Для определения параметра электротепловой обработки призабойной зоны по левой оси абсцисс откладываем величину и строим из этой точки пунктирную перпендикулярную линию до пересечения с линией и . Из точки пересечения этих линий проводим горизонтальную линию до оси ординат . Таким образом, повышение забойной температуры составляет . На правой оси абсцисс откладываем обводненность и проводим горизонталь до пересечения с линией «песчаник ». Из точки пересечения восставляем перпендикуляр до пересечения с пунктирной линией (точка А). Из точки А под углом 45 проводим линию до пересечения с левой осью абсцисс, получаем .
![](data:image/png;base64,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)
Для определения времени обработки откладываем на шкале |