Why? Zero is not the minimum.terp.asessed said:I thought that from looking at the graph, r = ∞ for potential minimization.
You should have the function definition given somewhere. Finding the minimum is simple mathematics.However, the answer turned out to be (2)1/6σ. Could someone explain?
The Lennard-Jones potential is a mathematical model that describes the potential energy between two interacting particles in a system. It is commonly used in molecular dynamics simulations to study the behavior of atoms and molecules.
The Lennard-Jones potential is minimized through an iterative process known as energy minimization. This involves adjusting the positions of the particles in the system to find the lowest possible energy state.
Minimizing the Lennard-Jones potential allows us to study the stable equilibrium states of a system and understand the interactions between particles. It is also important in determining the thermodynamic properties of a system.
The minimization of the Lennard-Jones potential is affected by the initial positions and velocities of the particles, the size of the system, and the parameters used in the potential function.
The Lennard-Jones potential is directly related to the force between particles, as it is the negative gradient of the potential energy function. This means that at the minimum potential energy state, the force between particles is zero.