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std::atan2

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definiert in Header <cmath>
float       atan2(float y, float x );
(1)
double      atan2(double y, double x );
(2)
longdouble atan2(longdouble y, longdouble x );
(3)
Promoted    atan2( Arithmetic y, Arithmetic x );
(4) (seit C++11)
Berechnet den Arcustangens von y/x der Benutzung der Zeichen von Argumenten korrekt zu bestimmen Quadranten .
Original:
Computes the inverse tangent of y/x using the signs of arguments to correctly determine quadrant.
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4)
Wenn ein Argument hat integralen Typ, wird es double gegossen. Wenn ein anderes Argument longdouble ist, dann ist der Rückgabetyp longdouble ist, sonst ist es double .
Original:
If any argument has integral type, it is cast to double. If any other argument is longdouble, then the return type is longdouble, otherwise it is double.
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Inhaltsverzeichnis

[Bearbeiten]Parameter

x, y -
Floating-Point-Wert
Original:
floating point value
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[Bearbeiten]Rückgabewert

Arcustangens y/x im Bogenmaß im Bereich von [-π; π] Bogenmaß .
Original:
Arc tangent of y/x in radians in the range of [-π; π] radians.
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Return value
math-atan2.png
X argument

[Bearbeiten]Beispiel

#include <cmath>#include <utility>#include <iostream>   std::pair<double, double> cartesian_to_polar(double x, double y){return{std::hypot(x, y), std::atan2(y,x)};}   int main(){std::pair<double, double> polar = cartesian_to_polar(1, 1);std::cout<<"(1,1) cartesian is ("<< polar.first<<","<< polar.second<<") polar\n";}

Output:

(1,1) cartesian is (1.41421,0.785398) polar


[Bearbeiten]Siehe auch

berechnet Arcustangens (arctan(x))
Original:
computes arc tangent (arctan(x))
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(Funktion)[edit]
berechnet Arcussinus (arcsin(x))
Original:
computes arc sine (arcsin(x))
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(Funktion)[edit]
berechnet Arcuscosinus (arccos(x))
Original:
computes arc cosine (arccos(x))
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(Funktion)[edit]
berechnet Tangente (tan(x))
Original:
computes tangent (tan(x))
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(Funktion)[edit]
close