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By analysing the spatial coordination of hypothetical urban expansion boundaries and its ecological space quality, we delineated an urban development boundary for the study area.
The tops and bottoms of these sequences generally correspond to the lake expansion boundaries, which have relatively stable lateral distribution and feature strong reflection, good continuity on the seismic profile, and good isochronism of corresponding seismic slices.
First, we developed the SLEUTH model in accordance with the redefined targets of the General Land-use Plan of Changzhou City; we applied the model to generate urban expansion for 2020 and arrived at the estimated limits of Changzhou's urban expansion boundaries.
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An approach is presented for modeling the thermal expansion boundary layer in energetic materials such as solid propellants and explosives during their combustion.
This disparity of aim made U.S.-Canadian relations, if much better diplomatically than in the days of territorial expansion and boundary settlements, much more subtle and complicated than ever before.
The Darcy Brinkman equation is solved by series expansion and boundary collocation.
By combining the state-space transformation and the natural set expansion, the boundary laws of controlled response histories are first confirmed with specific implementation of random items.
Only a few experimental data are available in the literature for grain boundary expansion, primarily for isolated grain boundaries with a distinct orientation relation.
In addition, ultrafine-grained SPD materials give access to basic physical key parameters and processes such as thermally activated grain boundary relaxation prior to grain growth, as well as to the grain boundary excess volume, often also denoted as grain boundary expansion, of relaxed high-angle grain boundaries [9].
An embedding approach, based on Fourier expansions and boundary integral equations, is applied to the vorticity-stream function formulation of the Navier Stokes equations.
In order to solve partial differential equations in complex geometries with a spectral type method, one describes an embedding approach which essentially makes use of Fourier expansions and boundary integral equations.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com