These quantities were derived from data generated in the mid-1990s.
In addition, some useful approximations of these quantities are derived.
Other quantities were derived secondarily and group estimates compared by two-way analysis of variance.
A relation between these quantities is derived and its validity proved experimentally.
A radially symmetric bending wave plate vibration model is introduced and theoretical expressions for energy-based quantities are derived.
These effective quantities are derived for the non-sinusoidal situations by means of the symmetrical harmonic components.
The formula for both quantities is derived for a linear, five degree-of-freedom system subject to Gaussian excitation.
Here, equations to determine the combined standard uncertainties in these calculated quantities that include uncertainties in all input quantities, are derived.
The ripples at the center of the spheres occur because the grid is cubic and the quantities are derived on a sphere.
Uncertainty on all non-CH4 quantities is derived from the coefficients of variation (the standard deviation/mean value of the quantity) that we calculated for these quantities in previous work [2].
