mi+ffvKaBIAyEBSAZzM0aNHe/Xq9csvv9hxrgg306dP171JACAPSQVwGsnJyZMnT46Li8vMzLTj9HHjxrG5DwCnQ1IBnMCtW7cWLlz47rvvXr161b4riIgzZswYfVsFAAqQVABTS01NXbBgwezZsy9fvmzfFby9vefOnRsdHa1vwwBADZIKYFInT56Mi4tbunTp9evX7b5ImTJl/v3vfz/xxBM6NgwAVCKpAOaSnZ39ww8/LFmyZN26dTk5OY5cKiIi4rvvvmNbHwBOjaQCmMWBAwc+s7h48aLjV2vbtu2qVatKly7t+KUAwEAkFcBghw4d+rfF4cOHdblgsWLFYmJiRowY4enpqcsFAcBAJBXAYPXq1dPxanXr1l2+fHnDhg11vCYAGIikAriO/v37z5w5s3jx4kY3BAB0Q1IBXEFYWNjChQvbtGljdEMAQGckFcC5FStWbPjw4WPHjqUrBYBLIqkATqx9+/bvvfdezZo1jW4IAMhCUgGcUosWLaZNmyZ+NbohACAXSQVwMg8//PCkSZMYkgLATZBUAOfg6en51FNPjRgx4tFHHzW6LQCgDkkFMLuSJUt27do1Ojq6bt26RrcFAFQjqQDm1aBBgzfffPO1114LDAw0ui0AYAySCmA6lStX7ty5c/fu3evXr290WwDAYCQVwCwqVKjQvn37l19++bHHHvPy8jK6OQBgCiQVwGARERHPPffc888/HxUVRUABACskFcBgem2hDAAuiaQCAADMi6QCAADMi6QCAADMi6QCAADMi6QCAADMi6QCAADMi6QCAADMi6QCAADMi6QCAADMi6QCAADMi6QCAADMi6QCAADMi6QCAADMi6QCAADMi6QCAADMi6QCAADMi6QCAADMi6QCAADMi6QCAADMi6QCAADMi6QCAADMi6QCAADMi6QCAADMi6QCAADMi6QCAADMi6QCAADMi6QCAADMi6QCAADMi6QCAADMi6QCAADMi6QCAADMi6QCAADMi6QCAADMi6QCAADMi6QCAADMi6QCAADMi6QCAADMi6QCAADMi6QCAADMi6QCAADMi6QCAADMi6QCAADMi6QCAADMi6QCAADMi6QCAADMi6QCAADMi6QCAADMi6QCAADMi6QCAADMi6QCAADMi6QCAADMi6QCAADMi6QCAADMi6QCAADMi6QCAADMi6QCAADMi6QCAADMi6QCAADMi6QCAADMi6QCAADMi6QCAADMi6QCAADMi6QCAADMi6QCAADMi6QCAADMi6QCAADMi6QCAADMi6QCAADMi6QCAADMi6QCAADMi6QCAADMi6QCAADMi6QCAADMi6QCAADMi6QCAADMi6QCAADMi6QCAADMi6QCAADMi6QCAADMi6QCAADMi6QCAADMi6QCAADMi6QCAADMi6QCAADMi6QCAADMi6QCAADMi6QCAADMi6QCAADMi6QCAADMi6QCAADMi6QCAADM6/8Bv3vz+tO3MI4AAAAASUVORK5CYII=)
| 0,95
| 0,96
| 0,97
| 0,98
| 0,99
| 1,00
| 0,94
| 0,93
| 0,92
| 0,91
| Тип горных пород
| 1
| 2
| 3
| 4
| 1
| 2
| 3
| 4
| 1
| 2
| Глубина скважины 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)
| 3000
| 3100
| 3200
| 3300
| 3400
| 3500
| 3600
| 3700
| 3800
| 3900
| Средняя плотность пород 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)
| 2500
| 2550
| 2450
| 2480
| 2540
| 2520
| 2600
| 2570
| 2580
| 2460
| Заданный период время 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)
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