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Snímek embryonálního myšího srdce z optického tomografu, model kapilár složený z více konfokálních snímků potkaního mozku a snímek mozku bažanta pořízený magnetickou rezonancí.
Oddělení Biomatematiky se zabývá biologickým zobrazování a obrazovou analýzou.
Biologické zobrazování a obrazová analýza
zahrnuje výzkum 3D morfologických aspektů fyziologických procesů na mesoskopické, mikroskopické a ultrastrukturální úrovni. Oddělení spolupracuje na řadě takto zaměřených projektů jak v rámci Akademie věd ČR, tak i s jinými pracovišti. Další zájemce o spolupráci vítáme (kontakt: jiri.janacek@fgu.cas.cz).
AKTUÁLNÉ ŘEŠENÉ PROJEKTY
- Diabetické změny struktury kapilární sítě a pojivové tkáně
- Kvantifikace izolovaných pankreatických ostrůvků
TÉMATA DLOUHODOBÉHO ZÁJMU
- Vývoj metod 3D analýzy obrazu a stereologických metod včetně implementace (např. původních metod 3D konfokální stereologie použitých pro objemovou analýzu lidských Langerhansových ostrůvků určených k transplantaci)
- Zvyšování obrazového kontrastu optickou cestou (bez barvení vzorků) při mikroskopickém snímání živých buněk a tkání
OSTATNÍ PROJEKTY (výběr)
- Vliv ionizujícího záření na kapilární krevní síť
- Vliv zvýšené koncentrace CO2 na účinnost a ultrastrukturu fotosyntetického aparátu
- Mechanismy zodpovědné za tvorbu extracellulárních bílkovin (kolagen a elastin)
ZOBRAZOVACÍ PROSTŘEDKY A POSTUPY
(původ zkratek viz anglická verze této webové stránky)
- Laserová rastrovací konfokální mikroskopie
- Mikroskopie s dvoufotonovou excitací
- Mikroskopie s buzením druhé harmonické (SHG)
- ‘Bílý‘ laser a hybridní detektory (mikroskop Leica TCS SP8 WLL MP)
- Analýza obnovení fluorescenčního signálu po vysvícení (FRAP), Försterova rezonančního přenosu energie (FRET) a časových konstant fluorescence a fosforescence (FLIM a PLIM), včetně excitačně-emisních spekter (typu λ2)
- Optická projekční tomografie (OPT)
- Mikroskopie využívající osvit tenké vrstvy vzorku (SPIM)
- Mikroskopie s fázovým, modulačním a interferenčním kontrastem
DOSTUPNÉ PROGRAMY A POSTUPY
- Programy pro 3D analýzu obrazu, stereologii a prostorovou statistiku (Amira, Ellipse) rozšířené o původní metody; dekonvoluční programy (Huygens)
- Optické/chemické projasňování pro OPT a SPIM
OTEVŘENÝ PŘÍSTUP K PŘÍSTROJOVÉMU VYBAVENÍ
Oddělení je zapojeno v projektu CzechBioimaging [1] podporujícího otevřený přístup ke svému vybavení a některým dalším přístrojům, např. konfokálnímu mikroskopu s Nipkowovým rotujícím diskem (“Carv II“) [2].
[1] http://www.czech-bioimaging.cz/
[2] http://www.fgu.cas.cz/en/articles/529-czech-bioimaging-2016-2019
Aktuální projekty
MPI - nová modalita funkčního zobrazování koregistrovaná s anatomickým zobrazením.
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K analýze převodního systému srdečního a jeho vývoje u myší používáme 3D zobrazovací metody a optické mapování.
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Pomocí zobrazení s vysokým rozlišením a geometrické morfometrie studujeme vztah anatomie mozku a letových schopností ptáků, abychom umožnili interpretaci paleontologických nálezů neurokranií theropodních dinosaurů.
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Úspěchy
Bylo identifikováno nové vazebné místo pro kalmodulin (CaM) a S100A1 u TRPM4, nachází na distální části N-konce.
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Měření objemu Langerhansových ostrůvků pomocí optické projekční tomografie a metody Fakír
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Publikace
Olejníčková; Veronika - Hamor; P. U. - Janáček; Jiří - Bartoš; M. - Zábrodská; E. - Šaňková; B. - Kvasilová; A. - Kolesová; Hana - Sedmera; David
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Development of ventricular trabeculae affects electrical conduction in the early endothermic heart
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Developmental Dynamics. 2024; 253(1); 78-90
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IF = 2.5
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Vondrášek; David - Hadraba; Daniel - Přibyl; J. - Eckhardt; Adam - Ošťádal; M. - Lopot; F. - Jelen; K. - Doubková; Martina - Knitlová; Jarmila - Novotný; T. - Janáček; Jiří
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Microstructural Analysis of Collagenous Structures in Relapsed Clubfoot Tissue
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Microscopy and Microanalysis. 2023; 29(1); 265-272
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IF = 2.8
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Habart; D. - Koza; A. - Leontovyč; I. - Kosinová; L. - Berková; Z. - Kříž; J. - Zacharovová; K. - Brinkhof; B. - Cornelissen; D. J. - Magrane; N. - Bittenglová; K. - Čapek; Martin - Valečka; J. - Habartová; Alena - Saudek; F.
IsletSwipe; a mobile platform for expert opinion exchange on islet graft images
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Islets. 2023; 15(1)); 2189873
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IF = 2.2
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Ojha; Srikant - Přibyl; J. - Klimovič; Š. - Hadraba; Daniel - Jiroušková; Markéta - Gregor; Martin
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Measurement of Liver Stiffness using Atomic Force Microscopy Coupled with Polarization Microscopy
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Jove-Journal of Visualized Experiments. 2022; 20(185)); e63974
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IF = 1.2
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Novotný; T. - Eckhardt; Adam - Doubková; Martina - Knitlová; Jarmila - Vondrášek; David - Vanaskova; E. - Ošťádal; M. - Uhlík; J. - Bačáková; Lucie - Musílková; Jana
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The possible role of hypoxia in the affected tissue of relapsed clubfoot
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Scientific Reports. 2022; 12(1)); 4462
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IF = 4.6
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