"integration volume" can be used in written English.
It is usually used in the context of physics and mathematics to refer to the volume of a shape resulting from the process of integration. For example: "We used integration volume to calculate the total area of the shape."
Ca2+ entry, diffusion and buffering were simulated by numerically integrating differential equations using an explicit finite-difference (Euler) method with a fixed time step (0.03 μs) and an elementary integration volume (i.e. voxels).
In this study, the integration volume generated by SPARKY was adopted as the intensity of each peak.
As in the case of graphite, there is almost no dependence of the computing time on the integration volume.
Note that the integration volume does not change, and contributions to the particle number due to fluxes through the system boundaries are ignored.
The results for the naphthalene crystal show quick convergence of the non-local energy as a function of the integration volume.
The inner shell is taken to be the radius of the protein or oligomer, while the outer sphere is the effective integration volume.
We introduce the characteristic radius s of a dust particle, which is defined as (7 where ∫ dv means an integration over volume, is the distance from its center of mass, and ρi is its interior density.
Since the algorithm involves integration over volume elements, it is not immediately obvious that it will generalize easily to arbitrary time-dependent curved spacetimes.
Some performances, such as aerodynamics, aeroheating, radar cross section (RCS), airframe/scramjet integration, and volume of airframe, trimmed characteristic, static stability and maneuverability at cruise phase are selected as the objectives.
In HVAC system design for passenger rail vehicles minimization of objectives on merchantability (initial costs), integration (equipment mass, volume), and operation (electric power demand, noise emissions) becomes increasingly important.
Integration of the volume distribution yields the total volume.
