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//! The [`Duration`] struct and its associated `impl`s.
use core::cmp::Ordering;
use core::fmt;
use core::iter::Sum;
use core::ops::{Add, AddAssign, Div, Mul, Neg, Sub, SubAssign};
use core::time::Duration as StdDuration;
use deranged::RangedI32;
use num_conv::prelude::*;
use crate::convert::*;
use crate::error;
use crate::internal_macros::{
const_try_opt, expect_opt, impl_add_assign, impl_div_assign, impl_mul_assign, impl_sub_assign,
};
#[cfg(feature = "std")]
#[allow(deprecated)]
use crate::Instant;
/// By explicitly inserting this enum where padding is expected, the compiler is able to better
/// perform niche value optimization.
#[repr(u32)]
#[derive(Clone, Copy, Debug, PartialEq, Eq, Hash, PartialOrd, Ord)]
pub(crate) enum Padding {
#[allow(clippy::missing_docs_in_private_items)]
Optimize,
}
/// The type of the `nanosecond` field of `Duration`.
type Nanoseconds =
RangedI32<{ -(Nanosecond::per(Second) as i32 - 1) }, { Nanosecond::per(Second) as i32 - 1 }>;
/// A span of time with nanosecond precision.
///
/// Each `Duration` is composed of a whole number of seconds and a fractional part represented in
/// nanoseconds.
///
/// This implementation allows for negative durations, unlike [`core::time::Duration`].
#[derive(Clone, Copy, PartialEq, Eq, Hash, PartialOrd, Ord)]
pub struct Duration {
/// Number of whole seconds.
seconds: i64,
/// Number of nanoseconds within the second. The sign always matches the `seconds` field.
// Sign must match that of `seconds` (though this is not a safety requirement).
nanoseconds: Nanoseconds,
#[allow(clippy::missing_docs_in_private_items)]
padding: Padding,
}
impl fmt::Debug for Duration {
fn fmt(&self, f: &mut fmt::Formatter<'_>) -> fmt::Result {
f.debug_struct("Duration")
.field("seconds", &self.seconds)
.field("nanoseconds", &self.nanoseconds)
.finish()
}
}
impl Default for Duration {
fn default() -> Self {
Self {
seconds: 0,
nanoseconds: Nanoseconds::new_static::<0>(),
padding: Padding::Optimize,
}
}
}
/// This is adapted from the [`std` implementation][std], which uses mostly bit
/// operations to ensure the highest precision:
///
/// Changes from `std` are marked and explained below.
///
#[rustfmt::skip] // Skip `rustfmt` because it reformats the arguments of the macro weirdly.
macro_rules! try_from_secs {
(
secs = $secs: expr,
mantissa_bits = $mant_bits: literal,
exponent_bits = $exp_bits: literal,
offset = $offset: literal,
bits_ty = $bits_ty:ty,
bits_ty_signed = $bits_ty_signed:ty,
double_ty = $double_ty:ty,
float_ty = $float_ty:ty,
is_nan = $is_nan:expr,
is_overflow = $is_overflow:expr,
) => {{
'value: {
const MIN_EXP: i16 = 1 - (1i16 << $exp_bits) / 2;
const MANT_MASK: $bits_ty = (1 << $mant_bits) - 1;
const EXP_MASK: $bits_ty = (1 << $exp_bits) - 1;
// Change from std: No error check for negative values necessary.
let bits = $secs.to_bits();
let mant = (bits & MANT_MASK) | (MANT_MASK + 1);
let exp = ((bits >> $mant_bits) & EXP_MASK) as i16 + MIN_EXP;
let (secs, nanos) = if exp < -31 {
// the input represents less than 1ns and can not be rounded to it
(0u64, 0u32)
} else if exp < 0 {
// the input is less than 1 second
let t = <$double_ty>::from(mant) << ($offset + exp);
let nanos_offset = $mant_bits + $offset;
let nanos_tmp = u128::from(Nanosecond::per(Second)) * u128::from(t);
let nanos = (nanos_tmp >> nanos_offset) as u32;
let rem_mask = (1 << nanos_offset) - 1;
let rem_msb_mask = 1 << (nanos_offset - 1);
let rem = nanos_tmp & rem_mask;
let is_tie = rem == rem_msb_mask;
let is_even = (nanos & 1) == 0;
let rem_msb = nanos_tmp & rem_msb_mask == 0;
let add_ns = !(rem_msb || (is_even && is_tie));
// f32 does not have enough precision to trigger the second branch
// since it can not represent numbers between 0.999_999_940_395 and 1.0.
let nanos = nanos + add_ns as u32;
if ($mant_bits == 23) || (nanos != Nanosecond::per(Second)) {
(0, nanos)
} else {
(1, 0)
}
} else if exp < $mant_bits {
let secs = u64::from(mant >> ($mant_bits - exp));
let t = <$double_ty>::from((mant << exp) & MANT_MASK);
let nanos_offset = $mant_bits;
let nanos_tmp = <$double_ty>::from(Nanosecond::per(Second)) * t;
let nanos = (nanos_tmp >> nanos_offset) as u32;
let rem_mask = (1 << nanos_offset) - 1;
let rem_msb_mask = 1 << (nanos_offset - 1);
let rem = nanos_tmp & rem_mask;
let is_tie = rem == rem_msb_mask;
let is_even = (nanos & 1) == 0;
let rem_msb = nanos_tmp & rem_msb_mask == 0;
let add_ns = !(rem_msb || (is_even && is_tie));
// f32 does not have enough precision to trigger the second branch.
// For example, it can not represent numbers between 1.999_999_880...
// and 2.0. Bigger values result in even smaller precision of the
// fractional part.
let nanos = nanos + add_ns as u32;
if ($mant_bits == 23) || (nanos != Nanosecond::per(Second)) {
(secs, nanos)
} else {
(secs + 1, 0)
}
} else if exp < 63 {
// Change from std: The exponent here is 63 instead of 64,
// because i64::MAX + 1 is 2^63.
// the input has no fractional part
let secs = u64::from(mant) << (exp - $mant_bits);
(secs, 0)
} else if bits == (i64::MIN as $float_ty).to_bits() {
// Change from std: Signed integers are asymmetrical in that
// iN::MIN is -iN::MAX - 1. So for example i8 covers the
// following numbers -128..=127. The check above (exp < 63)
// doesn't cover i64::MIN as that is -2^63, so we have this
// additional case to handle the asymmetry of iN::MIN.
break 'value Self::new_ranged_unchecked(i64::MIN, Nanoseconds::new_static::<0>());
} else if $secs.is_nan() {
// Change from std: std doesn't differentiate between the error
// cases.
$is_nan
} else {
$is_overflow
};
// Change from std: All the code is mostly unmodified in that it
// simply calculates an unsigned integer. Here we extract the sign
// bit and assign it to the number. We basically manually do two's
// complement here, we could also use an if and just negate the
// numbers based on the sign, but it turns out to be quite a bit
// slower.
let mask = (bits as $bits_ty_signed) >> ($mant_bits + $exp_bits);
#[allow(trivial_numeric_casts)]
let secs_signed = ((secs as i64) ^ (mask as i64)) - (mask as i64);
#[allow(trivial_numeric_casts)]
let nanos_signed = ((nanos as i32) ^ (mask as i32)) - (mask as i32);
// Safety: `nanos_signed` is in range.
unsafe { Self::new_unchecked(secs_signed, nanos_signed) }
}
}};
}
impl Duration {
// region: constants
/// Equivalent to `0.seconds()`.
///
/// ```rust
/// # use time::{Duration, ext::NumericalDuration};
/// assert_eq!(Duration::ZERO, 0.seconds());
/// ```
pub const ZERO: Self = Self::seconds(0);
/// Equivalent to `1.nanoseconds()`.
///
/// ```rust
/// # use time::{Duration, ext::NumericalDuration};
/// assert_eq!(Duration::NANOSECOND, 1.nanoseconds());
/// ```
pub const NANOSECOND: Self = Self::nanoseconds(1);
/// Equivalent to `1.microseconds()`.
///
/// ```rust
/// # use time::{Duration, ext::NumericalDuration};
/// assert_eq!(Duration::MICROSECOND, 1.microseconds());
/// ```
pub const MICROSECOND: Self = Self::microseconds(1);
/// Equivalent to `1.milliseconds()`.
///
/// ```rust
/// # use time::{Duration, ext::NumericalDuration};
/// assert_eq!(Duration::MILLISECOND, 1.milliseconds());
/// ```
pub const MILLISECOND: Self = Self::milliseconds(1);
/// Equivalent to `1.seconds()`.
///
/// ```rust
/// # use time::{Duration, ext::NumericalDuration};
/// assert_eq!(Duration::SECOND, 1.seconds());
/// ```
pub const SECOND: Self = Self::seconds(1);
/// Equivalent to `1.minutes()`.
///
/// ```rust
/// # use time::{Duration, ext::NumericalDuration};
/// assert_eq!(Duration::MINUTE, 1.minutes());
/// ```
pub const MINUTE: Self = Self::minutes(1);
/// Equivalent to `1.hours()`.
///
/// ```rust
/// # use time::{Duration, ext::NumericalDuration};
/// assert_eq!(Duration::HOUR, 1.hours());
/// ```
pub const HOUR: Self = Self::hours(1);
/// Equivalent to `1.days()`.
///
/// ```rust
/// # use time::{Duration, ext::NumericalDuration};
/// assert_eq!(Duration::DAY, 1.days());
/// ```
pub const DAY: Self = Self::days(1);
/// Equivalent to `1.weeks()`.
///
/// ```rust
/// # use time::{Duration, ext::NumericalDuration};
/// assert_eq!(Duration::WEEK, 1.weeks());
/// ```
pub const WEEK: Self = Self::weeks(1);
/// The minimum possible duration. Adding any negative duration to this will cause an overflow.
pub const MIN: Self = Self::new_ranged(i64::MIN, Nanoseconds::MIN);
/// The maximum possible duration. Adding any positive duration to this will cause an overflow.
pub const MAX: Self = Self::new_ranged(i64::MAX, Nanoseconds::MAX);
// endregion constants
// region: is_{sign}
/// Check if a duration is exactly zero.
///
/// ```rust
/// # use time::ext::NumericalDuration;
/// assert!(0.seconds().is_zero());
/// assert!(!1.nanoseconds().is_zero());
/// ```
pub const fn is_zero(self) -> bool {
self.seconds == 0 && self.nanoseconds.get() == 0
}
/// Check if a duration is negative.
///
/// ```rust
/// # use time::ext::NumericalDuration;
/// assert!((-1).seconds().is_negative());
/// assert!(!0.seconds().is_negative());
/// assert!(!1.seconds().is_negative());
/// ```
pub const fn is_negative(self) -> bool {
self.seconds < 0 || self.nanoseconds.get() < 0
}
/// Check if a duration is positive.
///
/// ```rust
/// # use time::ext::NumericalDuration;
/// assert!(1.seconds().is_positive());
/// assert!(!0.seconds().is_positive());
/// assert!(!(-1).seconds().is_positive());
/// ```
pub const fn is_positive(self) -> bool {
self.seconds > 0 || self.nanoseconds.get() > 0
}
// endregion is_{sign}
// region: abs
/// Get the absolute value of the duration.
///
/// This method saturates the returned value if it would otherwise overflow.
///
/// ```rust
/// # use time::ext::NumericalDuration;
/// assert_eq!(1.seconds().abs(), 1.seconds());
/// assert_eq!(0.seconds().abs(), 0.seconds());
/// assert_eq!((-1).seconds().abs(), 1.seconds());
/// ```
pub const fn abs(self) -> Self {
match self.seconds.checked_abs() {
Some(seconds) => Self::new_ranged_unchecked(seconds, self.nanoseconds.abs()),
None => Self::MAX,
}
}
/// Convert the existing `Duration` to a `std::time::Duration` and its sign. This returns a
/// [`std::time::Duration`] and does not saturate the returned value (unlike [`Duration::abs`]).
///
/// ```rust
/// # use time::ext::{NumericalDuration, NumericalStdDuration};
/// assert_eq!(1.seconds().unsigned_abs(), 1.std_seconds());
/// assert_eq!(0.seconds().unsigned_abs(), 0.std_seconds());
/// assert_eq!((-1).seconds().unsigned_abs(), 1.std_seconds());
/// ```
pub const fn unsigned_abs(self) -> StdDuration {
StdDuration::new(
self.seconds.unsigned_abs(),
self.nanoseconds.get().unsigned_abs(),
)
}
// endregion abs
// region: constructors
/// Create a new `Duration` without checking the validity of the components.
///
/// # Safety
///
/// - `nanoseconds` must be in the range `-999_999_999..=999_999_999`.
///
/// While the sign of `nanoseconds` is required to be the same as the sign of `seconds`, this is
/// not a safety invariant.
pub(crate) const unsafe fn new_unchecked(seconds: i64, nanoseconds: i32) -> Self {
Self::new_ranged_unchecked(
seconds,
// Safety: The caller must uphold the safety invariants.
unsafe { Nanoseconds::new_unchecked(nanoseconds) },
)
}
/// Create a new `Duration` without checking the validity of the components.
pub(crate) const fn new_ranged_unchecked(seconds: i64, nanoseconds: Nanoseconds) -> Self {
if seconds < 0 {
debug_assert!(nanoseconds.get() <= 0);
} else if seconds > 0 {
debug_assert!(nanoseconds.get() >= 0);
}
Self {
seconds,
nanoseconds,
padding: Padding::Optimize,
}
}
/// Create a new `Duration` with the provided seconds and nanoseconds. If nanoseconds is at
/// least ±10<sup>9</sup>, it will wrap to the number of seconds.
///
/// ```rust
/// # use time::{Duration, ext::NumericalDuration};
/// assert_eq!(Duration::new(1, 0), 1.seconds());
/// assert_eq!(Duration::new(-1, 0), (-1).seconds());
/// assert_eq!(Duration::new(1, 2_000_000_000), 3.seconds());
/// ```
///
/// # Panics
///
/// This may panic if an overflow occurs.
pub const fn new(mut seconds: i64, mut nanoseconds: i32) -> Self {
seconds = expect_opt!(
seconds.checked_add(nanoseconds as i64 / Nanosecond::per(Second) as i64),
"overflow constructing `time::Duration`"
);
nanoseconds %= Nanosecond::per(Second) as i32;
if seconds > 0 && nanoseconds < 0 {
// `seconds` cannot overflow here because it is positive.
seconds -= 1;
nanoseconds += Nanosecond::per(Second) as i32;
} else if seconds < 0 && nanoseconds > 0 {
// `seconds` cannot overflow here because it is negative.
seconds += 1;
nanoseconds -= Nanosecond::per(Second) as i32;
}
// Safety: `nanoseconds` is in range due to the modulus above.
unsafe { Self::new_unchecked(seconds, nanoseconds) }
}
/// Create a new `Duration` with the provided seconds and nanoseconds.
pub(crate) const fn new_ranged(mut seconds: i64, mut nanoseconds: Nanoseconds) -> Self {
if seconds > 0 && nanoseconds.get() < 0 {
// `seconds` cannot overflow here because it is positive.
seconds -= 1;
// Safety: `nanoseconds` is negative with a maximum of 999,999,999, so adding a billion
// to it is guaranteed to result in an in-range value.
nanoseconds = unsafe {
Nanoseconds::new_unchecked(nanoseconds.get() + Nanosecond::per(Second) as i32)
};
} else if seconds < 0 && nanoseconds.get() > 0 {
// `seconds` cannot overflow here because it is negative.
seconds += 1;
// Safety: `nanoseconds` is positive with a minimum of -999,999,999, so subtracting a
// billion from it is guaranteed to result in an in-range value.
nanoseconds = unsafe {
Nanoseconds::new_unchecked(nanoseconds.get() - Nanosecond::per(Second) as i32)
};
}
Self::new_ranged_unchecked(seconds, nanoseconds)
}
/// Create a new `Duration` with the given number of weeks. Equivalent to
/// `Duration::seconds(weeks * 604_800)`.
///
/// ```rust
/// # use time::{Duration, ext::NumericalDuration};
/// assert_eq!(Duration::weeks(1), 604_800.seconds());
/// ```
///
/// # Panics
///
/// This may panic if an overflow occurs.
pub const fn weeks(weeks: i64) -> Self {
Self::seconds(expect_opt!(
weeks.checked_mul(Second::per(Week) as _),
"overflow constructing `time::Duration`"
))
}
/// Create a new `Duration` with the given number of days. Equivalent to
/// `Duration::seconds(days * 86_400)`.
///
/// ```rust
/// # use time::{Duration, ext::NumericalDuration};
/// assert_eq!(Duration::days(1), 86_400.seconds());
/// ```
///
/// # Panics
///
/// This may panic if an overflow occurs.
pub const fn days(days: i64) -> Self {
Self::seconds(expect_opt!(
days.checked_mul(Second::per(Day) as _),
"overflow constructing `time::Duration`"
))
}
/// Create a new `Duration` with the given number of hours. Equivalent to
/// `Duration::seconds(hours * 3_600)`.
///
/// ```rust
/// # use time::{Duration, ext::NumericalDuration};
/// assert_eq!(Duration::hours(1), 3_600.seconds());
/// ```
///
/// # Panics
///
/// This may panic if an overflow occurs.
pub const fn hours(hours: i64) -> Self {
Self::seconds(expect_opt!(
hours.checked_mul(Second::per(Hour) as _),
"overflow constructing `time::Duration`"
))
}
/// Create a new `Duration` with the given number of minutes. Equivalent to
/// `Duration::seconds(minutes * 60)`.
///
/// ```rust
/// # use time::{Duration, ext::NumericalDuration};
/// assert_eq!(Duration::minutes(1), 60.seconds());
/// ```
///
/// # Panics
///
/// This may panic if an overflow occurs.
pub const fn minutes(minutes: i64) -> Self {
Self::seconds(expect_opt!(
minutes.checked_mul(Second::per(Minute) as _),
"overflow constructing `time::Duration`"
))
}
/// Create a new `Duration` with the given number of seconds.
///
/// ```rust
/// # use time::{Duration, ext::NumericalDuration};
/// assert_eq!(Duration::seconds(1), 1_000.milliseconds());
/// ```
pub const fn seconds(seconds: i64) -> Self {
Self::new_ranged_unchecked(seconds, Nanoseconds::new_static::<0>())
}
/// Creates a new `Duration` from the specified number of seconds represented as `f64`.
///
/// ```rust
/// # use time::{Duration, ext::NumericalDuration};
/// assert_eq!(Duration::seconds_f64(0.5), 0.5.seconds());
/// assert_eq!(Duration::seconds_f64(-0.5), -0.5.seconds());
/// ```
pub fn seconds_f64(seconds: f64) -> Self {
try_from_secs!(
secs = seconds,
mantissa_bits = 52,
exponent_bits = 11,
offset = 44,
bits_ty = u64,
bits_ty_signed = i64,
double_ty = u128,
float_ty = f64,
is_nan = crate::expect_failed("passed NaN to `time::Duration::seconds_f64`"),
is_overflow = crate::expect_failed("overflow constructing `time::Duration`"),
)
}
/// Creates a new `Duration` from the specified number of seconds represented as `f32`.
///
/// ```rust
/// # use time::{Duration, ext::NumericalDuration};
/// assert_eq!(Duration::seconds_f32(0.5), 0.5.seconds());
/// assert_eq!(Duration::seconds_f32(-0.5), (-0.5).seconds());
/// ```
pub fn seconds_f32(seconds: f32) -> Self {
try_from_secs!(
secs = seconds,
mantissa_bits = 23,
exponent_bits = 8,
offset = 41,
bits_ty = u32,
bits_ty_signed = i32,
double_ty = u64,
float_ty = f32,
is_nan = crate::expect_failed("passed NaN to `time::Duration::seconds_f32`"),
is_overflow = crate::expect_failed("overflow constructing `time::Duration`"),
)
}
/// Creates a new `Duration` from the specified number of seconds
/// represented as `f64`. Any values that are out of bounds are saturated at
/// the minimum or maximum respectively. `NaN` gets turned into a `Duration`
/// of 0 seconds.
///
/// ```rust
/// # use time::{Duration, ext::NumericalDuration};
/// assert_eq!(Duration::saturating_seconds_f64(0.5), 0.5.seconds());
/// assert_eq!(Duration::saturating_seconds_f64(-0.5), -0.5.seconds());
/// assert_eq!(
/// Duration::saturating_seconds_f64(f64::NAN),
/// Duration::new(0, 0),
/// );
/// assert_eq!(
/// Duration::saturating_seconds_f64(f64::NEG_INFINITY),
/// Duration::MIN,
/// );
/// assert_eq!(
/// Duration::saturating_seconds_f64(f64::INFINITY),
/// Duration::MAX,
/// );
/// ```
pub fn saturating_seconds_f64(seconds: f64) -> Self {
try_from_secs!(
secs = seconds,
mantissa_bits = 52,
exponent_bits = 11,
offset = 44,
bits_ty = u64,
bits_ty_signed = i64,
double_ty = u128,
float_ty = f64,
is_nan = return Self::ZERO,
is_overflow = return if seconds < 0.0 { Self::MIN } else { Self::MAX },
)
}
/// Creates a new `Duration` from the specified number of seconds
/// represented as `f32`. Any values that are out of bounds are saturated at
/// the minimum or maximum respectively. `NaN` gets turned into a `Duration`
/// of 0 seconds.
///
/// ```rust
/// # use time::{Duration, ext::NumericalDuration};
/// assert_eq!(Duration::saturating_seconds_f32(0.5), 0.5.seconds());
/// assert_eq!(Duration::saturating_seconds_f32(-0.5), (-0.5).seconds());
/// assert_eq!(
/// Duration::saturating_seconds_f32(f32::NAN),
/// Duration::new(0, 0),
/// );
/// assert_eq!(
/// Duration::saturating_seconds_f32(f32::NEG_INFINITY),
/// Duration::MIN,
/// );
/// assert_eq!(
/// Duration::saturating_seconds_f32(f32::INFINITY),
/// Duration::MAX,
/// );
/// ```
pub fn saturating_seconds_f32(seconds: f32) -> Self {
try_from_secs!(
secs = seconds,
mantissa_bits = 23,
exponent_bits = 8,
offset = 41,
bits_ty = u32,
bits_ty_signed = i32,
double_ty = u64,
float_ty = f32,
is_nan = return Self::ZERO,
is_overflow = return if seconds < 0.0 { Self::MIN } else { Self::MAX },
)
}
/// Creates a new `Duration` from the specified number of seconds
/// represented as `f64`. Returns `None` if the `Duration` can't be
/// represented.
///
/// ```rust
/// # use time::{Duration, ext::NumericalDuration};
/// assert_eq!(Duration::checked_seconds_f64(0.5), Some(0.5.seconds()));
/// assert_eq!(Duration::checked_seconds_f64(-0.5), Some(-0.5.seconds()));
/// assert_eq!(Duration::checked_seconds_f64(f64::NAN), None);
/// assert_eq!(Duration::checked_seconds_f64(f64::NEG_INFINITY), None);
/// assert_eq!(Duration::checked_seconds_f64(f64::INFINITY), None);
/// ```
pub fn checked_seconds_f64(seconds: f64) -> Option<Self> {
Some(try_from_secs!(
secs = seconds,
mantissa_bits = 52,
exponent_bits = 11,
offset = 44,
bits_ty = u64,
bits_ty_signed = i64,
double_ty = u128,
float_ty = f64,
is_nan = return None,
is_overflow = return None,
))
}
/// Creates a new `Duration` from the specified number of seconds
/// represented as `f32`. Returns `None` if the `Duration` can't be
/// represented.
///
/// ```rust
/// # use time::{Duration, ext::NumericalDuration};
/// assert_eq!(Duration::checked_seconds_f32(0.5), Some(0.5.seconds()));
/// assert_eq!(Duration::checked_seconds_f32(-0.5), Some(-0.5.seconds()));
/// assert_eq!(Duration::checked_seconds_f32(f32::NAN), None);
/// assert_eq!(Duration::checked_seconds_f32(f32::NEG_INFINITY), None);
/// assert_eq!(Duration::checked_seconds_f32(f32::INFINITY), None);
/// ```
pub fn checked_seconds_f32(seconds: f32) -> Option<Self> {
Some(try_from_secs!(
secs = seconds,
mantissa_bits = 23,
exponent_bits = 8,
offset = 41,
bits_ty = u32,
bits_ty_signed = i32,
double_ty = u64,
float_ty = f32,
is_nan = return None,
is_overflow = return None,
))
}
/// Create a new `Duration` with the given number of milliseconds.
///
/// ```rust
/// # use time::{Duration, ext::NumericalDuration};
/// assert_eq!(Duration::milliseconds(1), 1_000.microseconds());
/// assert_eq!(Duration::milliseconds(-1), (-1_000).microseconds());
/// ```
pub const fn milliseconds(milliseconds: i64) -> Self {
// Safety: `nanoseconds` is guaranteed to be in range because of the modulus.
unsafe {
Self::new_unchecked(
milliseconds / Millisecond::per(Second) as i64,
(milliseconds % Millisecond::per(Second) as i64
* Nanosecond::per(Millisecond) as i64) as _,
)
}
}
/// Create a new `Duration` with the given number of microseconds.
///
/// ```rust
/// # use time::{Duration, ext::NumericalDuration};
/// assert_eq!(Duration::microseconds(1), 1_000.nanoseconds());
/// assert_eq!(Duration::microseconds(-1), (-1_000).nanoseconds());
/// ```
pub const fn microseconds(microseconds: i64) -> Self {
// Safety: `nanoseconds` is guaranteed to be in range because of the modulus.
unsafe {
Self::new_unchecked(
microseconds / Microsecond::per(Second) as i64,
(microseconds % Microsecond::per(Second) as i64
* Nanosecond::per(Microsecond) as i64) as _,
)
}
}
/// Create a new `Duration` with the given number of nanoseconds.
///
/// ```rust
/// # use time::{Duration, ext::NumericalDuration};
/// assert_eq!(Duration::nanoseconds(1), 1.microseconds() / 1_000);
/// assert_eq!(Duration::nanoseconds(-1), (-1).microseconds() / 1_000);
/// ```
pub const fn nanoseconds(nanoseconds: i64) -> Self {
// Safety: `nanoseconds` is guaranteed to be in range because of the modulus.
unsafe {
Self::new_unchecked(
nanoseconds / Nanosecond::per(Second) as i64,
(nanoseconds % Nanosecond::per(Second) as i64) as _,
)
}
}
/// Create a new `Duration` with the given number of nanoseconds.
///
/// As the input range cannot be fully mapped to the output, this should only be used where it's
/// known to result in a valid value.
pub(crate) const fn nanoseconds_i128(nanoseconds: i128) -> Self {
let seconds = nanoseconds / Nanosecond::per(Second) as i128;
let nanoseconds = nanoseconds % Nanosecond::per(Second) as i128;
if seconds > i64::MAX as i128 || seconds < i64::MIN as i128 {
crate::expect_failed("overflow constructing `time::Duration`");
}
// Safety: `nanoseconds` is guaranteed to be in range because of the modulus above.
unsafe { Self::new_unchecked(seconds as _, nanoseconds as _) }
}
// endregion constructors
// region: getters
/// Get the number of whole weeks in the duration.
///
/// ```rust
/// # use time::ext::NumericalDuration;
/// assert_eq!(1.weeks().whole_weeks(), 1);
/// assert_eq!((-1).weeks().whole_weeks(), -1);
/// assert_eq!(6.days().whole_weeks(), 0);
/// assert_eq!((-6).days().whole_weeks(), 0);
/// ```
pub const fn whole_weeks(self) -> i64 {
self.whole_seconds() / Second::per(Week) as i64
}
/// Get the number of whole days in the duration.
///
/// ```rust
/// # use time::ext::NumericalDuration;
/// assert_eq!(1.days().whole_days(), 1);
/// assert_eq!((-1).days().whole_days(), -1);
/// assert_eq!(23.hours().whole_days(), 0);
/// assert_eq!((-23).hours().whole_days(), 0);
/// ```
pub const fn whole_days(self) -> i64 {
self.whole_seconds() / Second::per(Day) as i64
}
/// Get the number of whole hours in the duration.
///
/// ```rust
/// # use time::ext::NumericalDuration;
/// assert_eq!(1.hours().whole_hours(), 1);
/// assert_eq!((-1).hours().whole_hours(), -1);
/// assert_eq!(59.minutes().whole_hours(), 0);
/// assert_eq!((-59).minutes().whole_hours(), 0);
/// ```
pub const fn whole_hours(self) -> i64 {
self.whole_seconds() / Second::per(Hour) as i64
}
/// Get the number of whole minutes in the duration.
///
/// ```rust
/// # use time::ext::NumericalDuration;
/// assert_eq!(1.minutes().whole_minutes(), 1);
/// assert_eq!((-1).minutes().whole_minutes(), -1);
/// assert_eq!(59.seconds().whole_minutes(), 0);
/// assert_eq!((-59).seconds().whole_minutes(), 0);
/// ```
pub const fn whole_minutes(self) -> i64 {
self.whole_seconds() / Second::per(Minute) as i64
}
/// Get the number of whole seconds in the duration.
///
/// ```rust
/// # use time::ext::NumericalDuration;
/// assert_eq!(1.seconds().whole_seconds(), 1);
/// assert_eq!((-1).seconds().whole_seconds(), -1);
/// assert_eq!(1.minutes().whole_seconds(), 60);
/// assert_eq!((-1).minutes().whole_seconds(), -60);
/// ```
pub const fn whole_seconds(self) -> i64 {
self.seconds
}
/// Get the number of fractional seconds in the duration.
///
/// ```rust
/// # use time::ext::NumericalDuration;
/// assert_eq!(1.5.seconds().as_seconds_f64(), 1.5);
/// assert_eq!((-1.5).seconds().as_seconds_f64(), -1.5);
/// ```
pub fn as_seconds_f64(self) -> f64 {
self.seconds as f64 + self.nanoseconds.get() as f64 / Nanosecond::per(Second) as f64
}
/// Get the number of fractional seconds in the duration.
///
/// ```rust
/// # use time::ext::NumericalDuration;
/// assert_eq!(1.5.seconds().as_seconds_f32(), 1.5);
/// assert_eq!((-1.5).seconds().as_seconds_f32(), -1.5);
/// ```
pub fn as_seconds_f32(self) -> f32 {
self.seconds as f32 + self.nanoseconds.get() as f32 / Nanosecond::per(Second) as f32
}
/// Get the number of whole milliseconds in the duration.
///
/// ```rust
/// # use time::ext::NumericalDuration;
/// assert_eq!(1.seconds().whole_milliseconds(), 1_000);
/// assert_eq!((-1).seconds().whole_milliseconds(), -1_000);
/// assert_eq!(1.milliseconds().whole_milliseconds(), 1);
/// assert_eq!((-1).milliseconds().whole_milliseconds(), -1);
/// ```
pub const fn whole_milliseconds(self) -> i128 {
self.seconds as i128 * Millisecond::per(Second) as i128
+ self.nanoseconds.get() as i128 / Nanosecond::per(Millisecond) as i128
}
/// Get the number of milliseconds past the number of whole seconds.
///
/// Always in the range `-999..=999`.
///
/// ```rust
/// # use time::ext::NumericalDuration;
/// assert_eq!(1.4.seconds().subsec_milliseconds(), 400);
/// assert_eq!((-1.4).seconds().subsec_milliseconds(), -400);
/// ```
// Allow the lint, as the value is guaranteed to be less than 1000.
pub const fn subsec_milliseconds(self) -> i16 {
(self.nanoseconds.get() / Nanosecond::per(Millisecond) as i32) as _
}
/// Get the number of whole microseconds in the duration.
///
/// ```rust
/// # use time::ext::NumericalDuration;
/// assert_eq!(1.milliseconds().whole_microseconds(), 1_000);
/// assert_eq!((-1).milliseconds().whole_microseconds(), -1_000);
/// assert_eq!(1.microseconds().whole_microseconds(), 1);
/// assert_eq!((-1).microseconds().whole_microseconds(), -1);
/// ```
pub const fn whole_microseconds(self) -> i128 {
self.seconds as i128 * Microsecond::per(Second) as i128
+ self.nanoseconds.get() as i128 / Nanosecond::per(Microsecond) as i128
}
/// Get the number of microseconds past the number of whole seconds.
///
/// Always in the range `-999_999..=999_999`.
///
/// ```rust
/// # use time::ext::NumericalDuration;
/// assert_eq!(1.0004.seconds().subsec_microseconds(), 400);
/// assert_eq!((-1.0004).seconds().subsec_microseconds(), -400);
/// ```
pub const fn subsec_microseconds(self) -> i32 {
self.nanoseconds.get() / Nanosecond::per(Microsecond) as i32
}
/// Get the number of nanoseconds in the duration.
///
/// ```rust
/// # use time::ext::NumericalDuration;
/// assert_eq!(1.microseconds().whole_nanoseconds(), 1_000);
/// assert_eq!((-1).microseconds().whole_nanoseconds(), -1_000);
/// assert_eq!(1.nanoseconds().whole_nanoseconds(), 1);
/// assert_eq!((-1).nanoseconds().whole_nanoseconds(), -1);
/// ```
pub const fn whole_nanoseconds(self) -> i128 {
self.seconds as i128 * Nanosecond::per(Second) as i128 + self.nanoseconds.get() as i128
}
/// Get the number of nanoseconds past the number of whole seconds.
///
/// The returned value will always be in the range `-999_999_999..=999_999_999`.
///
/// ```rust
/// # use time::ext::NumericalDuration;
/// assert_eq!(1.000_000_400.seconds().subsec_nanoseconds(), 400);
/// assert_eq!((-1.000_000_400).seconds().subsec_nanoseconds(), -400);
/// ```
pub const fn subsec_nanoseconds(self) -> i32 {
self.nanoseconds.get()
}
/// Get the number of nanoseconds past the number of whole seconds.
#[cfg(feature = "quickcheck")]
pub(crate) const fn subsec_nanoseconds_ranged(self) -> Nanoseconds {
self.nanoseconds
}
// endregion getters
// region: checked arithmetic
/// Computes `self + rhs`, returning `None` if an overflow occurred.
///
/// ```rust
/// # use time::{Duration, ext::NumericalDuration};
/// assert_eq!(5.seconds().checked_add(5.seconds()), Some(10.seconds()));
/// assert_eq!(Duration::MAX.checked_add(1.nanoseconds()), None);
/// assert_eq!((-5).seconds().checked_add(5.seconds()), Some(0.seconds()));
/// ```
pub const fn checked_add(self, rhs: Self) -> Option<Self> {
let mut seconds = const_try_opt!(self.seconds.checked_add(rhs.seconds));
let mut nanoseconds = self.nanoseconds.get() + rhs.nanoseconds.get();
if nanoseconds >= Nanosecond::per(Second) as _ || seconds < 0 && nanoseconds > 0 {
nanoseconds -= Nanosecond::per(Second) as i32;
seconds = const_try_opt!(seconds.checked_add(1));
} else if nanoseconds <= -(Nanosecond::per(Second) as i32) || seconds > 0 && nanoseconds < 0
{
nanoseconds += Nanosecond::per(Second) as i32;
seconds = const_try_opt!(seconds.checked_sub(1));
}
// Safety: `nanoseconds` is guaranteed to be in range because of the overflow handling.
unsafe { Some(Self::new_unchecked(seconds, nanoseconds)) }
}
/// Computes `self - rhs`, returning `None` if an overflow occurred.
///
/// ```rust
/// # use time::{Duration, ext::NumericalDuration};
/// assert_eq!(5.seconds().checked_sub(5.seconds()), Some(Duration::ZERO));
/// assert_eq!(Duration::MIN.checked_sub(1.nanoseconds()), None);
/// assert_eq!(5.seconds().checked_sub(10.seconds()), Some((-5).seconds()));
/// ```
pub const fn checked_sub(self, rhs: Self) -> Option<Self> {
let mut seconds = const_try_opt!(self.seconds.checked_sub(rhs.seconds));
let mut nanoseconds = self.nanoseconds.get() - rhs.nanoseconds.get();
if nanoseconds >= Nanosecond::per(Second) as _ || seconds < 0 && nanoseconds > 0 {
nanoseconds -= Nanosecond::per(Second) as i32;
seconds = const_try_opt!(seconds.checked_add(1));
} else if nanoseconds <= -(Nanosecond::per(Second) as i32) || seconds > 0 && nanoseconds < 0
{
nanoseconds += Nanosecond::per(Second) as i32;
seconds = const_try_opt!(seconds.checked_sub(1));
}
// Safety: `nanoseconds` is guaranteed to be in range because of the overflow handling.
unsafe { Some(Self::new_unchecked(seconds, nanoseconds)) }
}
/// Computes `self * rhs`, returning `None` if an overflow occurred.
///
/// ```rust
/// # use time::{Duration, ext::NumericalDuration};
/// assert_eq!(5.seconds().checked_mul(2), Some(10.seconds()));
/// assert_eq!(5.seconds().checked_mul(-2), Some((-10).seconds()));
/// assert_eq!(5.seconds().checked_mul(0), Some(0.seconds()));
/// assert_eq!(Duration::MAX.checked_mul(2), None);
/// assert_eq!(Duration::MIN.checked_mul(2), None);
/// ```
pub const fn checked_mul(self, rhs: i32) -> Option<Self> {
// Multiply nanoseconds as i64, because it cannot overflow that way.
let total_nanos = self.nanoseconds.get() as i64 * rhs as i64;
let extra_secs = total_nanos / Nanosecond::per(Second) as i64;
let nanoseconds = (total_nanos % Nanosecond::per(Second) as i64) as _;
let seconds = const_try_opt!(
const_try_opt!(self.seconds.checked_mul(rhs as _)).checked_add(extra_secs)
);
// Safety: `nanoseconds` is guaranteed to be in range because of the modulus above.
unsafe { Some(Self::new_unchecked(seconds, nanoseconds)) }
}
/// Computes `self / rhs`, returning `None` if `rhs == 0` or if the result would overflow.
///
/// ```rust
/// # use time::ext::NumericalDuration;
/// assert_eq!(10.seconds().checked_div(2), Some(5.seconds()));
/// assert_eq!(10.seconds().checked_div(-2), Some((-5).seconds()));
/// assert_eq!(1.seconds().checked_div(0), None);
/// ```
pub const fn checked_div(self, rhs: i32) -> Option<Self> {
let (secs, extra_secs) = (
const_try_opt!(self.seconds.checked_div(rhs as i64)),
self.seconds % (rhs as i64),
);
let (mut nanos, extra_nanos) = (self.nanoseconds.get() / rhs, self.nanoseconds.get() % rhs);
nanos += ((extra_secs * (Nanosecond::per(Second) as i64) + extra_nanos as i64)
/ (rhs as i64)) as i32;
// Safety: `nanoseconds` is in range.
unsafe { Some(Self::new_unchecked(secs, nanos)) }
}
/// Computes `-self`, returning `None` if the result would overflow.
///
/// ```rust
/// # use time::ext::NumericalDuration;
/// # use time::Duration;
/// assert_eq!(5.seconds().checked_neg(), Some((-5).seconds()));
/// assert_eq!(Duration::MIN.checked_neg(), None);
/// ```
pub const fn checked_neg(self) -> Option<Self> {
if self.seconds == i64::MIN {
None
} else {
Some(Self::new_ranged_unchecked(
-self.seconds,
self.nanoseconds.neg(),
))
}
}
// endregion checked arithmetic
// region: saturating arithmetic
/// Computes `self + rhs`, saturating if an overflow occurred.
///
/// ```rust
/// # use time::{Duration, ext::NumericalDuration};
/// assert_eq!(5.seconds().saturating_add(5.seconds()), 10.seconds());
/// assert_eq!(Duration::MAX.saturating_add(1.nanoseconds()), Duration::MAX);
/// assert_eq!(
/// Duration::MIN.saturating_add((-1).nanoseconds()),
/// Duration::MIN
/// );
/// assert_eq!((-5).seconds().saturating_add(5.seconds()), Duration::ZERO);
/// ```
pub const fn saturating_add(self, rhs: Self) -> Self {
let (mut seconds, overflow) = self.seconds.overflowing_add(rhs.seconds);
if overflow {
if self.seconds > 0 {
return Self::MAX;
}
return Self::MIN;
}
let mut nanoseconds = self.nanoseconds.get() + rhs.nanoseconds.get();
if nanoseconds >= Nanosecond::per(Second) as _ || seconds < 0 && nanoseconds > 0 {
nanoseconds -= Nanosecond::per(Second) as i32;
seconds = match seconds.checked_add(1) {
Some(seconds) => seconds,
None => return Self::MAX,
};
} else if nanoseconds <= -(Nanosecond::per(Second) as i32) || seconds > 0 && nanoseconds < 0
{
nanoseconds += Nanosecond::per(Second) as i32;
seconds = match seconds.checked_sub(1) {
Some(seconds) => seconds,
None => return Self::MIN,
};
}
// Safety: `nanoseconds` is guaranteed to be in range because of the overflow handling.
unsafe { Self::new_unchecked(seconds, nanoseconds) }
}
/// Computes `self - rhs`, saturating if an overflow occurred.
///
/// ```rust
/// # use time::{Duration, ext::NumericalDuration};
/// assert_eq!(5.seconds().saturating_sub(5.seconds()), Duration::ZERO);
/// assert_eq!(Duration::MIN.saturating_sub(1.nanoseconds()), Duration::MIN);
/// assert_eq!(
/// Duration::MAX.saturating_sub((-1).nanoseconds()),
/// Duration::MAX
/// );
/// assert_eq!(5.seconds().saturating_sub(10.seconds()), (-5).seconds());
/// ```
pub const fn saturating_sub(self, rhs: Self) -> Self {
let (mut seconds, overflow) = self.seconds.overflowing_sub(rhs.seconds);
if overflow {
if self.seconds > 0 {
return Self::MAX;
}
return Self::MIN;
}
let mut nanoseconds = self.nanoseconds.get() - rhs.nanoseconds.get();
if nanoseconds >= Nanosecond::per(Second) as _ || seconds < 0 && nanoseconds > 0 {
nanoseconds -= Nanosecond::per(Second) as i32;
seconds = match seconds.checked_add(1) {
Some(seconds) => seconds,
None => return Self::MAX,
};
} else if nanoseconds <= -(Nanosecond::per(Second) as i32) || seconds > 0 && nanoseconds < 0
{
nanoseconds += Nanosecond::per(Second) as i32;
seconds = match seconds.checked_sub(1) {
Some(seconds) => seconds,
None => return Self::MIN,
};
}
// Safety: `nanoseconds` is guaranteed to be in range because of the overflow handling.
unsafe { Self::new_unchecked(seconds, nanoseconds) }
}
/// Computes `self * rhs`, saturating if an overflow occurred.
///
/// ```rust
/// # use time::{Duration, ext::NumericalDuration};
/// assert_eq!(5.seconds().saturating_mul(2), 10.seconds());
/// assert_eq!(5.seconds().saturating_mul(-2), (-10).seconds());
/// assert_eq!(5.seconds().saturating_mul(0), Duration::ZERO);
/// assert_eq!(Duration::MAX.saturating_mul(2), Duration::MAX);
/// assert_eq!(Duration::MIN.saturating_mul(2), Duration::MIN);
/// assert_eq!(Duration::MAX.saturating_mul(-2), Duration::MIN);
/// assert_eq!(Duration::MIN.saturating_mul(-2), Duration::MAX);
/// ```
pub const fn saturating_mul(self, rhs: i32) -> Self {
// Multiply nanoseconds as i64, because it cannot overflow that way.
let total_nanos = self.nanoseconds.get() as i64 * rhs as i64;
let extra_secs = total_nanos / Nanosecond::per(Second) as i64;
let nanoseconds = (total_nanos % Nanosecond::per(Second) as i64) as _;
let (seconds, overflow1) = self.seconds.overflowing_mul(rhs as _);
if overflow1 {
if self.seconds > 0 && rhs > 0 || self.seconds < 0 && rhs < 0 {
return Self::MAX;
}
return Self::MIN;
}
let (seconds, overflow2) = seconds.overflowing_add(extra_secs);
if overflow2 {
if self.seconds > 0 && rhs > 0 {
return Self::MAX;
}
return Self::MIN;
}
// Safety: `nanoseconds` is guaranteed to be in range because of to the modulus above.
unsafe { Self::new_unchecked(seconds, nanoseconds) }
}
// endregion saturating arithmetic
/// Runs a closure, returning the duration of time it took to run. The return value of the
/// closure is provided in the second part of the tuple.
#[cfg(feature = "std")]
#[deprecated(
since = "0.3.32",
note = "extremely limited use case, not intended for benchmarking"
)]
#[allow(deprecated)]
pub fn time_fn<T>(f: impl FnOnce() -> T) -> (Self, T) {
let start = Instant::now();
let return_value = f();
let end = Instant::now();
(end - start, return_value)
}
}
// region: trait impls
/// The format returned by this implementation is not stable and must not be relied upon.
///
/// By default this produces an exact, full-precision printout of the duration.
/// For a concise, rounded printout instead, you can use the `.N` format specifier:
///
/// ```
/// # use time::Duration;
/// #
/// let duration = Duration::new(123456, 789011223);
/// println!("{duration:.3}");
/// ```
///
/// For the purposes of this implementation, a day is exactly 24 hours and a minute is exactly 60
/// seconds.
impl fmt::Display for Duration {
fn fmt(&self, f: &mut fmt::Formatter<'_>) -> fmt::Result {
if self.is_negative() {
f.write_str("-")?;
}
if let Some(_precision) = f.precision() {
// Concise, rounded representation.
if self.is_zero() {
// Write a zero value with the requested precision.
return (0.).fmt(f).and_then(|_| f.write_str("s"));
}
/// Format the first item that produces a value greater than 1 and then break.
macro_rules! item {
($name:literal, $value:expr) => {
let value = $value;
if value >= 1.0 {
return value.fmt(f).and_then(|_| f.write_str($name));
}
};
}
// Even if this produces a de-normal float, because we're rounding we don't really care.
let seconds = self.unsigned_abs().as_secs_f64();
item!("d", seconds / Second::per(Day) as f64);
item!("h", seconds / Second::per(Hour) as f64);
item!("m", seconds / Second::per(Minute) as f64);
item!("s", seconds);
item!("ms", seconds * Millisecond::per(Second) as f64);
item!("µs", seconds * Microsecond::per(Second) as f64);
item!("ns", seconds * Nanosecond::per(Second) as f64);
} else {
// Precise, but verbose representation.
if self.is_zero() {
return f.write_str("0s");
}
/// Format a single item.
macro_rules! item {
($name:literal, $value:expr) => {
match $value {
0 => Ok(()),
value => value.fmt(f).and_then(|_| f.write_str($name)),
}
};
}
let seconds = self.seconds.unsigned_abs();
let nanoseconds = self.nanoseconds.get().unsigned_abs();
item!("d", seconds / Second::per(Day).extend::<u64>())?;
item!(
"h",
seconds / Second::per(Hour).extend::<u64>() % Hour::per(Day).extend::<u64>()
)?;
item!(
"m",
seconds / Second::per(Minute).extend::<u64>() % Minute::per(Hour).extend::<u64>()
)?;
item!("s", seconds % Second::per(Minute).extend::<u64>())?;
item!("ms", nanoseconds / Nanosecond::per(Millisecond))?;
item!(
"µs",
nanoseconds / Nanosecond::per(Microsecond).extend::<u32>()
% Microsecond::per(Millisecond).extend::<u32>()
)?;
item!(
"ns",
nanoseconds % Nanosecond::per(Microsecond).extend::<u32>()
)?;
}
Ok(())
}
}
impl TryFrom<StdDuration> for Duration {
type Error = error::ConversionRange;
fn try_from(original: StdDuration) -> Result<Self, error::ConversionRange> {
Ok(Self::new(
original
.as_secs()
.try_into()
.map_err(|_| error::ConversionRange)?,
original.subsec_nanos().cast_signed(),
))
}
}
impl TryFrom<Duration> for StdDuration {
type Error = error::ConversionRange;
fn try_from(duration: Duration) -> Result<Self, error::ConversionRange> {
Ok(Self::new(
duration
.seconds
.try_into()
.map_err(|_| error::ConversionRange)?,
duration
.nanoseconds
.get()
.try_into()
.map_err(|_| error::ConversionRange)?,
))
}
}
impl Add for Duration {
type Output = Self;
/// # Panics
///
/// This may panic if an overflow occurs.
fn add(self, rhs: Self) -> Self::Output {
self.checked_add(rhs)
.expect("overflow when adding durations")
}
}
impl Add<StdDuration> for Duration {
type Output = Self;
/// # Panics
///
/// This may panic if an overflow occurs.
fn add(self, std_duration: StdDuration) -> Self::Output {
self + Self::try_from(std_duration)
.expect("overflow converting `std::time::Duration` to `time::Duration`")
}
}
impl Add<Duration> for StdDuration {
type Output = Duration;
fn add(self, rhs: Duration) -> Self::Output {
rhs + self
}
}
impl_add_assign!(Duration: Self, StdDuration);
impl AddAssign<Duration> for StdDuration {
/// # Panics
///
/// This may panic if the resulting addition cannot be represented.
fn add_assign(&mut self, rhs: Duration) {
*self = (*self + rhs).try_into().expect(
"Cannot represent a resulting duration in std. Try `let x = x + rhs;`, which will \
change the type.",
);
}
}
impl Neg for Duration {
type Output = Self;
fn neg(self) -> Self::Output {
self.checked_neg().expect("overflow when negating duration")
}
}
impl Sub for Duration {
type Output = Self;
/// # Panics
///
/// This may panic if an overflow occurs.
fn sub(self, rhs: Self) -> Self::Output {
self.checked_sub(rhs)
.expect("overflow when subtracting durations")
}
}
impl Sub<StdDuration> for Duration {
type Output = Self;
/// # Panics
///
/// This may panic if an overflow occurs.
fn sub(self, rhs: StdDuration) -> Self::Output {
self - Self::try_from(rhs)
.expect("overflow converting `std::time::Duration` to `time::Duration`")
}
}
impl Sub<Duration> for StdDuration {
type Output = Duration;
/// # Panics
///
/// This may panic if an overflow occurs.
fn sub(self, rhs: Duration) -> Self::Output {
Duration::try_from(self)
.expect("overflow converting `std::time::Duration` to `time::Duration`")
- rhs
}
}
impl_sub_assign!(Duration: Self, StdDuration);
impl SubAssign<Duration> for StdDuration {
/// # Panics
///
/// This may panic if the resulting subtraction can not be represented.
fn sub_assign(&mut self, rhs: Duration) {
*self = (*self - rhs).try_into().expect(
"Cannot represent a resulting duration in std. Try `let x = x - rhs;`, which will \
change the type.",
);
}
}
/// Implement `Mul` (reflexively) and `Div` for `Duration` for various types.
macro_rules! duration_mul_div_int {
($($type:ty),+) => {$(
impl Mul<$type> for Duration {
type Output = Self;
fn mul(self, rhs: $type) -> Self::Output {
Self::nanoseconds_i128(
self.whole_nanoseconds()
.checked_mul(rhs.cast_signed().extend::<i128>())
.expect("overflow when multiplying duration")
)
}
}
impl Mul<Duration> for $type {
type Output = Duration;
fn mul(self, rhs: Duration) -> Self::Output {
rhs * self
}
}
impl Div<$type> for Duration {
type Output = Self;
fn div(self, rhs: $type) -> Self::Output {
Self::nanoseconds_i128(
self.whole_nanoseconds() / rhs.cast_signed().extend::<i128>()
)
}
}
)+};
}
duration_mul_div_int![i8, i16, i32, u8, u16, u32];
impl Mul<f32> for Duration {
type Output = Self;
fn mul(self, rhs: f32) -> Self::Output {
Self::seconds_f32(self.as_seconds_f32() * rhs)
}
}
impl Mul<Duration> for f32 {
type Output = Duration;
fn mul(self, rhs: Duration) -> Self::Output {
rhs * self
}
}
impl Mul<f64> for Duration {
type Output = Self;
fn mul(self, rhs: f64) -> Self::Output {
Self::seconds_f64(self.as_seconds_f64() * rhs)
}
}
impl Mul<Duration> for f64 {
type Output = Duration;
fn mul(self, rhs: Duration) -> Self::Output {
rhs * self
}
}
impl_mul_assign!(Duration: i8, i16, i32, u8, u16, u32, f32, f64);
impl Div<f32> for Duration {
type Output = Self;
fn div(self, rhs: f32) -> Self::Output {
Self::seconds_f32(self.as_seconds_f32() / rhs)
}
}
impl Div<f64> for Duration {
type Output = Self;
fn div(self, rhs: f64) -> Self::Output {
Self::seconds_f64(self.as_seconds_f64() / rhs)
}
}
impl_div_assign!(Duration: i8, i16, i32, u8, u16, u32, f32, f64);
impl Div for Duration {
type Output = f64;
fn div(self, rhs: Self) -> Self::Output {
self.as_seconds_f64() / rhs.as_seconds_f64()
}
}
impl Div<StdDuration> for Duration {
type Output = f64;
fn div(self, rhs: StdDuration) -> Self::Output {
self.as_seconds_f64() / rhs.as_secs_f64()
}
}
impl Div<Duration> for StdDuration {
type Output = f64;
fn div(self, rhs: Duration) -> Self::Output {
self.as_secs_f64() / rhs.as_seconds_f64()
}
}
impl PartialEq<StdDuration> for Duration {
fn eq(&self, rhs: &StdDuration) -> bool {
Ok(*self) == Self::try_from(*rhs)
}
}
impl PartialEq<Duration> for StdDuration {
fn eq(&self, rhs: &Duration) -> bool {
rhs == self
}
}
impl PartialOrd<StdDuration> for Duration {
fn partial_cmp(&self, rhs: &StdDuration) -> Option<Ordering> {
if rhs.as_secs() > i64::MAX.cast_unsigned() {
return Some(Ordering::Less);
}
Some(
self.seconds
.cmp(&rhs.as_secs().cast_signed())
.then_with(|| {
self.nanoseconds
.get()
.cmp(&rhs.subsec_nanos().cast_signed())
}),
)
}
}
impl PartialOrd<Duration> for StdDuration {
fn partial_cmp(&self, rhs: &Duration) -> Option<Ordering> {
rhs.partial_cmp(self).map(Ordering::reverse)
}
}
impl Sum for Duration {
fn sum<I: Iterator<Item = Self>>(iter: I) -> Self {
iter.reduce(|a, b| a + b).unwrap_or_default()
}
}
impl<'a> Sum<&'a Self> for Duration {
fn sum<I: Iterator<Item = &'a Self>>(iter: I) -> Self {
iter.copied().sum()
}
}
// endregion trait impls