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#149 in Math
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Used in qcp
47KB
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Numeric conversions for engineering notation and RKM code.
Overview
In engineering applications it is common to express quantities relative to the next-lower power of 1000, described by an SI (metric) prefix.
This is normally done by writing the SI multiplier after the quantity. In the "RKM code" variant, the SI multiplier replaces the decimal point.
For example:
Number | Engineering | RKM |
---|---|---|
42 | 42 | 42 |
999 | 999 | 999 |
1000 | 1k | 1k |
1500 | 1.5k | 1k5 |
42900 | 42.9k | 42k9 |
2340000 | 2.34M | 2M34 |
And so on going up the SI prefixes, including the new ones R (1027) and Q (1030) which were added in 2022.
This crate exists to support convenient conversion of numbers to/from engineering and RKM notation. The intended use case is reading user-entered strings from configuration files.
Detail
This crate is centred around the EngineeringQuantity<T>
type.
- The generic parameter
T
specifies the storage type to use for the significand. This can be any primitive integer except fori8
oru8
.- For example,
EngineeringQuantity<u64>
.
- For example,
- The exponent is always stored as an
i8
.
You can convert an EngineeringQuantity
to:
- type
T
, or a larger integer type (one which implementsFrom<T>
) - String, optionally via the
DisplayAdapter
type for control over the output. - its component parts, as a tuple
(<T>, i8)
(seeto_raw
) - another
EngineeringQuantity
of a larger storage type (seeconvert
; the new type must implementFrom<T>
)
You can create an EngineeringQuantity
from:
- type
T
, or a smaller integer type (one which implementsInto<T>
) - String or
&str
, which autodetects both standard and RKM code variants - its component parts
(<T>, i8)
(seefrom_raw
)- N.B. this applies an overflow check; it will fail if the number cannot fit into
T
.
- N.B. this applies an overflow check; it will fail if the number cannot fit into
Primitive types may be converted directly to string via the EngineeringRepr
convenience trait.
Or, if you prefer, here are the type relations in diagram form:
╭─────────────────────╮ ╭─────────────────────╮ ╭───────────╮
│ integers │ │ integer types │ │ raw tuple │
│ (T or larger) │ │ (T or smaller) │ │ (T, i8) │
╰─────────────────────╯ ╰─────────────────────╯ ╰───────────╯
╵ ▲ │ ▲ │
╵ │ From │ From │ From │ TryFrom
╵ │ ▼ │ ▼
╵ ┌───────────────────────────────────────────────────────────┐
╵ │ EngineeringQuantity<T> │
╵ └───────────────────────────────────────────────────────────┘
╵ │ ▲ │
╵ ┌─────────────────────┐ │ │ │
╵ impl │ EngineeringRepr │ │ (configurable │ FromStr │ Display
└−−−−−▶ │ (convenience trait) │ │ format) │ │
└─────────────────────┘ │ │ │
│ to_eng(), to_rkm() │ │ │
▼ │ │ │
┌─────────────────────┐ │ │ │
│ DisplayAdapter<T> │ ◀──┘ │ │
└─────────────────────┘ │ │
│ Display │ │
▼ │ │
╭─────────────────────╮ │ │
│ String │ ─────────────────────┘ │
╰─────────────────────╯ ◀───────────────────────────────┘
Examples
String to number
use engineering_repr::EngineeringQuantity as EQ;
use std::str::FromStr as _;
// Standard notation
let eq = EQ::<i64>::from_str("1.5k").unwrap();
assert_eq!(i64::try_from(eq).unwrap(), 1500);
// RKM style notation
let eq2 = EQ::<i64>::from_str("1k5").unwrap();
assert_eq!(eq, eq2);
Number to string
use engineering_repr::EngineeringQuantity as EQ;
// default precision (3 places)
let ee1 = EQ::<i32>::from(1200);
assert_eq!(ee1.to_string(), "1.20k");
// explicit precision
let ee2 = EQ::<i32>::from(1234567);
assert_eq!(ee2.with_precision(2).to_string(), "1.2M");
// RKM style
assert_eq!(ee2.rkm_with_precision(2).to_string(), "1M2");
// Zero precision means "automatic, lossless"
assert_eq!(ee2.with_precision(0).to_string(), "1.234567M");
assert_eq!(ee2.rkm_with_precision(0).to_string(), "1M234567");
Convenience trait
use engineering_repr::EngineeringRepr as _;
assert_eq!("123.45k", 123456.to_eng(5));
assert_eq!("123.456k", 123456.to_eng(0)); // automatic precision
assert_eq!("123k4", 123456.to_rkm(4));
Limitations
- This crate only supports integers at the present time. The smaller multipliers (m, μ, n, p, f, a, z, y, r, q) are not currently supported.
- Multipliers which are not a power of 1000 (da, h, d, c) are not supported.
Alternatives
- human-repr is great for converting numbers to human-friendly representations.
- humanize-rs is great for converting some human-friendly representations to numbers, though engineering-repr offers more flexibility.
Dependencies
~0.3–1MB
~20K SLoC