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var odex = require("odex"); var s = new odex.Solver(2); var eq = function(x, y) { return [y[1], -y[0]]; }; // This is y'' = -y, y(0) = 1, y'(0) = 0, e.g. cos(x) s.solve(eq, 0, [1, 0], Math.PI); // We observe that at x = π, y is near -1 and y' is near 0, // as expected.

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odex v2.0.4

Ernst Hairer's ODEX nonstiff ODE solver in JavaScript

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