Spatial Dopant Separation using Core-Shell Architecture For Upconversion Luminescent Enhancement in the Erbium-Doped System
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)
Invention Summary:
Upconversion nanoparticles (UCNPs) have gained increasing attention for various biomedical applications due to their high photostability, low autofluorescent background, and deep tissue penetration; however, UCNPs also suffer from low emission intensities due to undesirable energy back-transfer. Further, the use of high-power density excitations at 980 nm may cause serious overheating and thus cellular damages under continuous irradiation.
Researchers at Rutgers University have developed a single-crystal core–shell–shell “sandwich” structured UCNP that eliminates energy back-transfer to yield bright visible emissions using low power density excitations. These UCNPs show a remarkable enhancement of luminescent output relative to conventional β-NaYF4:Yb,Er co-doped UCNPs and β-NaYF4:Yb,Er@NaYF4:Yb “active shell” structured UCNPs. As a proof-of-concept, this advanced core–shell–shell UCNP is subsequently used to develop a highly sensitive biosensor for the ultrasensitive detection of dopamine released from stem cell-derived dopaminergic-neurons.
Given the challenges of in situ detection of biomolecules, this UCNP-based NIR biosensor presents a unique tool for investigating single-cell mechanisms and understanding their roles in biological processes.
Market Applications:
- Bioimaging
- Biosensing probe
- Medical imaging contrast agent
Advantages:
- Low thermal toxicity
- Efficient excitation-emission conversion at low power density
- High signal to noise ratio
- No photobleaching
- Modular functionalization for diverse biomolecule detection
Intellectual Property & Development Status: Patent pending.
- Patent pending. Available for licensing and/or research collaboration.
Publications
- NIR Biosensing of Neurotransmitters in Stem Cell-Derived Neural Interface Using Advanced Core-Shell Upconversion Nanoparticles.Rabie H, Zhang Y, Pasquale N, Lagos MJ, Batson PE and Lee K-B. Advanced Materials 2019, 31, 1806991.
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ID: 2018-143
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