2022
DOI: 10.1021/acsnano.1c11068
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Synergistic Entry of Individual Nanoparticles into Mammalian Cells Driven by Free Energy Decline and Regulated by Their Sizes

Abstract: Cell entry is one of the common prerequisites for nanomaterial applications. Despite extensive studies on a homogeneous group of nanoparticles (NPs), fewer studies have been performed when two or more types of NPs were coadministrated. We previously described a synergistic cell entry process for two heterogeneous groups of NPs, where NPs functionalized with TAT (transactivator of transcription) peptide (T-NPs) stimulate the cellular uptake of coadministered unfunctionalized NPs (bystander NPs, B-NPs). Here, we… Show more

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Cited by 11 publications
(19 citation statements)
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References 66 publications
(136 reference statements)
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“…After membrane binding, the NPs may further demonstrate complicated interactions with the cell membrane to achieve cellular entry for the realization of biomedical functions. NPs might adopt different pathways for cellular entry, such as transmembrane diffusion and endocytosis, ,, which is significantly influenced by NP size, as well as other characteristic properties including particle shape and surface chemistry. , For example, it has been reported that zwitterionic sub 10 nm NPs primarily enter cells through passive diffusion; however, for larger NPs (e.g., ∼40–50 nm in size), their internalization mainly depends on endocytic pathways. ,, Nevertheless, the successful membrane binding of NPs is always the prerequisite for the following cellular internalization and biomedical functions.…”
Section: Results and Discussionmentioning
confidence: 99%
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“…After membrane binding, the NPs may further demonstrate complicated interactions with the cell membrane to achieve cellular entry for the realization of biomedical functions. NPs might adopt different pathways for cellular entry, such as transmembrane diffusion and endocytosis, ,, which is significantly influenced by NP size, as well as other characteristic properties including particle shape and surface chemistry. , For example, it has been reported that zwitterionic sub 10 nm NPs primarily enter cells through passive diffusion; however, for larger NPs (e.g., ∼40–50 nm in size), their internalization mainly depends on endocytic pathways. ,, Nevertheless, the successful membrane binding of NPs is always the prerequisite for the following cellular internalization and biomedical functions.…”
Section: Results and Discussionmentioning
confidence: 99%
“…Note that, in the membrane-binding process, the NP core does not interact with the membrane directly (Figure S1). Thus, rigid spheres with distinct surficial hydrophobic degree were used as simplified models of the cLNP core for computational efficiency. ,,,,, Then, similarly to the experimental works, , a cLNP was obtained by the self-assembly of this spherical NP core and 200 DOTAP molecules in an aqueous solution (Figure S16). Due to the hydrophobic surface of the core, DOTAP molecules could spontaneously adsorb on the NP core surface with their tails (Figure S16).…”
Section: Methodsmentioning
confidence: 99%
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“…Using a panel of pharmacological interventions, we showed that TP-assisted liposome uptake is most sensitive to the inhibitors of the macropinocytosis pathway, whereas others have much milder effects. We have performed several studies on the mechanism of bystander uptake using computation simulation. ,, These studies showed that first, macropinocytosis plays a predominate role for mediating bystander uptake and second, there is a free energy benefit for two or more NPs (e.g., inducer and bystander NPs) to enter the same endocytic vesicle, instead of internalizing separately. This mechanism may apply to CPPs as the inducer, and soft organic NPs such as liposomes, but it remains to be further validated.…”
Section: Discussionmentioning
confidence: 99%
“…Simulations presented in this work were performed based on the dissipative particle dynamics (DPD), which is a CG simulation technique being widely used for the study of NP cell membrane interactions. In DPD, the dynamics of elementary units are controlled by Newton’s equation of motion, similar to the molecular dynamics method. The interaction between beads i and j is composed of three components, namely, a conservative force F ij C , a dissipative force F ij D , and a random force F ij R .…”
Section: Models and Simulation Methodsmentioning
confidence: 99%