这里我们将看到如何计算三维空间中两个平面之间的角度。平面是 p1 和 p2。 pi 的方程如下 -
如果角度为“A”，则遵循此规则 -
示例
#include#include using namespace std; class Plane{ private: double a, b, c, d; public: Plane(double a = 0, double b = 0, double c = 0, double d = 0){ this->a = a; this->b = b; this->c = c; this->d = d; } double friend angle(Plane p1, Plane p2); }; double angle(Plane p1, Plane p2){ double nume = (p1.a * p2.a) + (p1.b * p2.b) + (p1.c * p2.c); double deno1 = (p1.a * p1.a) + (p1.b * p1.b) + (p1.c * p1.c); double deno2 = (p2.a * p2.a) + (p2.b * p2.b) + (p2.c * p2.c); return (180.0 / 3.14159) * acos(nume/ (sqrt(deno1) * sqrt(deno2))); } int main() { Plane p1(2.0, 2.0, -3.0, -5.0), p2(3.0, -3.0, 5.0, -6.0); cout << "Angle: " << angle(p1, p2) << " degree"; }
输出
Angle: 123.697 degree
