Struct stm32_hal2::crc::Polynomial [−][src]
pub struct Polynomial(_);
A CRC polynomial.
The STM32H7 CRC unit only supports odd polynomials, and the constructors
will check to ensure the polynomial is odd unless the _unchecked variants
are used.
Even polynomials are essentially never used in CRCs, so you most likely don’t need to worry about this if you aren’t creating your own algorithm.
A polynomial being even means that the least significant bit is 0
in the polynomial’s normal representation.
Implementations
impl Polynomial[src]
impl Polynomial[src]pub fn bits7(poly: u8) -> Result<Self, PolynomialError>[src]
Create a 7-bit polynomial. Returns an error if the polynomial passed has the MSB set or is even.
pub fn bits8(poly: u8) -> Result<Self, PolynomialError>[src]
Create an 8-bit polynomial. Returns an error if the polynomial passed is even.
pub fn bits16(poly: u16) -> Result<Self, PolynomialError>[src]
Create a 16-bit polynomial. Returns an error if the polynomial passed is even.
pub fn bits32(poly: u32) -> Result<Self, PolynomialError>[src]
Create a 32-bit polynomial. Returns an error if the polynomial passed is even.
pub const fn bits7_unchecked(poly: u8) -> Self[src]
Create a 7-bit polynomial. If the polynomial passed is even the CRC unit will give incorrect results.
pub const fn bits8_unchecked(poly: u8) -> Self[src]
Create an 8-bit polynomial. If the polynomial passed is even the CRC unit will give incorrect results.
pub const fn bits16_unchecked(poly: u16) -> Self[src]
Create a 16-bit polynomial. If the polynomial passed is even the CRC unit will give incorrect results.
pub const fn bits32_unchecked(poly: u32) -> Self[src]
Create a 32-bit polynomial. If the polynomial passed is even the CRC unit will give incorrect results.
Trait Implementations
impl Clone for Polynomial[src]
impl Clone for Polynomial[src]fn clone(&self) -> Polynomial[src]
pub fn clone_from(&mut self, source: &Self)1.0.0[src]
impl Copy for Polynomial[src]
impl Copy for Polynomial[src]impl Default for Polynomial[src]
impl Default for Polynomial[src]impl PartialEq<Polynomial> for Polynomial[src]
impl PartialEq<Polynomial> for Polynomial[src]fn eq(&self, other: &Polynomial) -> bool[src]
fn ne(&self, other: &Polynomial) -> bool[src]
impl StructuralPartialEq for Polynomial[src]
impl StructuralPartialEq for Polynomial[src]