BREAKING, NOT TESTED on hardware, rewrite PID
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@ -437,9 +437,7 @@ impl Channels {
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let tec_i = self.get_tec_i(channel);
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let dac_value = self.get_dac(channel);
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let state = self.channel_state(channel);
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let pid_output = state.pid.last_output.map(|last_output|
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ElectricCurrent::new::<ampere>(last_output)
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);
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let pid_output = ElectricCurrent::new::<ampere>(state.pid.y1);
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Report {
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channel,
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time: state.get_adc_time(),
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@ -541,7 +539,7 @@ pub struct Report {
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i_tec: ElectricPotential,
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tec_i: ElectricCurrent,
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tec_u_meas: ElectricPotential,
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pid_output: Option<ElectricCurrent>,
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pid_output: ElectricCurrent,
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}
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pub struct CenterPointJson(CenterPoint);
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@ -231,10 +231,6 @@ impl Handler {
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pid.parameters.output_min = value as f32,
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OutputMax =>
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pid.parameters.output_max = value as f32,
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IntegralMin =>
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pid.parameters.integral_min = value as f32,
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IntegralMax =>
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pid.parameters.integral_max = value as f32,
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}
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send_line(socket, b"{}");
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Ok(Handler::Handled)
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@ -111,8 +111,6 @@ pub enum PidParameter {
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KD,
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OutputMin,
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OutputMax,
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IntegralMin,
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IntegralMax,
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}
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/// Steinhart-Hart equation parameter
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@ -369,8 +367,6 @@ fn pid_parameter(input: &[u8]) -> IResult<&[u8], Result<Command, Error>> {
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value(PidParameter::KD, tag("kd")),
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value(PidParameter::OutputMin, tag("output_min")),
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value(PidParameter::OutputMax, tag("output_max")),
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value(PidParameter::IntegralMin, tag("integral_min")),
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value(PidParameter::IntegralMax, tag("integral_max"))
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))(input)?;
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let (input, _) = whitespace(input)?;
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let (input, value) = float(input)?;
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@ -701,16 +697,6 @@ mod test {
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}));
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}
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#[test]
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fn parse_pid_integral_max() {
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let command = Command::parse(b"pid 1 integral_max 2000");
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assert_eq!(command, Ok(Command::Pid {
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channel: 1,
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parameter: PidParameter::IntegralMax,
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value: 2000.0,
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}));
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}
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#[test]
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fn parse_steinhart_hart() {
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let command = Command::parse(b"s-h");
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95
src/pid.rs
95
src/pid.rs
@ -5,8 +5,6 @@ use uom::si::{
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electric_current::ampere,
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};
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/// Allowable current error for integral accumulation
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const CURRENT_ERROR_MAX: f64 = 0.1;
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#[derive(Clone, Debug, PartialEq, Serialize, Deserialize)]
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pub struct Parameters {
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@ -20,10 +18,6 @@ pub struct Parameters {
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pub output_min: f32,
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/// Output limit maximum
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pub output_max: f32,
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/// Integral clipping minimum
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pub integral_min: f32,
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/// Integral clipping maximum
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pub integral_max: f32
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}
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impl Default for Parameters {
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@ -34,8 +28,6 @@ impl Default for Parameters {
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kd: 0.0,
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output_min: -2.0,
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output_max: 2.0,
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integral_min: -10.0,
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integral_max: 10.0,
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}
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}
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}
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@ -43,69 +35,50 @@ impl Default for Parameters {
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#[derive(Clone)]
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pub struct Controller {
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pub parameters: Parameters,
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pub target: f64,
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integral: f64,
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last_input: Option<f64>,
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pub last_output: Option<f64>,
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pub target : f64,
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u1 : f64,
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x1 : f64,
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x2 : f64,
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pub y1 : f64,
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}
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impl Controller {
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pub const fn new(parameters: Parameters) -> Controller {
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Controller {
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parameters: parameters,
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target: 0.0,
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last_input: None,
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integral: 0.0,
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last_output: None,
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target : 0.0,
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u1 : 0.0,
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x1 : 0.0,
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x2 : 0.0,
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y1 : 0.0,
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}
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}
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// Based on https://hackmd.io/IACbwcOTSt6Adj3_F9bKuw PID implementation
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// Input x(t), target u(t), output y(t)
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// y0' = y1 - ki * u0
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// + x0 * (kp + ki + kd)
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// - x1 * (kp + 2kd)
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// + x2 * kd
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// + kp * (u0 - u1)
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// y0 = clip(y0', ymin, ymax)
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pub fn update(&mut self, input: f64, time_delta: Time, current: ElectricCurrent) -> f64 {
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let time_delta = time_delta.get::<second>();
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// error
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let error = self.target - input;
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// proportional
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let p = f64::from(self.parameters.kp) * error;
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// integral
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if let Some(last_output_val) = self.last_output {
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let electric_current_error = ElectricCurrent::new::<ampere>(last_output_val) - current;
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// anti integral windup
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if last_output_val < self.parameters.output_max.into() &&
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last_output_val > self.parameters.output_min.into() &&
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electric_current_error < ElectricCurrent::new::<ampere>(CURRENT_ERROR_MAX) &&
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electric_current_error > -ElectricCurrent::new::<ampere>(CURRENT_ERROR_MAX) {
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self.integral += error * time_delta;
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}
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}
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if self.integral < self.parameters.integral_min.into() {
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self.integral = self.parameters.integral_min.into();
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}
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if self.integral > self.parameters.integral_max.into() {
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self.integral = self.parameters.integral_max.into();
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}
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let i = self.integral * f64::from(self.parameters.ki);
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// derivative
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let d = match self.last_input {
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None =>
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0.0,
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Some(last_input) =>
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f64::from(self.parameters.kd) * (last_input - input) / time_delta,
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};
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self.last_input = Some(input);
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// output
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let mut output = p + i + d;
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let mut output: f64 = self.y1 - self.target * f64::from(self.parameters.ki)
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+ input * f64::from(self.parameters.kp + self.parameters.ki + self.parameters.kd)
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- self.x1 * f64::from(self.parameters.kp + 2.0 * self.parameters.kd)
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+ self.x2 * f64::from(self.parameters.kd)
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+ f64::from(self.parameters.kp) * (self.target - self.u1);
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if output < self.parameters.output_min.into() {
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output = self.parameters.output_min.into();
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}
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if output > self.parameters.output_max.into() {
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output = self.parameters.output_max.into();
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}
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self.last_output = Some(output);
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self.x2 = self.x1;
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self.x1 = input;
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self.u1 = self.target;
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self.y1 = output;
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output
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}
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@ -114,17 +87,10 @@ impl Controller {
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channel,
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parameters: self.parameters.clone(),
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target: self.target,
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integral: self.integral,
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}
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}
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pub fn update_ki(&mut self, new_ki: f32) {
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if new_ki == 0.0 {
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self.integral = 0.0;
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} else {
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// Rescale integral with changes to kI, aka "Bumpless operation"
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self.integral = f64::from(self.parameters.ki) * self.integral / f64::from(new_ki);
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}
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self.parameters.ki = new_ki;
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}
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}
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@ -134,7 +100,6 @@ pub struct Summary {
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channel: usize,
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parameters: Parameters,
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target: f64,
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integral: f64,
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}
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#[cfg(test)]
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@ -147,8 +112,6 @@ mod test {
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kd: 0.15,
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output_min: -10.0,
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output_max: 10.0,
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integral_min: -1000.0,
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integral_max: 1000.0,
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};
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#[test]
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@ -179,7 +142,7 @@ mod test {
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// Feed the oldest temperature
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output = pid.update(values[next_t], Time::new::<second>(1.0), ElectricCurrent::new::<ampere>(output));
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// Overwrite oldest with previous temperature - output
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values[next_t] = values[t] + output - (values[t] - DEFAULT) * LOSS;
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values[next_t] = values[t] - output - (values[t] - DEFAULT) * LOSS;
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t = next_t;
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total_t += 1;
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println!("{}", values[t].to_string());
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