Софтуерната система за хроматографски данни Thermo Scientific™ Chromeleon™ 7 CDS оптимизира работния процес в лабораторията. Този софтуер осигурява отличен контрол върху инструмента, автоматизация, обработка на данни и др. Това е първата софтуерна система за хроматографски данни, която унифицира и обединява работните потоци на хроматографския и рутинния количествен масспектрометричен (MS) анализ. Софтуерът Chromeleon осигурява пълна интеграция както с конвенционалните хроматографски техники, така и със съвременните газ-хроматографските (GC-MS/MS) и течно-хроматографските (LC-MS/MS) инструменти на Thermo Scientific.
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)
Основни предимства на Chromeleon 7.3 CDS за лабораторията:
- Подобрена лабораторна производителност - помага ви да получавате повече резултати с по-малко усилия и да реализирате значително увеличение на производителността
- Повече коректни резултати от първи път - по-малко грешни резултати, дори и за непрофесионални потребители
- По-лесно постигне, поддържа и демонстрация на съответствие с регулациите. По-лесно от всякога можете да сте в крак с постоянно развиващите се стандарти и разпоредби
Основни предимства на Chromeleon 7.3 CDS за ИТ:
- Намалени разходи за по-бърза възвръщаемост на инвестицията - Активирайте стандартизацията на вашата система, за да намалите разходите без компромис в ефективността на лабораторията
- Безпроблемно интегриране от единична работна станция до глобално корпоративно внедряване, за централизирано внедряване, поддръжка и управление на хроматографска база данни с локални, регионални или облачни центрове за данни
- Ефективна, дългосрочна стабилност за вградена непрекъснатост на бизнеса с водещи в индустрията инструменти за сигурност и цялост на данните
Създадени възможности за лабораторията в Chromeleon 7.3 CDS
- Водещ в индустрията софтуер за контрол на инструменти поддръжащ над 525 различни модула на инструментите от над 20 производители, включително всички хроматографски и масспектрални инструменти на Thermo Scientific
- Сигурен, контролиран от администраторите потребителски достъп, за да се осигури целостта на данните и съответствие с GxP и 21 CFR, част 11
- Опростено създаване на последователности за анализ на проби, методи и отчети, посредством универсалните процедури на eWorkflow ™
- Автоматизирани алгоритми за отчитане на успешен / неуспешен анализ, с интелигентен контрол на изпълнението
- Бързо и точно интегриране на пикове с Cobra Peak Detection и обработка пикове с SmartPeaks ™ Integration Assistant
- Рационализирано количествено определяне на MS данни, обработка на данни и NIST скрининг спектрална библиотека
- Опростено архивиране, търсене и трендиране на данни за хроматография и масспектрометрия
- Интегрален дизайнер на персонализирани отчети базирани на електронни таблици, шаблони за отчети и разширени изчисления и диаграми