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backoff.go
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// Copyright (c) The go-grpc-middleware Authors.
// Licensed under the Apache License 2.0.
package retry
import (
"context"
"math/rand"
"time"
)
// BackoffLinear is very simple: it waits for a fixed period of time between calls.
func BackoffLinear(waitBetween time.Duration) BackoffFunc {
return func(ctx context.Context, attempt uint) time.Duration {
return waitBetween
}
}
// jitterUp adds random jitter to the duration.
// This adds or subtracts time from the duration within a given jitter fraction.
// For example for 10s and jitter 0.1, it will return a time within [9s, 11s])
func jitterUp(duration time.Duration, jitter float64) time.Duration {
multiplier := jitter * (rand.Float64()*2 - 1)
return time.Duration(float64(duration) * (1 + multiplier))
}
// exponentBase2 computes 2^(a-1) where a >= 1. If a is 0, the result is 0.
func exponentBase2(a uint) uint {
return (1 << a) >> 1
}
// BackoffLinearWithJitter waits a set period of time, allowing for jitter (fractional adjustment).
// For example waitBetween=1s and jitter=0.10 can generate waits between 900ms and 1100ms.
func BackoffLinearWithJitter(waitBetween time.Duration, jitterFraction float64) BackoffFunc {
return func(ctx context.Context, attempt uint) time.Duration {
return jitterUp(waitBetween, jitterFraction)
}
}
// BackoffExponential produces increasing intervals for each attempt.
// The scalar is multiplied times 2 raised to the current attempt. So the first
// retry with a scalar of 100ms is 100ms, while the 5th attempt would be 1.6s.
func BackoffExponential(scalar time.Duration) BackoffFunc {
return func(ctx context.Context, attempt uint) time.Duration {
return scalar * time.Duration(exponentBase2(attempt))
}
}
// BackoffExponentialWithJitter creates an exponential backoff like
// BackoffExponential does, but adds jitter.
func BackoffExponentialWithJitter(scalar time.Duration, jitterFraction float64) BackoffFunc {
return func(ctx context.Context, attempt uint) time.Duration {
return jitterUp(scalar*time.Duration(exponentBase2(attempt)), jitterFraction)
}
}