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Tilloids commonly make up olistostromes, which are large masses of coarse blocks chaotically mixed within a muddy matrix.
In this case, overlapped coarse blocks of 18 × 22 were used.
The domain is originally covered by two coarse blocks, and then it is refined to 8 blocks.
The matrix is also optimally decomposed into coarse blocks with different geometries using a rapid image processing algorithm.
It shows that the well block is refined to 8 × 8 finest blocks and several transitional blocks connect the original coarse blocks and finest blocks.
Given a coarse blocks division of 6 × 6, we compare the results of using LTP directly over this division (LTP), dividing those coarse blocks into more n sub-blocks (n-blockLTP) and dividing them into n sets according to our proposal (n-spsLTP).
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The numbering of the block list is advanced by each coarse block.
Thus, using a coarse block division of 6 × 6, the blocks size will be 19 × 19.
The lengths of the coarse block are Δx and Δy and the lengths of the fine blocks are half.
For each coarse block, the numbering starts first along the x-direction and then the y-direction.
The latter condition is often met for most LGR applications when the permeabilities of the refined blocks are directly from the coarse block permeability.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com