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📄 rungekuttadiffeqsolver.java~1~

📁 一个一元曲线多项式数值演示例子
💻 JAVA~1~
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package numbercruncher.mathutils;/** * Differential equation solver that implements * a fourth-order Runge-Kutta algorithm. */public class RungeKuttaDiffEqSolver extends DiffEqSolver{    /**     * Constructor.     * @param equation the differential equation to solve     */    public RungeKuttaDiffEqSolver(DifferentialEquation equation)    {        super(equation);    }    /**     * Return the next data point in the     * approximation of the solution.     * @param h the width of the interval     */    public DataPoint nextPoint(float h)    {        float k1 = equation.at(x, y);        float k2 = equation.at(x + h/2, y + k1*h/2);        float k3 = equation.at(x + h/2, y + k2*h/2);        float k4 = equation.at(x + h, y + k3*h);        y += (k1 + 2*(k2 + k3) + k4)*h/6;        x += h;        return new DataPoint(x, y);    }}

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