1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23 24 25 26 27 28 29 30 31 32 33 34 35 36 37 38 39 40 41 42 43 44 45 46 47 48 49 50 51 52 53 54 55 56 57 58 59 60 61 62 63 64 65 66 67 68 69 70 71 72 73 74 75 76 77 78 79
#[doc = "Reader of register RF_CRC_POLYNOMIAL"] pub type R = crate::R<u32, super::RF_CRC_POLYNOMIAL>; #[doc = "Writer for register RF_CRC_POLYNOMIAL"] pub type W = crate::W<u32, super::RF_CRC_POLYNOMIAL>; #[doc = "Register RF_CRC_POLYNOMIAL `reset()`'s with value 0"] impl crate::ResetValue for super::RF_CRC_POLYNOMIAL { type Type = u32; #[inline(always)] fn reset_value() -> Self::Type { 0 } } #[doc = "CRC polynomial. It is coded using the Koopman notation, i.e. the nth bit codes the (n+1) coefficient. Example: x^16+x^12+x^5+1 => 0x8810\n\nValue on reset: 0"] #[derive(Clone, Copy, Debug, PartialEq)] #[repr(u32)] pub enum CRC_POLYNOMIAL_CRC_POLY_A { #[doc = "0: `0`"] CRC_POLYNOMIAL_CRC_POLY_DEFAULT = 0, } impl From<CRC_POLYNOMIAL_CRC_POLY_A> for u32 { #[inline(always)] fn from(variant: CRC_POLYNOMIAL_CRC_POLY_A) -> Self { variant as _ } } #[doc = "Reader of field `CRC_POLYNOMIAL_CRC_POLY`"] pub type CRC_POLYNOMIAL_CRC_POLY_R = crate::R<u32, CRC_POLYNOMIAL_CRC_POLY_A>; impl CRC_POLYNOMIAL_CRC_POLY_R { #[doc = r"Get enumerated values variant"] #[inline(always)] pub fn variant(&self) -> crate::Variant<u32, CRC_POLYNOMIAL_CRC_POLY_A> { use crate::Variant::*; match self.bits { 0 => Val(CRC_POLYNOMIAL_CRC_POLY_A::CRC_POLYNOMIAL_CRC_POLY_DEFAULT), i => Res(i), } } #[doc = "Checks if the value of the field is `CRC_POLYNOMIAL_CRC_POLY_DEFAULT`"] #[inline(always)] pub fn is_crc_polynomial_crc_poly_default(&self) -> bool { *self == CRC_POLYNOMIAL_CRC_POLY_A::CRC_POLYNOMIAL_CRC_POLY_DEFAULT } } #[doc = "Write proxy for field `CRC_POLYNOMIAL_CRC_POLY`"] pub struct CRC_POLYNOMIAL_CRC_POLY_W<'a> { w: &'a mut W, } impl<'a> CRC_POLYNOMIAL_CRC_POLY_W<'a> { #[doc = r"Writes `variant` to the field"] #[inline(always)] pub fn variant(self, variant: CRC_POLYNOMIAL_CRC_POLY_A) -> &'a mut W { unsafe { self.bits(variant.into()) } } #[doc = "`0`"] #[inline(always)] pub fn crc_polynomial_crc_poly_default(self) -> &'a mut W { self.variant(CRC_POLYNOMIAL_CRC_POLY_A::CRC_POLYNOMIAL_CRC_POLY_DEFAULT) } #[doc = r"Writes raw bits to the field"] #[inline(always)] pub unsafe fn bits(self, value: u32) -> &'a mut W { self.w.bits = (self.w.bits & !0xffff_ffff) | ((value as u32) & 0xffff_ffff); self.w } } impl R { #[doc = "Bits 0:31 - CRC polynomial. It is coded using the Koopman notation, i.e. the nth bit codes the (n+1) coefficient. Example: x^16+x^12+x^5+1 => 0x8810"] #[inline(always)] pub fn crc_polynomial_crc_poly(&self) -> CRC_POLYNOMIAL_CRC_POLY_R { CRC_POLYNOMIAL_CRC_POLY_R::new((self.bits & 0xffff_ffff) as u32) } } impl W { #[doc = "Bits 0:31 - CRC polynomial. It is coded using the Koopman notation, i.e. the nth bit codes the (n+1) coefficient. Example: x^16+x^12+x^5+1 => 0x8810"] #[inline(always)] pub fn crc_polynomial_crc_poly(&mut self) -> CRC_POLYNOMIAL_CRC_POLY_W { CRC_POLYNOMIAL_CRC_POLY_W { w: self } } }