AirLib/include/common/PidController.hpp - master - vasandi/AirSim

AirLib/include/common/PidController.hpp
82 строки3 KB
Андрей Васильченко
сборка под ubuntu 26.04
08 июл 2026, 10:15
08 июл 2026, 10:15d53c5a2
// Copyright (c) Microsoft Corporation. All rights reserved.
// Licensed under the MIT License.

#ifndef msr_airlib__PidController_hpp
#define msr_airlib__PidController_hpp

#include <chrono>

namespace msr
{
namespace airlib
{

    // This class implements a pid controller.
    // First call setPoint to set the desired point and the PID control variables
    // then call control(x) with new observed values and it will return the updated
    // control output needed to achieve the setPoint goal. Integration is done using
    // dt measured using system clock.
    class PidController
    {
    private:
        float set_point_;
        float kProportional_;
        float kIntegral_;
        float kDerivative_;
        float previous_error_;
        bool previous_set;
        float sum_;
        std::chrono::time_point<std::chrono::system_clock> prev_time_;

    public:
        //set desired point.
        void setPoint(float target, float kProportional, float kIntegral, float kDerivative)
        {
            set_point_ = target;
            kProportional_ = kProportional;
            kIntegral_ = kIntegral;
            kDerivative_ = kDerivative;
            prev_time_ = std::chrono::system_clock::now();
            previous_error_ = 0;
            sum_ = 0;
            previous_set = false;
        }
        float control(float processVariable)
        {
            auto t = std::chrono::system_clock::now();
            auto diff = std::chrono::system_clock::now() - prev_time_;

            float error = set_point_ - processVariable;
            if (!previous_set) {
                previous_set = true;
                previous_error_ = error;
                return 0;
            }

            float dt = static_cast<float>(std::chrono::duration_cast<std::chrono::microseconds>(diff).count()) * 0.000001f;
            dt = fmax(dt, 0.01f);
            float proportionalGain = 0;
            float derivativeGain = 0;
            float integralGain = 0;

            if (kProportional_ != 0) {
                proportionalGain = error * kProportional_;
            }
            if (kDerivative_ != 0) {
                float derivative = (error - previous_error_) / dt;
                derivativeGain = derivative * kDerivative_;
            }
            if (kIntegral_ != 0) {
                sum_ += error * dt;
                integralGain = sum_ * kIntegral_;
            }

            previous_error_ = error;
            prev_time_ = t;

            return proportionalGain + derivativeGain + integralGain;
        }
    };
}
} //namespace
#endif