Potential functions and their parameter sets are in principle "completely arbitrary", as the consistency of a mechanical model is dictated by its Hamiltonian description (see Hamiltonian mechanics) and not by its potential energy term.
This is true because the consistency of a mechanical model is dictated by its Hamiltonian description (see Hamiltonian mechanics) and not by its potential energy term. Potential functions and their parameters (when present) are in principle "completely arbitrary".
Potential functions and their parameters (when present) are in principle "completely arbitrary". This is true because the consistency of a mechanical model is dictated by its Hamiltonian description (see Hamiltonian mechanics) and not by its potential energy term.
Potential functions and their parameters (when present) are in principle "completely arbitrary". This is true because the consistency of a mechanical model is dictated by its Hamiltonian description (see Hamiltonian mechanics) and not by its potential energy term.