Volume Integral

The volume integral of a scalar quantity is computed as:

Figure 1. EQUATION_DISPLAY
Volume Integral ϕ d V = c ϕ c V c
(415)

where ϕ c is the cell value of the selected scalar and V c is the cell volume.

When the input is a Lagrangian phase, the volume integral is:

Volume Integral ϕ d V = p ϕ p V p
(416)

where ϕ p is the parcel value of the selected scalar and V p is the parcel volume.

See also the properties of this statistical report.