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pnm 1.0.3
peclet.pnm — pore-network extraction from SDF geometry (Kokkos)
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**peclet.pnm — GPU pore-network extraction from SDF geometry.**
Both provide the same import, peclet.pnm, so they are mutually exclusive in one environment — one venv per backend. Multi-GPU/MPI and AMD/HIP are source or container builds: see Install & run.
Given a signed-distance-field (SDF) description of a porous solid (negative inside the solid, positive in the pore space), peclet.pnm extracts the pore network:
SDFReader** — pure-C++ VTI (VTK ImageData) reader for SDF volumes.extract_pores** — pore detection: local maxima of the SDF + weighted centroids and radii.segment_volume** — marker-controlled watershed segmentation of the pore space (marker init → union-find connected-component labelling → flood fill).extract_topology** — label adjacency (pore-to-pore throats and pore-solid contacts) from boundary pairs between basins.extract_pore_network** — the fused pipeline (SDF uploaded once, segmentation device-resident across all three stages): returns (pores, segmentation, connections) in one call.The compute is Kokkos — the same source runs on CUDA, HIP, and OpenMP backends, selected at build time by the install prefix. Part of the peclet suite; split out of peclet-flow (its former peclet.flow.pnm module — the repo's original "pnm_from_sdf" feature).
Without a Kokkos prefix on CMAKE_PREFIX_PATH, the build vendors Kokkos (OpenMP+Serial) via FetchContent, so pip install . works standalone on any Linux with a C++20 toolchain.
Conventions: the SDF array is (Nz, Ny, Nx) C-order (x fastest) and every triple that describes it (origin_zyx, spacing_zyx, shape_zyx, grad_p_zyx) is z-y-x, marked by the suffix; SDF sign is negative inside the solid — see the suite's docs/CONVENTIONS.md and docs/NAMING.md §1.7. (Pore.x/y/z are three self-named scalars, not a triple, so they carry no suffix.) Arrays in, arrays out: segment_volume returns the labels as an int32 array of the SDF's shape (the kernels' flat x-fastest vector re-shaped in place, no copy), extract_topology reads that array back without a copy and returns the pairs as an (M, 2) int32 array, and the network-flow dict holds NumPy arrays; only the pores are a Python list[Pore]. Labels from segment_volume: pores 1, 2, …, solid grains -1, -2, …, 0 = unreached solid debris. Precision: the SDF is float32 and the geometry kernels compute in float32 (origin_zyx / spacing_zyx are narrowed to float32, so pore centres and radii are float32 in the input unit system); the network-flow MAC fields are float64.
Smoke tests: python scripts/test_extraction.py <sdf.vti> and python scripts/verify_segmentation.py <sdf.vti> (writes a labelled .vti + a pore-pair edge list).
extract_network_flow turns a converged peclet-flow velocity/pressure field on the same grid into pore-network flow data — the method carried over from the Voronoi-tessellation PNM of sphere packings (pnm_voronoi), where the throat flow was ∫u·n over the Voronoi facet and the pore pressure a trilinear sample at the pore center:
The openness arrays must be the ones the velocity field was projected with: with peclet.flow's cut-cell IBM that requires set_solid(..., cutcell_pressure=True) — without it every openness flow reports is 0 and every throat flux comes back 0 (the binding cannot check this; the precondition lives in the docstring).
On the voxel network the throat integral is exact: a throat is a set of grid-aligned MAC faces and the openness-weighted face velocity is the discrete flux carrier, so per-pore mass balance holds to the pressure-solve tolerance (pore_residual is the built-in check). Fluxes are accumulated on flow basins (gradient-ascent assignment of every cell, including cut cells whose center is inside the solid) — keyed on the segmentation labels alone, the near-wall staircase flux would bypass the interface (measured 6% on a tube).
Both IBM variants are supported. With the cut-cell IBM the bookkeeping is machine-exact (pass get_ox()...). With the ghost-cell IBM (set_ghost_projection(True)) pass flow's get_ox_proj()/get_oy_proj()/get_oz_proj() — the binary (COUPLED) openness the ghost projection conserves. Ghost-cell IBM is pointwise 2nd-order but not locally mass-conserving at the wall, so there the network data is truncation-accurate: pore_residual becomes the per-pore wall leak (measured 3.2e-2·F at a 4-cell tube radius, converging at order ~2.7 under refinement).
MPI: extract_network_flow_mpi(sdf_local, global_shape_zyx, ..., u_local, ...) runs the whole pipeline distributed on the core ORB blocks (fields from a distributed peclet.flow run on the same decomposition); every rank returns the identical global network. Matches the single-rank result to accumulation-order tolerance (tests/kokkos_mpi/test_pnm_flow_mpi, np = 1, 2, 4).
Validated in scripts/verify_network_flow.py (chamber-tube chain + asymmetric tube lattice + the ghost-IBM chain, DNS by peclet.flow): every throat carries the DNS flux to ~1e-11 relative (cut-cell), residuals ~1e-12·F, g = Q/dp > 0 on all throats, and the dp sum around each loop equals the macroscopic drop. scripts/demo_network_flow_packing.py runs the pipeline on a real sphere packing.
Throats are per-patch: a throat is a connected patch of interface faces (CCL over the interface, core faces = both cells fluid-centered, wall-film faces attached by propagation), so two disjoint interfaces between the same two pores — e.g. two parallel tubes, or a direct contact plus one through the periodic wrap — are separate parallel throats and the throat list can repeat a pore pair (validated: two capsules of different radii report two (1,2) throats whose fluxes sum to the DNS flux exactly). Remaining caveat: on loose packings (porosity ≳ 0.6) intra-pore pressure variation is comparable to throat drops, so per-throat g = Q/dp scatters — a property of the point-pressure PNM abstraction, not of the extraction.
Built with -DPECLET_PNM_MPI=ON, the module also runs the whole pipeline multi-rank: the SDF is decomposed over ranks by the shared peclet-core ORB (the same deterministic partition flow/dem use), every stage runs per-rank on a 1-cell ghost layer (core GridHalo exchange), and the result is bit-exact to the single-rank pipeline — labels are global voxel ids, so the CCL fixpoint, the watershed flood (Jacobi), the gradient-path pore basins, and the renumbering are all decomposition-independent.
Validated by tests/kokkos_mpi (ctest, np = 1, 2, 4, OpenMP + CUDA): per-voxel segmentation ids, the pore set, and the connection list all match the single-rank oracle exactly (pore centroid positions to 1e-5·spacing on GPU — FMA contraction noise; radii and everything integer bitwise).
MIT.