Uses of Interface
io.debezium.util.ElapsedTimeStrategy

Packages that use ElapsedTimeStrategy

Package	Description
io.debezium.connector.common
io.debezium.relational.history
io.debezium.util

Uses of ElapsedTimeStrategy in io.debezium.connector.common

Fields in io.debezium.connector.common declared as ElapsedTimeStrategy

Modifier and Type	Field	Description
private final ElapsedTimeStrategy	BaseSourceTask.pollOutputDelay
private ElapsedTimeStrategy	BaseSourceTask.restartDelay

Uses of ElapsedTimeStrategy in io.debezium.relational.history

Fields in io.debezium.relational.history declared as ElapsedTimeStrategy

Modifier and Type	Field	Description
private final ElapsedTimeStrategy	SchemaHistoryMetrics.lastChangeAppliedLogDelay
private final ElapsedTimeStrategy	SchemaHistoryMetrics.lastChangeRecoveredLogDelay

Uses of ElapsedTimeStrategy in io.debezium.util

Methods in io.debezium.util that return ElapsedTimeStrategy

Modifier and Type	Method	Description
static ElapsedTimeStrategy	ElapsedTimeStrategy.constant(Clock clock, long delayInMilliseconds)	Create a strategy whose time periods are constant.
static ElapsedTimeStrategy	ElapsedTimeStrategy.constant(Clock clock, Duration delay)	Create a strategy whose time periods are constant.
static ElapsedTimeStrategy	ElapsedTimeStrategy.exponential(Clock clock, long initialDelayInMilliseconds, long maxDelayInMilliseconds, double multiplier)	Create a strategy whose time periods increase exponentially.
static ElapsedTimeStrategy	ElapsedTimeStrategy.exponential(Clock clock, Duration initialDelay, Duration maxDelay)	Create a strategy whose time periods increase exponentially.
static ElapsedTimeStrategy	ElapsedTimeStrategy.linear(Clock clock, Duration delay)	Create a strategy whose time periods linearly increase in length.
static ElapsedTimeStrategy	ElapsedTimeStrategy.none()	Create an elapsed time strategy that always is elapsed.
static ElapsedTimeStrategy	ElapsedTimeStrategy.step(Clock clock, Duration preStepDelay, BooleanSupplier stepFunction, Duration postStepDelay)	Create a strategy whose time periods start out at one length but then change to another length after another period has elapsed.