Да это любой врач может сделать, если видит нарушение в проведенной методике, ортопед это тот же хирург, другой вопрос, что это может быть сделано из субъективных побуждений, в РБ на этот случай имеется четкое правило как измерять угол продольного свода.
Продольное плоскостопие и молоточкообразная деформация пальцев стопы оцениваются по рентгенограммам, выполненным в боковой проекции в положении стоя с полной статической нагрузкой на исследуемую стопу. На рентгенограммах путем построения треугольника определяют угол продольного свода стопы. Вершинами треугольника являются:
нижняя точка головки I плюсневой кости;
нижняя точка соприкосновения костных поверхностей ладьевидной и клиновидных костей стопы; нижняя точка бугра пяточной кости. В норме угол свода равен 125 - 130 градусам. Плоскостопие I степени: угол продольного внутреннего подошвенного свода 131 - 140 градусов; плоскостопие II степени: угол продольного внутреннего свода 141 - 155 градусов; плоскостопие III степени: угол продольного внутреннего свода больше 155 градусов.
[img]data:image/png;base64,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[/img]