The one-dimensional potential well, often referred to as a one-dimensional "quantum box," is a fundamental concept in quantum mechanics and solid-state physics. It describes the behavior of a particle confined to a one-dimensional region by a potential energy function. This confinement gives rise to quantized energy levels, leading to unique quantum phenomena that have significant implications for various technological applications. Here are some example sentences related to the one-dimensional potential well: 1. The one-dimensional potential well demonstrates the quantization of energy levels in a confined region. 2. One interesting feature of the one-dimensional potential well is the existence of bound states with discrete energy levels. 3. The study of one-dimensional potential wells has practical applications in semiconductor devices and quantum computing. 4. Quantum tunneling is a phenomenon that can be observed in the context of the one-dimensional potential well. 5. Understanding the behavior of particles in one-dimensional potential wells is essential for developing advanced nanoscale electronic devices.
一维势阱,one-dimensional potential well
1)one-dimensional potential well一维势阱
1.By directly resolving Langevin equation with the computer numerical simulation,the escape rate of a particle driven by Gaussian white noise in aone-dimensional potential well is obtained and the calculated results are compared to the theoretical one.通过计算机数值模拟直接解朗之万方程，得到一维势阱中被高斯白噪声驱动的粒子的逃逸率，并与理论结果进行了对
英文短句/例句
1.Spin Transport Property Through Semiconductor Quantum Well一维势阱并伴有自旋轨道耦合的输运
2.The numerical calculation of an one-dimensionalquantum double potential wells;一维量子双势阱势本征态的数值计算
3.Transition from one - dimensional half infinitely high square potential well s energy levels to one - dimensional infinitely deep square potential well s energy levels;从一维半无限高方势阱的能级过渡到一维无限深方势阱的能级
4.Calculation of the Energy Levels andWavefunction for Four-well Potentialby Means of B-spline Technique;一维四势阱能谱和波函数的B splines计算
5.Spatial solitons modulated in one-dimensional infinite well potential一维无限深势阱调制下的空间光孤子
6.Solving one-dimensional half infinite high square potential well with MatlabMatlab求解一维半边无限高方势阱
7.A Paradox of the Probability Distribution of Momentum for a Particle in an Infinite Deep Spuare Well;一维无限深势阱中粒子动量分布的一个佯谬
8.The normalized wave functions of the particles bound in one-dimensional square potential wells;一维方势阱中束缚态粒子的归一化波函数
9.The energy levels and normalized wave functions of the particles bound in one-dimensional square wells with high-low potentials;一维高低不对称方势阱问题的数值方法
10.The operator theory method lead to the uncertainty relation of one dimensional infinite well;一维无限深势阱不确定关系的算符理论推导法
11.On The Eigen Problem For The One-Dimension Infinite Deep Potential Well By Using Numerov Arithmetic;用Numerov算法求解一维无限深势阱的本征问题
12.Based on the normalizing of one dimensional infinite potential well, an anomalous integral formula is deduced.根据一维无限深势阱的归一化条件推出了一个反常积分公式.
13.Two Notes on the One-dimensional Infinitely Deep Potential Well关于1维无限深势阱问题的两点注记
14.Numerical Solution of Two-dimensional Gross-Pitaevskii Equation for Bose-Einstein Condensation in a Non-harmonic Trap非谐势阱中二维G-P方程的数值计算(英文)
15.Path-integral solution of a particle"s motion in a two-dimensional infinite square potential well二维无限深方势阱中粒子运动的路径积分解法
16.Solution of a Particle"s Motion in a Three-Dimensional Infinite Square Potential Well Using Path Integral三维无限深方势阱中粒子运动的路径积分解法
17.Quantum Transport Through Semiconductor Quantum-well Structure and One-dimensional Optical Lattice System;半导体量子阱和一维光晶格中的量子输运
18.There is only one dound state in the new potentials,which become the dirac function when the parameter tends to infinite.新势场中的粒子仅有一个束缚态,当族参数趋于无穷大时,新的可解势变为狄拉克阱势。
相关短句/例句
Quantum Bound system一维方势阱
3)one-dimension double-potential well一维双势阱
1.Investigation ofone-dimension double-potential well;一维双势阱问题的理论研究
4)One-dimensional square potential well model一维方势阱模型
5)one dimensional infinite well一维无限深势阱
1.The operator theory method lead to the uncertainty relation ofone dimensional infinite well;一维无限深势阱不确定关系的算符理论推导法
6)one-dimensional infinitely deep square well potential一维无限深阱势
1.Using the nonlinear Lee algebra, we give a class of new coherent states for symmetricalone-dimensional infinitely deep square well potential, and we find there is a non-classical effect in these coherent states.应用非线性李代数方法研究了对称一维无限深阱势的新型相干态 ,并计算了该相干态中粒子数的平均值和平方平均值。
延伸阅读
单量子阱(见量子阱)单量子阱(见量子阱)single quantum well单且子阱sillgle quantum well见量子阱。
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