The application of triboelectric nanogenerators(TENGs)for collecting and converting waste energy into usable electrical energy has been widely reported.However,their practical application in real-time,self-powered com...The application of triboelectric nanogenerators(TENGs)for collecting and converting waste energy into usable electrical energy has been widely reported.However,their practical application in real-time,self-powered communication systems,particularly for robust information transmission,remains underexplored.To achieve stable self-energy supply information transmission,this study presents a lightweight and flexible single-electrode TENG sensor based on a copper(Cu)foil and polytetrafluoroethylene(PTFE)composite.We systematically studied the stability of the device and found that it could maintain an output voltage of approximately 9 V after being stored at room temperature for 1 month.We also evaluated its power generation capacity,which was demonstrated by successfully lighting up to seven LEDs simultaneously.Additionally,we utilized its unique voltage signal to transmit Morse code and successfully sent the messages“SOS”and“HELLO”over a long distance.Furthermore,a 2×2 TENG array was fabricated and tested,confirming excellent channel independence with minimal crosstalk during simultaneous or selective activation.This work demonstrates that the Cu/PTFE TENG sensor is not only a stable energy harvester but also a viable platform for self-powered communication and distributed sensing and holds promise in applications integrating flexible electronics and the Internet of things.展开更多
We propose the scaling rule of Morse oscillator,based on this rule and by virtue of the Her-mann-Feymann theorem,we respectively obtain the distribution of potential and kinetic ener-gy of the Morse Hamiltonian.Also,w...We propose the scaling rule of Morse oscillator,based on this rule and by virtue of the Her-mann-Feymann theorem,we respectively obtain the distribution of potential and kinetic ener-gy of the Morse Hamiltonian.Also,we derive the exact upper limit of physical energy level.Further,we derive some recursive relations for energy matrix elements of the potential and other similar operators in the context of Morse oscillator theory.展开更多
We explore the gapped graphene structure in the two-dimensional plane in the presence of the Rosen-Morse potential and an external uniform magnetic field.In order to describe the corresponding structure,we consider th...We explore the gapped graphene structure in the two-dimensional plane in the presence of the Rosen-Morse potential and an external uniform magnetic field.In order to describe the corresponding structure,we consider the propagation of electrons in graphene as relativistic fermion quasi-particles,and analyze it by the wave functions of two-component spinors with pseudo-spin symmetry using the Dirac equation.Next,to solve and analyze the Dirac equation,we obtain the eigenvalues and eigenvectors using the Legendre differential equation.After that,we obtain the bounded states of energy depending on the coefficients of Rosen-Morse and magnetic potentials in terms of quantum numbers of principal n and spin-orbit k.Then,the values of the energy spectrum for the ground state and the first excited state are calculated,and the wave functions and the corresponding probabilities are plotted in terms of coordinates r.In what follows,we explore the band structure of gapped graphene by the modified dispersion relation and write it in terms of the two-dimensional wave vectors K_(x) and K_(y).Finally,the energy bands are plotted in terms of the wave vectors K_(x) and K_(y) with and without the magnetic term.展开更多
基金supported by the State Key Laboratory of ASIC and System,Fudan University(Grant No.2021KF005).
文摘The application of triboelectric nanogenerators(TENGs)for collecting and converting waste energy into usable electrical energy has been widely reported.However,their practical application in real-time,self-powered communication systems,particularly for robust information transmission,remains underexplored.To achieve stable self-energy supply information transmission,this study presents a lightweight and flexible single-electrode TENG sensor based on a copper(Cu)foil and polytetrafluoroethylene(PTFE)composite.We systematically studied the stability of the device and found that it could maintain an output voltage of approximately 9 V after being stored at room temperature for 1 month.We also evaluated its power generation capacity,which was demonstrated by successfully lighting up to seven LEDs simultaneously.Additionally,we utilized its unique voltage signal to transmit Morse code and successfully sent the messages“SOS”and“HELLO”over a long distance.Furthermore,a 2×2 TENG array was fabricated and tested,confirming excellent channel independence with minimal crosstalk during simultaneous or selective activation.This work demonstrates that the Cu/PTFE TENG sensor is not only a stable energy harvester but also a viable platform for self-powered communication and distributed sensing and holds promise in applications integrating flexible electronics and the Internet of things.
基金supported by the National Natural Science Foundation of China(No.10874174)。
文摘We propose the scaling rule of Morse oscillator,based on this rule and by virtue of the Her-mann-Feymann theorem,we respectively obtain the distribution of potential and kinetic ener-gy of the Morse Hamiltonian.Also,we derive the exact upper limit of physical energy level.Further,we derive some recursive relations for energy matrix elements of the potential and other similar operators in the context of Morse oscillator theory.
文摘We explore the gapped graphene structure in the two-dimensional plane in the presence of the Rosen-Morse potential and an external uniform magnetic field.In order to describe the corresponding structure,we consider the propagation of electrons in graphene as relativistic fermion quasi-particles,and analyze it by the wave functions of two-component spinors with pseudo-spin symmetry using the Dirac equation.Next,to solve and analyze the Dirac equation,we obtain the eigenvalues and eigenvectors using the Legendre differential equation.After that,we obtain the bounded states of energy depending on the coefficients of Rosen-Morse and magnetic potentials in terms of quantum numbers of principal n and spin-orbit k.Then,the values of the energy spectrum for the ground state and the first excited state are calculated,and the wave functions and the corresponding probabilities are plotted in terms of coordinates r.In what follows,we explore the band structure of gapped graphene by the modified dispersion relation and write it in terms of the two-dimensional wave vectors K_(x) and K_(y).Finally,the energy bands are plotted in terms of the wave vectors K_(x) and K_(y) with and without the magnetic term.
