The weight of the sphere

Definitions

The entire diffusion parameter set consists of a single geometric parameter and is

$$\mathfrak{D}= \{ \tau_m \}.$$ (15.162)

Summation terms

The summation indices of the correlation function of the Brownian rotational diffusion of a sphere (15.169) range from k = 0 to k = 0 therefore

i∈{0}. (15.163)

The weights

The single weight c_i in the correlation function of the Brownian rotational diffusion of a sphere (15.169) is

c₀ = 1. (15.164)