​​​​​​​Высокоточная электрическая муфельная печь SNOL 8.2/1100

МуфельнаяпечьSNOL 8.2/1100

Высокоточная электрическая муфельная печь SNOL 8.2/1100 это универсальная лабораторная печь, нагревающаяся до 1100 °C и предназначенная для испытания материалов и термической обработки, такой как отверждение, разрыхление, нормализация образцов керамики и керамогранита. Для удаления газов или дыма, выделяющихся при термической обработке, в изделие может быть дополнительно установлена вытяжная система. Печь отлично подходит для научных лабораторий, учебных заведений, керамических мастерских, медицины и промышленности.

Описание

<img align="bottom" border="0" height="255" hspace="1" name="Paveikslėlis 1" src="data:image/jpeg;base64,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</p>