'integral conservation' is a correct and usable phrase in written English.
You can use this phrase to refer to the conservation of a particular organism, species, or ecosystem in its entirety. For example: "The government is taking steps to ensure integral conservation of the local marshes."
The speed satisfies the jump condition for integral conservation laws.
The finite volume method ensures integral conservation of mass, momentum and energy and is, therefore, attractive for reactor engineering applications.
The method is based on the integral conservation laws and is dissipative, so that it can be used across shocks.
These integral conservation properties follow from material conservation of potential vorticity in the continuous shallow water equations.
The transient heating and evaporation of the droplet are treated using film theory; their effects on gas-phase temperature and species distributions are accounted for with integral conservation.
Some important integral conservation laws of elastostatics are considered and the connection between the material forces and the conserved integrals (J and M) is presented.
The evolution prior to onset was found independent of the mass ratio, governed by integral entropy conservation as imposed in MHD, consistent with earlier PIC simulation results obtained for m i /m e =100 (Birn and Hesse 2014).
Modeling habitat connectivity is integral to conservation planning [1], [2], as habitat corridors may act as conduits for organism movement and gene flow [e.g., 3 5].
However, to our knowledge, no studies have utilized the same velocity data to compute a fluid's momentum flow, inertial, and viscous force terms using integral momentum conservation, Equation (2) [ 2].
A numerical method using a path-independent H-integral based on the conservation integral was developed to analyze the singular stress field of a three-dimensional interfacial corner between anisotropic bimaterials under thermal stress.
The method introduced is based on a conservation integral, called H-integral, which leads to a new domain-independent integral represented by a scalar product of the SIF times some element shape function defined along the crack front or edge.
