What type of solutions are found in particle in a box ?
The energy of the particle is a positive number, so if the value of the wave function is positive (right side of the equation), the curvature of the wave function is negative, or concave down (left side of the equation). Similarly, if the value of the wave function is negative (right side of the equation), the curvature of the wave function is positive or concave up (left side of equation). This condition is met by an oscillating wave function, such as a sine or cosine wave. Since these waves are confined to the box, we envision standing waves with fixed endpoints at x=0 and x=L .
How to Calculate Energy of Particle in ny Level in 3D Box?
Energy of Particle in ny Level in 3D Box calculator uses Energy of Particle in Box along y Direction = ((Energy Levels along y Direction)^2*([hP])^2)/(8*Mass of Particle*(Length of Box along y Direction)^2) to calculate the Energy of Particle in Box along y Direction, The Energy of Particle in ny Level in 3D Box formula is defined as the energy values that a particle can have residing in that level. Energy of Particle in Box along y Direction is denoted by E_{y} symbol.
How to calculate Energy of Particle in ny Level in 3D Box using this online calculator? To use this online calculator for Energy of Particle in ny Level in 3D Box, enter Energy Levels along y Direction (n_{y}), Mass of Particle (m) & Length of Box along y Direction (l_{y}) and hit the calculate button. Here is how the Energy of Particle in ny Level in 3D Box calculation can be explained with given input values -> 9.3E+20 = ((2)^2*([hP])^2)/(8*9E-31*(1.01E-10)^2).