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| ChangeSlabSize (std::vector< std::unique_ptr< StepChooser< StepChooserUse::Slab > > > step_choosers, const uint64_t delay_change) noexcept |
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template<typename DbTags , typename Metavariables , typename ArrayIndex , typename ParallelComponent > |
| void | operator() (const TimeStepId &time_step_id, const db::DataBox< DbTags > &box_for_step_choosers, Parallel::GlobalCache< Metavariables > &cache, const ArrayIndex &array_index, const ParallelComponent *const) const noexcept |
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template<typename Metavariables , typename ArrayIndex , typename Component > |
| bool | is_ready (Parallel::GlobalCache< Metavariables > &, const ArrayIndex &, const Component *const) const noexcept |
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| bool | needs_evolved_variables () const noexcept override |
| | Whether the event uses anything depending on the evolved_variables. If this returns false, anything depending on the evolved variables may have an incorrect value when the event is run. More...
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void | pup (PUP::er &p) noexcept override |
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| Event (CkMigrateMessage *msg) noexcept |
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| WRAPPED_PUPable_abstract (Event) |
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template<typename DbTags , typename Metavariables , typename ArrayIndex , typename ComponentPointer > |
| void | run (const db::DataBox< DbTags > &box, Parallel::GlobalCache< Metavariables > &cache, const ArrayIndex &array_index, const ComponentPointer) const noexcept |
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template<typename DbTags , typename Metavariables , typename ArrayIndex , typename ComponentPointer > |
| bool | is_ready (const db::DataBox< DbTags > &box, Parallel::GlobalCache< Metavariables > &cache, const ArrayIndex &array_index, const ComponentPointer) const noexcept |
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Trigger a slab size change.
The new size will be the minimum suggested by any of the provided step choosers on any element. This requires a global reduction, so it is possible to delay the change until a later slab to avoid a global synchronization. The actual change is carried out by Actions::ChangeSlabSize.
When running with global time-stepping, the slab size and step size are the same, so this adjusts the step size used by the time integration. With local time-stepping this controls the interval between times when the sequences of steps on all elements are forced to align.