本文整理汇总了C++中Complex::Im方法的典型用法代码示例。如果您正苦于以下问题：C++ Complex::Im方法的具体用法？C++ Complex::Im怎么用？C++ Complex::Im使用的例子？那么, 这里精选的方法代码示例或许可以为您提供帮助。您也可以进一步了解该方法所在类Complex的用法示例。
在下文中一共展示了Complex::Im方法的5个代码示例，这些例子默认根据受欢迎程度排序。您可以为喜欢或者感觉有用的代码点赞，您的评价将有助于系统推荐出更棒的C++代码示例。
示例1: Complex
const Complex operator+(Complex const& _cl, Complex const& _cr)
{
double re = _cl.Re() + _cr.Re();
double im = _cl.Im() + _cr.Im();
return Complex(re, im);
}示例2: test_SamplePHCurve
void test_SamplePHCurve() {
cout << "TEST : test_SamplePHCurve()" << endl;
// Create a PHCurve interpolator from the PH curve coefficients
// for an arc connecting the three points {(-1,1),(0,2),(1,1)}
PH5Curve<PH5TYPE> ph(ph_arc());
PH5TYPE vMax = 100; // maximum velocity (mm/s)
PH5TYPE tvMax = 0.01; // time to achieve maximum velocity (seconds)
PH5TYPE vIn = 0; // initial velocity (mm/s)
PH5TYPE vCruise = vMax; // cruising velocity (mm/s)
PH5TYPE vOut = 0; // final velocity (mm/s)
// Create a quintic feedrate for traversing the above curve smoothly
PHFeed<PH5TYPE> phf(ph, vMax, tvMax, vIn, vOut, vCruise);
int16_t N = 100; // number of points to interpolate
PH5TYPE E = 0; // interpolation normalized parametric state [0,1]
// Generate a set of points using PH feed rate along PH curve
cout << "X,Y" << endl;
for (PH5TYPE tPoint = 0; tPoint <= N; tPoint++) {
E = phf.Ekt(E, tPoint / N);
Complex<PH5TYPE> point = ph.r(E);
cout << point.Re() << "," << point.Im() << endl;
}
cout << "TEST : test_SamplePHCurve() OK " << endl;
}示例3: FnBac
void Threads::FnBac(const Complex & cpx, int *res) const
{
int iter =0;
Complex tmpp;
Complex tmp;
Complex tmpn(cpx);
for (iter = 0; tmpn.Abs2() < 4 && iter < maxIter ;iter++){
tmp = tmpn;
tmpn = tmp * tmp + tmpp.Re() + tmpp.Im() + julia_c;
tmpp = tmp;
}
*res = iter;
}示例4:
Complex Complex::operator*(Complex& theComplex)
{
this->real = (this->real)*(theComplex.Re())-(this->imaginary)*(theComplex.Im());
this->imaginary = (this->real)*(theComplex.Im()) + (theComplex.Re())*(this->imaginary);
return *this;
}示例5: test_Complex
void test_Complex() {
cout << "TEST : test_Complex()" << endl;
Complex<PH5TYPE> c1(1, 2);
ASSERTEQUAL(c1.Re(), 1);
ASSERTEQUAL(c1.Im(), 2);
Complex<PH5TYPE> c5(3, 4);
ASSERTEQUAL(5, c5.modulus());
Complex<PH5TYPE> c15 = c1 + c5;
ASSERT(c15 == Complex<PH5TYPE>(4, 6));
ASSERT(c1 + 1 == Complex<PH5TYPE>(2, 2));
Complex<PH5TYPE> c13(1, 3);
Complex<PH5TYPE> c24(2, 4);
Complex<PH5TYPE> c1324 = c13 - c24;
ASSERT((c13 - c24) == Complex<PH5TYPE>(-1, -1));
ASSERT((c24 - c13) == Complex<PH5TYPE>(1, 1));
ASSERT((c13 - 1) == Complex<PH5TYPE>(0, 3));
ASSERT((c13 * c24) == Complex<PH5TYPE>(1 * 2 - 3 * 4, 1 * 4 + 3 * 2));
ASSERT((c24 * c13) == Complex<PH5TYPE>(1 * 2 - 3 * 4, 1 * 4 + 3 * 2));
ASSERT((c13 * 2) == Complex<PH5TYPE>(2, 6));
ASSERT(c13.conj() == Complex<PH5TYPE>(1, -3));
Complex<PH5TYPE> cr = c13.recip();
PH5TYPE epsilon = 0.000001;
ASSERTEQUALT(cr.Re(), 0.1, epsilon);
ASSERTEQUALT(cr.Im(), -0.3, epsilon);
Complex<PH5TYPE> crr = cr.recip();
ASSERTEQUALT(crr.Re(), 1, epsilon);
ASSERTEQUALT(crr.Im(), 3, epsilon);
Complex<PH5TYPE> c13div24 = c13 / c24;
ASSERTEQUALT(c13div24.Re(), 0.7, epsilon);
ASSERTEQUALT(c13div24.Im(), 0.1, epsilon);
Complex<PH5TYPE> sum1;
sum1.add(c13);
ASSERT(sum1 == Complex<PH5TYPE>(1, 3));
sum1.add(c24);
ASSERT(sum1 == Complex<PH5TYPE>(3, 7));
ASSERT(Complex<PH5TYPE>(25).sqrt() == Complex<PH5TYPE>(5));
ASSERT(Complex<PH5TYPE>(-1).sqrt() == Complex<PH5TYPE>(0, 1));
ASSERT(Complex<PH5TYPE>(3, 4).sqrt() == Complex<PH5TYPE>(2, 1));
ASSERTEQUALS("0", Complex<PH5TYPE>().stringify().c_str());
ASSERTEQUALS("1", Complex<PH5TYPE>(1).stringify().c_str());
ASSERTEQUALS("i", Complex<PH5TYPE>(0, 1).stringify().c_str());
ASSERTEQUALS("-i", Complex<PH5TYPE>(0, -1).stringify().c_str());
ASSERTEQUALS("2i", Complex<PH5TYPE>(0, 2).stringify().c_str());
ASSERTEQUALS("-2i", Complex<PH5TYPE>(0, -2).stringify().c_str());
ASSERTEQUALS("1+i", Complex<PH5TYPE>(1, 1).stringify().c_str());
ASSERTEQUALS("1-i", Complex<PH5TYPE>(1, -1).stringify().c_str());
ASSERTEQUALS("1+2i", Complex<PH5TYPE>(1, 2).stringify().c_str());
ASSERTEQUALS("1-2i", Complex<PH5TYPE>(1, -2).stringify().c_str());
ASSERTEQUALS("1.2-5.7i", Complex<PH5TYPE>(1.2345, -5.6789).stringify(1).c_str());
ASSERTEQUALS("1.0+1.0i", Complex<PH5TYPE>(0.99, 0.99).stringify(1).c_str());
ASSERTEQUALS("1.0-1.0i", Complex<PH5TYPE>(0.99, -0.99).stringify(1).c_str());
ASSERTEQUALS("0.99-0.99i", Complex<PH5TYPE>(0.99, -0.99).stringify(2).c_str());
c13.assertEqualT(Complex<PH5TYPE>(1.0009, 2.9991), 0.001);
cout << "TEST : test_Complex() OK" << endl;
}