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)
Klinicky užívané cévní protézy vyrobené z expandovaného polytetrafluoroethylénu (ePTFE) a z polyethylén tereftalátu (PET). Materiál protéz je vysoce hydrofobní a neumožňuje rekonstrukci přirozených buněčných vrstev cévní stěny.
What is a tissue replacement?
Irreversible damage to various vitally important tissues and organs, such as blood vessels, heart valves, bones, joints, cartilage or skin, is a serious and frequent consequence of the lifestyle of the contemporary civilized society. It is associated with various metabolic disorders and also with traffic, sport and industrial accidents. Hereditary disorders, wear and aging of the organism also play an adverse role.
When prevention, conservative treatment and surgical interventions fail, it is necessary to replace the damaged tissue. Autologous tissue, i.e. the patient's own tissue, is still considered to be the “gold standard” for tissue substitution. However, autologous tissue is usually available only in limited quantities, and acquiring the tissue burdens the patient with additional surgery and donor site morbidity. For this reason, increasing attention is being paid to artificial materials that serve as scaffolds for reconstructing the damaged tissue.
The main tasks of our laboratory are:
- to improve currently-used synthetic tissue replacements by introducing cell and other biological components
- to construct completely new replacements on the basis of synthetic materials and cells
- to achieve these two goals, we carry out studies on the molecular mechanisms of cell behavior on synthetic materials, such as the adhesion, growth, differentiation and viability of cells on artificial materials, together with studies on potential damage and immune activation.
Projects
Achievements
Tkáňově inženýrské konstrukty bývají obvykle osazovány diferencovanými buňkami, což však přináší určité nevýhody.
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Construction of the bilayer structure of human keratinocytes (the main cell type of the epidermis) and fibroblasts (the main cell type of the dermis) to nanofiber membranes of polylactide.
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Publications
Zárubová; Jana - Hasani-Sadrabadi; M. M. - Norris; S. C. P. - Majedi; F. S. - Xiao; C. - Kasko; A. M. - Li; S.
Cell-Taxi: Mesenchymal Cells Carry and Transport Clusters of Cancer Cells
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Small. 2022; 18(50)); 2203515
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IF = 15.153
[ASEP]
[
doi
]
Zárubová; Jana - Hasani-Sadrabadi; M. M. - Dashtimoghadam; E. - Zhang; X. - Ansari; S. - Li; S. - Moshaverinia; A.
Engineered Delivery of Dental Stem-Cell-Derived Extracellular Vesicles for Periodontal Tissue Regeneration
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Advanced Healthcare Materials. 2022; 11(12)); 2102593
.
IF = 11.092
[ASEP]
[
doi
]
Zárubová; Jana - Hasani-Sadrabadi; M. M. - Ardehali; R. - Li; S.
Immunoengineering strategies to enhance vascularization and tissue regeneration
.
Advanced Drug Delivery Reviews. 2022; 184(May)); 114233
.
IF = 17.873
[ASEP]
[
doi
]
Vackova; Irena - Vavřínová; E. - Musílková; Jana - Havlas; V. - Petrenko; Yuriy
.
Hypothermic Storage of 3D Cultured Multipotent Mesenchymal Stromal Cells for Regenerative Medicine Applications
.
Polymers. 2022; 14(13)); 2553
.
IF = 4.967
[ASEP]
[
doi
]
Swietek; Malgorzata Anna - Brož; Antonín - Kolodziej; A. - Hodan; Jiří - Tokarz; W. - Hlukhaniuk; Anna - Weselucha-Birczynska; A. - Bačáková; Lucie - Horák; Daniel
.
Magnetic poly(.epsilon.-caprolactone)-based nanocomposite membranes for bone cell engineering
.
Journal of Magnetism and Magnetic Materials. 2022; 563(1 December)); 169967
.
IF = 3.097
[ASEP]
[
doi
]
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