Advanced C++ | Conversion Operators
In C++, the programmer abstracts real world objects using classes as concrete types. Sometimes it is required to convert one concrete type to another concrete type or primitive type implicitly.
Conversion operators play smart role in such situations.
For example consider the following class
1 #include <iostream>
2 #include <cmath>
3 using namespace std;
4
5 class Complex
6 {
7 private:
8 double real;
9 double imag;
10
11 public:
12 // Default constructor
13 Complex(double r = 0.0, double i = 0.0) : real(r), imag(i)
14 {
15
16 }
17
18 // magnitude : usual function style
19 double mag()
20 {
21 return getMag();
22 }
23
24 // magnitude : conversion operator
25 operator double ()
26 {
27 return getMag();
28 }
29
30 private:
31 // class helper to get magnitude
32 double getMag()
33 {
34 return sqrt(real * real + imag * imag);
35 }
36 };
37
38 int main()
39 {
40 // a Complex object
41 Complex com(3.0, 4.0);
42
43 // print magnitude
44 cout << com.mag() << endl;
45 // same can be done like this
46 cout << com << endl;
47 }
We are printing the magnitude of Complex object in two different ways.
Note that usage of such smart (over smart ?) techniques are discouraged. The compiler will have more control in calling an appropriate function based on type, rather than what the programmer expects. It will be good practice to use other techniques like class/object specific member function (or making use of C++ Variant class) to perform such conversions. At some places, for example in making compatible calls with existing C library, these are unavoidable.
Please write comments if you find anything incorrect, or you want to share more information about the topic discussed above.
转载请注明:http://www.cnblogs.com/iloveyouforever/
2013-11-26 21:47:18
Advanced C++ | Conversion Operators的更多相关文章
- Conversion Operators in OpenCascade
Conversion Operators in OpenCascade eryar@163.com Abstract. C++ lets us redefine the meaning of the ...
- LINQ 学习路程 -- 查询操作 Conversion Operators
Method Description AsEnumerable Returns the input sequence as IEnumerable<t> AsQueryable Conve ...
- Bing Advanced Search Tricks You Should Know
Bing is one of the world's most popular search engines that has gained many fans with its ease of us ...
- Google C++ Style Guide
Background C++ is one of the main development languages used by many of Google's open-source project ...
- Data Types
原地址: Home / Database / Oracle Database Online Documentation 11g Release 2 (11.2) / Database Administ ...
- Google C++ 代码规范
Google C++ Style Guide Table of Contents Header Files Self-contained Headers The #define Guard For ...
- C++ Core Guidelines
C++ Core Guidelines September 9, 2015 Editors: Bjarne Stroustrup Herb Sutter This document is a very ...
- One SQL to Rule Them All – an Efficient and Syntactically Idiomatic Approach to Management of Streams and Tables(中英双语)
文章标题 One SQL to Rule Them All – an Efficient and Syntactically Idiomatic Approach to Management of S ...
- [c++] Operator overloading
c++的操蛋属性:自己为一档,空一档,其他随意. UB_stack a; UB_stack b = a; // copy auto c = a; auto d {a}; // (or auto d = ...
随机推荐
- SpringCloud微服务实战——搭建企业级开发框架(十五):集成Sentinel高可用流量管理框架【熔断降级】
Sentinel除了流量控制以外,对调用链路中不稳定的资源进行熔断降级也是保障高可用的重要措施之一.由于调用关系的复杂性,如果调用链路中的某个资源不稳定,最终会导致请求发生堆积.Sentinel ...
- MySQL高级篇 | MySQL逻辑架构
思维导图 架构逻辑视图 每个虚线框为一层,总共三层. 第一层:连接层,所包含的服务并不是MySQL所独有的技术.它们都是服务于C/S程序或者是这些程序所需要的 :连接处理,身份验证,安全性等等. 第二 ...
- jvm优化理解
jvm架构理解 jvm程序执行流程 编译器和解释器协调工作流程 在部分商用虚拟机中(如HotSpot),java程序最初是通过解释器进行解释执行的,当虚拟机发现某个方法或者某段代码执行的特别频繁后就会 ...
- 环境(8)Linux用户组权限
一:Linux时间日期-时间同步策略 1.日期与时间 ①时间命令 data:查看当前系统时间 cal :查看日历 cal 2020 修改时间: date -s 11:11:11 ...
- IDEA Plugin,写一个看股票指数和K线的插件
作者:小傅哥 博客:https://bugstack.cn 沉淀.分享.成长,让自己和他人都能有所收获! 一.前言 没招了,不写点刺激的,你总是不好好看! 以前,我不懂.写的技术就是技术内容,写的场景 ...
- 学不懂Netty?看不懂源码?不存在的,这篇文章手把手带你阅读Netty源码!
阅读这篇文章之前,建议先阅读和这篇文章关联的内容. 1. 详细剖析分布式微服务架构下网络通信的底层实现原理(图解) 2. (年薪60W的技巧)工作了5年,你真的理解Netty以及为什么要用吗?(深度干 ...
- [atARC127F]±AB
(为了方便,以下除$V$外都改为小写字母) 结论1:若$a+b\le m+1$,则答案为$m+1$(即任意$x$都可以被得到) 任取$y\in [0,m]$,由$\gcd(a,b)=1$存在$y-V= ...
- [noi1774]array
容易想到树套树,但数据范围太大,会超时 考虑平衡树的作用,就是将这个区间内的所有数排序,所以可以离线+归并来处理,预处理复杂度$o(n\log n)$,然后考虑维护:1.删除:2.询问 删除操作维护可 ...
- [bzoj1145]图腾
如果将关系用一个数字来表示(相等表示不确定),那么题目相当于要计算$1324-1243-1432$=$(1323-1423)-(1233-1234)-(1322-1423)$=$1323+1234-( ...
- es使用java的api操作
基本环境的创建 pom依赖 <?xml version="1.0" encoding="UTF-8"?> <project xmlns=&q ...