A model is proposed which takes energy as order in the form of a radial probability distribution. The energy associated with the distribution is calculated using the Laplacian as an operator and Planck’s constant/second as a factor. To complete the model, it is assumed that the sample rate for the elements of the distribution is determined by the distance light travels in a second. Dividing the energy associated with a 3-dimensional distribution, thus obtained, by the sample rate yields an expression for the energy associated with a 2-dimensional distribution. This expression equates to the formula for the energy of light. Dividing the 3-dimensional energy by the square of the sample rate yields as 1-dimensional energy, Planck’s constant/second. The 1-dimensional energy appears to represent the ambient energy of the universe in the form of a rotation. Using this model, various laws of classical physics are derived. Newtonian time is found to be a function of the radius of the distribution and the distance light travels in a second, and is a measure of indirection. The uncertainty principle is derived and relativity rationalized. Forces appear to arise from the reduction in order implicit in the overlap of distributions. A single order calculation of the constant of gravitation, G, is about 1 percent high. A single order calculation of the electrical potential is within 1 percent of the expected value. Consideration of higher and lower order effects yields agreement with observation within the accuracy of the numerical calculation. The possible origin of the electron, proton and neutron is discussed.