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Full-Text Articles in Nanotechnology

Development Of Diverse Size And Shape Rna Nanoparticles And Investigation Of Their Physicochemical Properties For Optimized Drug Delivery, Daniel L. Jasinski Jan 2017

Development Of Diverse Size And Shape Rna Nanoparticles And Investigation Of Their Physicochemical Properties For Optimized Drug Delivery, Daniel L. Jasinski

Theses and Dissertations--Pharmacy

RNA nanotechnology is an emerging field that holds great promise for advancing drug delivery and materials science. Recently, RNA nanoparticles have seen increased use as an in vivo delivery system. RNA was once thought to have little potential for in vivo use due to biological and thermodynamic stability issues. However, these issues have been solved by: (1) Finding of a thermodynamically stable three-way junction (3WJ) motif; (2) Chemical modifications to RNA confer enzymatic stability in vivo; and (3) the finding that RNA nanoparticles exhibit low immunogenicity in vivo.

In vivo biodistribution and pharmacokinetics are affected by the physicochemical …


New Approach To Develop Ultra-High Inhibitory Drug Using The Power Function Of The Stoichiometry Of The Targeted Nanomachine Or Biocomplex, Dan Shu, Fengmei Pi, Chi Wang, Peng Zhang, Peixuan Guo Jul 2015

New Approach To Develop Ultra-High Inhibitory Drug Using The Power Function Of The Stoichiometry Of The Targeted Nanomachine Or Biocomplex, Dan Shu, Fengmei Pi, Chi Wang, Peng Zhang, Peixuan Guo

Pharmaceutical Sciences Faculty Publications

AIMS: To find methods for potent drug development by targeting to biocomplex with high copy number.

METHODS: Phi29 DNA packaging motor components with different stoichiometries were used as model to assay virion assembly with Yang Hui's Triangle [Formula: see text], where Z = stoichiometry, M = drugged subunits per biocomplex, p and q are the fraction of drugged and undrugged subunits in the population.

RESULTS: Inhibition efficiency follows a power function. When number of drugged subunits to block the function of the complex K = 1, the uninhibited biocomplex equals q(z), demonstrating the multiplicative effect of stoichiometry on inhibition with …