Crate dimensioned [] [src]

Compile-time dimensional analysis for various unit systems using Rust's type system.

Its goal is to provide zero cost unit safety while requiring minimal effort from the programmer.

For a short introduction and some examples, check out the readme on GitHub.

Use

The recommended way to import this crate is with the rename

extern crate dimensioned as dim;

and then either import the module for the unit system you will be using,

use dim::si;
let x = 3.0 * si::M;

or import the constants and/or types that you care about,

use dim::si::{Meter, M, S};
let x: Meter<f64> = 3.0 * M;
let t = 2.0 * S;

For clarity, all the examples contained herein will import unit system modules.

How it works

When a unit system is created, say the SI system, a struct with two parameters is made; in this case SI<V, U>. The first parameter, V, is for the value type -- it can be anything, and is the value to which we are giving units. The second parameter, U, is where the magic happens. It represents the units, and is a type-level array of type-level numbers. Now, these guys have some pretty ugly type signatures, so I will express the array as the macro which maps to it, tarr![], and the type numbers as their aliases; N1 for -1, Z0 for 0, P1 for 1, etc.

The SI system has seven base units, so that's how many elements the type array needs to have. The order is the order in which the base units were defined, and the values of the type numbers are the power to which each unit is raised. For example, the first three SI units, in order, are Meter, Kilogram, Second, so the following aliases exist:

type Meter<V>    = SI<V, tarr![P1, Z0, Z0, Z0, Z0, Z0, Z0]>;
type Kilogram<V> = SI<V, tarr![Z0, P1, Z0, Z0, Z0, Z0, Z0]>;
type Second<V>   = SI<V, tarr![Z0, Z0, P1, Z0, Z0, Z0, Z0]>;
type Newton<V>   = SI<V, tarr![P1, P1, N2, Z0, Z0, Z0, Z0]>;
...

In addition to creating the unit system struct, SI, the type aliases, and constants for each, various traits are implemented for the unit system. These include arithmetic operations, which work as follows.

If you try to add a Meter<f64> to a Second<f64>, then you will get a compiler error because they have different types and so addition is not defined. Multiplication, on the other hand, is defined, and results in a normal multiplication of the value types, and the unit powers added.

So, multiplying Meter<f64> by Second<f64> gives SI<f64, tarr![P1, Z0, P1, Z0, Z0, Z0, Z0]>.

Example

extern crate dimensioned as dim;

use dim::si;

fn main() {
    let x = 3.0 * si::M;
    let t = 2.0 * si::S;
    assert_eq!("6 m*s", &format!("{}", x*t));
}

That's basically it. All of the dimensional safety comes from whether things typecheck, and from performing type-level arithmetic, thanks to the typenum crate. Pretty much everything else is for ergonomics.

Reexports

pub extern crate typenum;
pub extern crate generic_array;
pub use traits::*;
pub use unit_systems::si;
pub use unit_systems::ucum;
pub use unit_systems::cgs;
pub use unit_systems::mks;
pub use unit_systems::fps;

Modules

array

Tools for converting from type arrays of type numbers to generic arrays.

conversion

Conversion between unit systems

dimensions

Marker traits for various dimensions

f32prefixes

Constants for all SI prefixes as f32s

f64prefixes

Constants for all SI prefixes as f64s

traits

Traits for working generically with dimensioned

unit_systems

Predefined unit systems

Macros

derived

Create a derived unit based on existing ones

make_units

Create a new unit system

tarr

Construct a type-level array of type-level integers