assumes atoms to be like spheres at the end of a spring
atoms obey classical mechanics (laws of motion)
Hooke's Law: F=-kx (for springs)
Newton's Second Law: F=ma (for all objects)
used almost exclusively for molecules of 100 atoms or more
proteins
pharmaceuticals
large biologicals
Semi-Empirical Methods
used for calculation of molecules from 50-100 atoms
borrows from both experimental and ab initio methods: simplifies difficult mathematical equations in ab initio with some real (empirical) data, i.e. from the lab
has advantage in being well-suited for studying the behavior of molecules in solution (i.e., dissolved in water)
ab initio methods
Latin for "from scratch" or "from the beginning"
used for calculation of 1 to 50 atoms - "small molecules"
all results come from significant computational analysis fo Schroedinger's equation
generally considered to be the most accurate but also the most computationally expensive