include/pops/parallel/load_balance.hpp File ReferenceΒΆ
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adc_cpp 0.3.0
Model-free C++23 core for coupled hyperbolic-elliptic systems on adaptive (AMR) meshes, with MPI and GPU (Kokkos) backends
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AMR load balancing: builds a DistributionMapping (box -> rank) from a BoxArray, using a Z-order space-filling curve (SFC) or LPT knapsack. More...
#include <pops/mesh/layout/box_array.hpp>#include <pops/mesh/layout/distribution_mapping.hpp>#include <algorithm>#include <cstdint>#include <numeric>#include <vector>
Include dependency graph for load_balance.hpp:Go to the source code of this file.
Namespaces | |
| namespace | pops |
Functions | |
| std::uint64_t | pops::part1by1 (std::uint64_t x) |
| std::uint64_t | pops::morton_key (std::uint32_t x, std::uint32_t y) |
| std::vector< int > | pops::morton_order (const BoxArray &ba) |
| DistributionMapping | pops::make_sfc_distribution (const BoxArray &ba, int nranks) |
| DistributionMapping | pops::make_knapsack_distribution (const BoxArray &ba, int nranks) |
| double | pops::load_imbalance (const BoxArray &ba, const DistributionMapping &dm, int nranks) |
Detailed Description
AMR load balancing: builds a DistributionMapping (box -> rank) from a BoxArray, using a Z-order space-filling curve (SFC) or LPT knapsack.
Layer: include/pops/parallel. Role: distribute boxes over ranks with replicated metadata (AMReX style). Two strategies: make_sfc_distribution (contiguous segments of equal load along the Morton curve -> spatial locality) and make_knapsack_distribution (heaviest box to the least loaded rank -> minimizes the maximum imbalance). load_imbalance measures the max load / average load ratio. Morton tooling exposed: part1by1, morton_key, morton_order. Contract: a box weight is its cell count (proxy for compute cost).
Invariants:
- PURE functions, no MPI: testable in serial; they will feed the comm seam once an MPI backend is wired in;
- SFC guarantees that with nboxes >= nranks each rank receives at least one box;
- degenerate cases (n == 0, nranks <= 1): everything is assigned to rank 0.
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