1use crate::{Gain, IntegrationTime};
2
3pub fn calculate_raw_threshold_value(it: IntegrationTime, gain: Gain, lux: f32) -> u16 {
9 let factor = get_lux_raw_conversion_factor(it, gain);
10 if (gain == Gain::OneQuarter || gain == Gain::OneEighth) && lux > 1000.0 {
11 let lux = inverse_high_lux_correction(f64::from(lux));
12 (lux / f64::from(factor)) as u16
13 } else {
14 (f64::from(lux) / f64::from(factor)) as u16
15 }
16}
17
18pub(crate) fn get_lux_raw_conversion_factor(it: IntegrationTime, gain: Gain) -> f32 {
19 let gain_factor = match gain {
20 Gain::Two => 1.0,
21 Gain::One => 2.0,
22 Gain::OneQuarter => 8.0,
23 Gain::OneEighth => 16.0,
24 };
25 let it_factor = match it {
26 IntegrationTime::Ms800 => 0.0036,
27 IntegrationTime::Ms400 => 0.0072,
28 IntegrationTime::Ms200 => 0.0144,
29 IntegrationTime::Ms100 => 0.0288,
30 IntegrationTime::Ms50 => 0.0576,
31 IntegrationTime::Ms25 => 0.1152,
32 };
33 gain_factor * it_factor
34}
35
36const C0: f64 = 1.0023;
37const C1: f64 = 8.1488e-05;
38const C2: f64 = -9.3924e-09;
39const C3: f64 = 6.0135e-13;
40
41pub(crate) fn correct_high_lux(lux: f64) -> f64 {
42 lux * lux * lux * lux * C3 + lux * lux * lux * C2 + lux * lux * C1 + lux * C0
43}
44
45fn inverse_high_lux_correction(lux: f64) -> f64 {
46 let base_expr = 2.0 * libm::pow(C1, 3.0) - 9.0 * C2 * C1 * C0 + 27.0 * C3 * libm::pow(C0, 2.0)
52 - 27.0 * libm::pow(C2, 2.0) * lux
53 + 72.0 * C3 * C1 * lux;
54 let inner_expr = libm::pow(C1, 2.0) - 3.0 * C2 * C0 - 12.0 * C3 * lux;
55 let sqrt_expr = libm::sqrt(-4.0 * libm::pow(inner_expr, 3.0) + libm::pow(base_expr, 2.0));
56 let cube_root_expr = libm::pow(base_expr + sqrt_expr, 1.0 / 3.0);
57 let first_term = -C2 / (4.0 * C3);
58 let second_term = -libm::sqrt(
59 libm::pow(C2, 2.0) / (4.0 * libm::pow(C3, 2.0)) - (2.0 * C1) / (3.0 * C3)
60 + (libm::pow(2.0, 1.0 / 3.0) * inner_expr) / (3.0 * C3 * cube_root_expr)
61 + cube_root_expr / (3.0 * libm::pow(2.0, 1.0 / 3.0) * C3),
62 ) / 2.0;
63 let third_term = libm::sqrt(
64 libm::pow(C2, 2.0) / (2.0 * libm::pow(C3, 2.0))
65 - (4.0 * C1) / (3.0 * C3)
66 - (libm::pow(2.0, 1.0 / 3.0) * inner_expr) / (3.0 * C3 * cube_root_expr)
67 - cube_root_expr / (3.0 * libm::pow(2.0, 1.0 / 3.0) * C3)
68 - (-(libm::pow(C2, 3.0) / libm::pow(C3, 3.0)) + (4.0 * C2 * C1) / libm::pow(C3, 2.0)
69 - (8.0 * C0) / C3)
70 / (4.0
71 * libm::sqrt(
72 libm::pow(C2, 2.0) / (4.0 * libm::pow(C3, 2.0)) - (2.0 * C1) / (3.0 * C3)
73 + (libm::pow(2.0, 1.0 / 3.0) * inner_expr)
74 / (3.0 * C3 * cube_root_expr)
75 + cube_root_expr / (3.0 * libm::pow(2.0, 1.0 / 3.0) * C3),
76 )),
77 ) / 2.0;
78
79 first_term + second_term + third_term
80}
81
82#[cfg(test)]
83mod correction_tests {
84 use super::*;
85
86 macro_rules! check_correction {
87 ($name:ident, $lux:expr) => {
88 #[test]
89 fn $name() {
90 let lux = $lux;
91 let corrected = correct_high_lux(lux);
92 let inverse_correction = inverse_high_lux_correction(corrected);
93 assert!(lux - 0.5 < inverse_correction);
94 assert!(lux + 0.5 > inverse_correction);
95 }
96 };
97 }
98
99 check_correction!(_1000, 1000.0);
100 check_correction!(_1500, 1500.0);
101 check_correction!(_2500, 2500.0);
102 check_correction!(_5000, 5000.0);
103 check_correction!(_7890, 7890.0);
104 check_correction!(_10000, 10000.0);
105 check_correction!(_15000, 15000.0);
106 check_correction!(_20000, 20000.0);
107 check_correction!(_56789, 56789.0);
108 check_correction!(_78901, 78901.0);
109 check_correction!(_120000, 120_000.0);
110}