A rapid and efficient method for the synthesis of benzosultams containing continuous quaternary carbons in a one pot fashion has been developed with moderate to excellent yields at room temperature under air. The resu...
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A rapid and efficient method for the synthesis of benzosultams containing continuous quaternary carbons in a one pot fashion has been developed with moderate to excellent yields at room temperature under air. The resulting products exhibit good anticancer activity in osteosarcoma cells.
Vinyl-substituted N-heterocycles, as more challenginginert olefinswith more stable reactivity, have brought about widespread attentionin the reaction of aza-Michael addition or reduction coupling ***, we report a [Pd-...
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Vinyl-substituted N-heterocycles, as more challenginginert olefinswith more stable reactivity, have brought about widespread attentionin the reaction of aza-Michael addition or reduction coupling ***, we report a [Pd-(eta(3)-C3H5)-Cl](2)/Sc-(OTf)(3)-catalyzed catalytic processaccelerated by Bronsted acids with a beta-selective aza-Michaeladdition to yield a gamma-quaternary carbon from vinyl-substitutedquinolines, diazos, and anilines/alcohols in one pot. The generationof anhydride analogues from Bronsted acid and the counter anion(OTf-) of Lewis acid promotes the activation ofthe corresponding Lewis acid and the nearly quantitative *** pi-cation and coordination interactions play pivotal rolesin the activation of the vinyl-quinoline substrates by the activatedLewis acid Sc-(OTf)(3). The control mechanistic evidence andDFT calculations presented a Pd/Sc/Bronsted acid co-catalyzedaddition mechanism. The triple co-catalytic system provides a strategyfor the activation of vinyl-quinolines with a linear selectivity containing gamma-quaternary carbon, and the developed method shows a broadsubstrate scope varying from alkyl/aryl alcohols and amines whichprovides a general and rapid strategy for the quinoline-based diverselibrary construction.
Graphene pressure sensors have attracted extensive attention due to their excellent performance. However, the range and linearity of conventional suspension graphene pressure sensors are too small to meet commercial r...
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Graphene pressure sensors have attracted extensive attention due to their excellent performance. However, the range and linearity of conventional suspension graphene pressure sensors are too small to meet commercial requirements. In this article, we propose a wide range and high repeatability MEMS pressure sensor based on graphene array structure. Single-layer chemical vapor deposition (CVD) graphene was transferred at the root of silicon pressure-bearing elastic diaphragm, and it was simultaneously protected by the Si3N4 nanofilm. In addition, the Au/Sn eutectic bonding technology was employed to complete the hermetic package of the sensor. Pressure tests showed that the repeatability error of the pressure sensor in the range of 0-20 MPa was 4.062% full scale output (FSO) and the hysteresis was 2.118% FSO. Furthermore, the temperature resistance studies confirmed that the Si3N4 nanofilm can effectively protect graphene due to its extremely high thermal stability. And with excellent characteristics of high long-term stability, it can work stably in humid environments. Conclusionally, this research provides significant exploration to promote the practicality and commercialization of graphene devices.
In this study, we present the bicubic Hermite element method (BHEM), a new computational framework devised for the elastodynamic simulation of thin-shell structures. The BHEM is constructed based on quadrilateral Herm...
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In this study, we present the bicubic Hermite element method (BHEM), a new computational framework devised for the elastodynamic simulation of thin-shell structures. The BHEM is constructed based on quadrilateral Hermite patches, which serve as a unified representation for shell geometry, simulation, collision avoidance, as well as rendering. Compared with the commonly utilized linear FEM, the BHEM offers higher-order solution spaces, enabling the capture of more intricate and smoother geometries while employing significantly fewer finite elements. In comparison to other high-order methods, the BHEM achieves conforming C 1 continuity for Kirchhoff-Love (KL) shells with minimal complexity. Furthermore, by leveraging the subdivision and convex hull properties of Hermite patches, we develop an efficient algorithm for ray-patch intersections, facilitating collision handling in simulations and ray tracing in rendering. This eliminates the need for laborious remodeling of the pre-existing surface as the conventional approaches do. We substantiate our claims with comprehensive experiments, which demonstrate the high accuracy and versatility of the proposed method.
We broaden the application of the l2-decoupling theorem to the Boltzmann equation. We prove full-range Strichartz estimates for the linear problem in the Td setting. We establish space-time bilinear estimates, and hen...
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In order to address the issue of low efficiency and poor accuracy in measuring the radius of large vertical oil tanks, a novel measurement method based on the combination of laser tracking and wall-climbing robot was ...
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We consider the quantum many-body dynamics at the weak-coupling scaling. We derive rigorously the quantum Boltzmann equation, which contains the classical hard sphere model and, effectively, the inverse power law mode...
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We developed a highly regioselective base-induced synthesis of N-2-substituted 1,2,3-triazoles from N-sulfonyl-1,2,3-triazoles and alkyl bromides/alkyl iodides at room temperature. We propose an S(N)2-like mechanistic...
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We developed a highly regioselective base-induced synthesis of N-2-substituted 1,2,3-triazoles from N-sulfonyl-1,2,3-triazoles and alkyl bromides/alkyl iodides at room temperature. We propose an S(N)2-like mechanistic pathway to explain the high N-2-regioselectivity. The protocol features a broad substrate scope and generates products in good to excellent yields (72-90%).
We consider a system of N bosons interacting in a three-dimensional box endowed with periodic boundary condition that is strongly confined in one direction such that the normalized thickness of the box d 1. We assume ...
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For a system of N Fermions of spin 1/2, with its interaction potential of scattering length a, the classical Huang-Yang formula [29] states that the energy density e(ρ) is of the form e(ρ) = 3/5 (3π2) 2/3 ρ 3/5 + ...
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