Glacios Cryo-TEM има основно приложение в биологията и медицината. Дава едно завършено решение за голяма част от изследователите в областта на живата материя. Целият работен процес от пробоподготовката, анализ, оптимизация на пробите, събиране на изображение и обранотка на данни е гарантиран без никакво замърсяване, висока производителност и сигурност на получените резултати.
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) 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В същото време той се характеризира с малките си размери, което го прави желан и приспособим продукт за всяка една лаборатория. Glacios Cryo-TEM притежава вграден метод за "анализ на една частица", който позволява първоначален скрийнинг на пробата и последващо оптимизиране на анализа.
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Притежава нарастващо напрежение в обхват 80-200 kV източник на електрони със силно лъчение. Всичко това съчетава компактен уред, лесна инсталация и употреба.
Работа със замразени проби Cryo, която функция е задължителна при работа с биологични проби.
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