第9周任务1（Complex类中的<<和>>运算符重载实现时间的输入和输出）

爱被打了一巴掌 2022-06-13 12:43 142阅读 0赞

/* (程序头部注释开始)
    * 程序的版权和版本声明部分
    * Copyright (c) 2011, 烟台大学计算机学院学生 
    * All rights reserved.
    * 文件名称：                              
    * 作    者：   臧鹏               
    * 完成日期：   2012   年  4 月 15  日
    * 版 本 号：          
    
    * 对任务及求解方法的描述部分
    * 输入描述：
    * 问题描述：在第8周任务1的基础上，定义Complex类中的<<和>>运算符的重载，实现输入和输出，改造原程序中队运算结果的显示方式，使程序更自然。
    * 程序输出： 
    * 程序头部的注释结束
    */
    #include<iostream>  
    using namespace std;  
    class Complex  
    {  
    public:  
    	Complex(){real=0;imag=0;}  
    	Complex(double r,double i){real=r;imag=i;}  
    
    	friend Complex operator+(Complex &c1,Complex &c2);  
    	friend Complex operator-(Complex &c1,Complex &c2);  
    	friend Complex operator*(Complex &c1,Complex &c2);  
    	friend Complex operator/(Complex &c1,Complex &c2);  
    	friend Complex operator+(Complex &c1,const double &d);  
    	friend Complex operator-(Complex &c1,const double &d);  
    	friend Complex operator*(Complex &c1,const double &d);  
    	friend Complex operator/(Complex &c1,const double &d);  
    	friend Complex operator+(const double &d,Complex &c1);  
    	friend Complex operator-(const double &d,Complex &c1);  
    	friend Complex operator*(const double &d,Complex &c1);  
    	friend Complex operator/(const double &d,Complex &c1);  
    	friend Complex operator-(Complex &c);//一目运算符  
    	//void display();
    	friend ostream & operator << (ostream&, Complex&);//<<重载  
    	friend istream & operator >> (istream&, Complex&); //>>重载
    private:  
    	double real;  
    	double imag;  
    };  
    //下面定义成员函数  
    Complex operator+(Complex &c1,Complex &c2)//复数加法  
    {  
    	Complex c;  
    	c.real = c1.real +c2.real;  
    	c.imag = c1.imag +c2.imag;  
    	return c;  
    
    }  
    Complex operator+(Complex &c1,const double &d)//复数加double  
    {  
    	Complex c;  
    	c.real = c1.real +d;  
    	c.imag = c1.imag ;  
    	return c;  
    
    }  
    Complex operator+(const double &d,Complex &c1)//double加复数  
    {  
    	Complex c;  
    	c.real = c1.real +d;  
    	c.imag = c1.imag ;  
    	return c;  
    
    }  
    
    Complex operator-(Complex &c1,Complex &c2) //复数减法  
    {  
    	Complex c;  
    	c.real = c1.real -c2.real;  
    	c.imag = c1.imag -c2.imag;  
    	return c;  
    
    }  
    Complex operator-(Complex &c1,const double &d)//复数减double  
    {  
    	Complex c;  
    	c.real = c1.real -d;  
    	c.imag = c1.imag ;  
    	return c;  
    
    }  
    Complex operator-(const double &d,Complex &c1)//double减复数  
    {  
    	Complex c;  
    	c.real =d- c1.real ;  
    	c.imag = -c1.imag ;  
    	return c;  
    
    }  
    
    Complex operator*(Complex &c1,Complex &c2) //复数乘法  
    {  
    	Complex c;  
    	c.real=c1.real*c2.real-c1.imag*c2.imag;      
    	c.imag=c1.imag*c2.real+c1.real*c2.imag;   
    	return c;  
    
    
    }  
    Complex operator*(Complex &c1,const double &d)//复数乘double  
    {  
    	Complex c;  
    	c.real=c1.real*d-c1.imag*0;      
    	c.imag=c1.imag*d+c1.real*0;   
    	return c;  
    
    }  
    Complex operator*(const double &d,Complex &c1)//double乘复数  
    {  
    	Complex c;  
    	c.real=c1.real*d-c1.imag*0;      
    	c.imag=c1.imag*d+c1.real*0;   
    	return c;  
    
    }  
    Complex operator/(Complex &c1,Complex &c2)//复数除法  
    {  
    	Complex c;  
    	c.real=(c1.real*c2.real+c2.imag*c1.imag)/(c2.real*c2.real+c2.imag*c2.imag);      
    	c.imag=(c2.real*c1.imag-c2.imag*c1.real)/(c2.real*c2.real+c2.imag*c2.imag);   
    	return c;  
    
    }  
    Complex operator/(Complex &c1,const double &d)//复数除double  
    {  
    	Complex c;  
    	c.real=(c1.real*d+0*c1.imag)/(d*d);      
    	c.imag=(d*c1.imag-0*c1.real)/(d*d);   
    	return c;  
    
    }  
    Complex operator/(const double &d,Complex &c1)//double除复数  
    {  
    	Complex c;  
    	c.real=(c1.real*d+0*c1.imag)/(c1.real*c1.real+c1.imag*c1.imag);       
    	c.imag=(0*c1.real-d*c1.imag)/(c1.real*c1.real+c1.imag*c1.imag);   
    	return c;  
    
    }  
    /*void Complex::display()  
    {  
    cout<<"("<<real<<","<<imag<<"i)"<<endl;  
    cout<<endl;  
    }  */
    Complex operator-(Complex &c1)  
    {  
    	Complex c;  
    	c.real = -c1.real;  
    	c.imag = -c1.imag;  
    	return c;  
    }
    
    istream & operator >> (istream&in, Complex&c)//<<重载 
    {  
    	char a;  
    
    	cout<< "请输入复数:(格式：x:x)" << endl;  
    
    	while(1)  
    	{  
    		cin >> c.real >> a >> c.imag ;  
    
    		if(a !=':')  
    		{
    			//cin >> c.real >> a >> c.imag ;
    			cout << "输入格式不正确，重新输入：";
    			continue;
    		}  
    
    		else  break;
    
    
    	}  
    	return cin; 
    }
    ostream & operator << (ostream&out, Complex&c) //>>重载
    {  
    	cout << c.real;  
    
    	if(c.imag >= 0)  
    	{  
    		cout << "+";  
    	}  
    	cout << c.imag << "i" << endl;   
    
    	return cout;  
    }    
    int main()  
    {  
    	Complex c1,c2,c3;
    	cout<<"请输入c1";
    	cin>>c1;
    
    	cout<<"请输入c2";
    	cin>>c2;
    
    	cout<<"c1 ="<<c1;
    	cout<<"c2 ="<<c2;
    
    
    	c3=c1+c2;  
    	cout<<"c1+c2=";  
    	cout<<c3;  
    	c3=c1-c2;  
    	cout<<"c1-c2=";  
    	cout<<c3;  
    	c3=c1*c2;  
    	cout<<"c1*c2=";  
    	cout<<c3;
    	c3=c1/c2;  
    	cout<<"c1/c2=";  
    	cout<<c3;
    	c3=c1+6.38;  
    	cout<<"c1+6.38=";  
    	cout<<c3;
    	c3=c1-6.38;  
    	cout<<"c1-6.38=";  
    	cout<<c3;
    	c3=c1*6.38;  
    	cout<<"c1*6.38=";  
    	cout<<c3;
    	c3=c1/6.38;  
    	cout<<"c1/6.38=";  
    	cout<<c3;  
    	c3=6.38+c1;  
    	cout<<"6.38+c1=";  
    	cout<<c3;  
    	c3=6.38-c1;  
    	cout<<"6.38-c1=";  
    	cout<<c3; 
    	c3=6.38*c1;  
    	cout<<"6.38*c1=";  
    	cout<<c3;
    	c3=6.38/c1;  
    	cout<<"6.38/c1=";  
    	cout<<c3;  
    	c3 = -c2;  
    	cout<<"-c2=";  
    	cout<<c3;
    	system("pause");  
    	return 0;  
    }

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[1334500477_6406.png]: https://img-my.csdn.net/uploads/201204/15/1334500477_6406.png