Trait bevy::ecs::schedule::IntoSystemSetConfigs
pub trait IntoSystemSetConfigs: Sized {
// Provided methods
fn in_set(self, set: impl FreeSystemSet) -> SystemSetConfigs { ... }
fn in_base_set(self, set: impl BaseSystemSet) -> SystemSetConfigs { ... }
fn before<M>(self, set: impl IntoSystemSet<M>) -> SystemSetConfigs { ... }
fn after<M>(self, set: impl IntoSystemSet<M>) -> SystemSetConfigs { ... }
fn ambiguous_with<M>(self, set: impl IntoSystemSet<M>) -> SystemSetConfigs { ... }
fn ambiguous_with_all(self) -> SystemSetConfigs { ... }
fn chain(self) -> SystemSetConfigs { ... }
}Expand description
Types that can convert into a SystemSetConfigs.
Provided Methods§
fn in_set(self, set: impl FreeSystemSet) -> SystemSetConfigs
fn in_set(self, set: impl FreeSystemSet) -> SystemSetConfigs
Add these system sets to the provided set.
fn in_base_set(self, set: impl BaseSystemSet) -> SystemSetConfigs
fn in_base_set(self, set: impl BaseSystemSet) -> SystemSetConfigs
Add these system sets to the provided “base” set. For more information on base sets, see SystemSet::is_base.
fn before<M>(self, set: impl IntoSystemSet<M>) -> SystemSetConfigs
fn before<M>(self, set: impl IntoSystemSet<M>) -> SystemSetConfigs
Run before all systems in set.
fn after<M>(self, set: impl IntoSystemSet<M>) -> SystemSetConfigs
fn after<M>(self, set: impl IntoSystemSet<M>) -> SystemSetConfigs
Run after all systems in set.
fn ambiguous_with<M>(self, set: impl IntoSystemSet<M>) -> SystemSetConfigs
fn ambiguous_with<M>(self, set: impl IntoSystemSet<M>) -> SystemSetConfigs
Suppress warnings and errors that would result from systems in these sets having ambiguities
(conflicting access but indeterminate order) with systems in set.
fn ambiguous_with_all(self) -> SystemSetConfigs
fn ambiguous_with_all(self) -> SystemSetConfigs
Suppress warnings and errors that would result from systems in these sets having ambiguities (conflicting access but indeterminate order) with any other system.
fn chain(self) -> SystemSetConfigs
fn chain(self) -> SystemSetConfigs
Treat this collection as a sequence of system sets.
Ordering constraints will be applied between the successive elements.