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中文互联网上迄今为止实现最正确、代码最漂亮且效率最高的大写人民币金额转换代码
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/** 中文互联网上迄今为止实现最正确、代码最漂亮且效率最高的大写人民币金额转换代码 | |
* 作者:李维 <[email protected]> | |
* 版权所有 (c) 2013 昆明维智众源企业管理咨询有限公司。保留所有权利。 | |
* 本代码基于 BSD License 授权。 | |
* */ | |
using System; | |
using System.Collections.Generic; | |
using System.Text; | |
using System.Diagnostics; | |
namespace Sandwych.RmbConverter { | |
public static class RmbUpperConverter { | |
private static readonly Char[] RmbDigits = { | |
'零', '壹', '贰', '叁', '肆', '伍', '陆', '柒', '捌', '玖' }; | |
private static readonly string[] SectionChars = { | |
string.Empty, "拾", "佰", "仟", "万" }; | |
public static string ToRmbUpper(this decimal price) { | |
if (price < 0M || price >= 9999999999999999.99M) { | |
throw new ArgumentOutOfRangeException("price"); | |
} | |
price = Math.Round(price, 2); | |
var sb = new StringBuilder(); | |
var integerPart = (long)price; | |
var wanyiPart = integerPart / 1000000000000L; | |
var yiPart = integerPart % 1000000000000L / 100000000L; | |
var wanPart = integerPart % 100000000L / 10000L; | |
var qianPart = integerPart % 10000L; | |
var decPart = (long)(price * 100) % 100; | |
int zeroCount = 0; | |
//处理万亿以上的部分 | |
if (integerPart >= 1000000000000L && wanyiPart > 0) { | |
zeroCount = ParseInteger(sb, wanyiPart, true, zeroCount); | |
sb.Append("万"); | |
} | |
//处理亿到千亿的部分 | |
if (integerPart >= 100000000L && yiPart > 0) { | |
var isFirstSection = integerPart >= 100000000L && integerPart < 1000000000000L; | |
zeroCount = ParseInteger(sb, yiPart, isFirstSection, zeroCount); | |
sb.Append("亿"); | |
} | |
//处理万的部分 | |
if (integerPart >= 10000L && wanPart > 0) { | |
var isFirstSection = integerPart >= 1000L && integerPart < 10000000L; | |
zeroCount = ParseInteger(sb, wanPart, isFirstSection, zeroCount); | |
sb.Append("万"); | |
} | |
//处理千及以后的部分 | |
if (qianPart > 0) { | |
var isFirstSection = integerPart < 1000L; | |
zeroCount = ParseInteger(sb, qianPart, isFirstSection, zeroCount); | |
} | |
else { | |
zeroCount += 1; | |
} | |
if (integerPart > 0) { | |
sb.Append("元"); | |
} | |
//处理小数 | |
if (decPart > 0) { | |
ParseDecimal(sb, integerPart, decPart, zeroCount); | |
} | |
else if (decPart <= 0 && integerPart > 0) { | |
sb.Append("整"); | |
} | |
else { | |
sb.Append("零元整"); | |
} | |
return sb.ToString(); | |
} | |
private static void ParseDecimal(StringBuilder sb, long integerPart, long decPart, int zeroCount) { | |
Debug.Assert(decPart > 0 && decPart <= 99); | |
var jiao = decPart / 10; | |
var fen = decPart % 10; | |
if (zeroCount > 0 && (jiao > 0 || fen > 0) && integerPart > 0) { | |
sb.Append("零"); | |
} | |
if (jiao > 0) { | |
sb.Append(RmbDigits[jiao]); | |
sb.Append("角"); | |
} | |
if (zeroCount == 0 && jiao == 0 && fen > 0 && integerPart > 0) { | |
sb.Append("零"); | |
} | |
if (fen > 0) { | |
sb.Append(RmbDigits[fen]); | |
sb.Append("分"); | |
} | |
else { | |
sb.Append("整"); | |
} | |
} | |
private static int ParseInteger(StringBuilder sb, long integer, bool isFirstSection, int zeroCount) { | |
Debug.Assert(integer > 0 && integer <= 9999); | |
int nDigits = (int)Math.Floor(Math.Log10(integer)) + 1; | |
if (!isFirstSection && integer < 1000) { | |
zeroCount++; | |
} | |
for (var i = 0; i < nDigits; i++) { | |
var factor = (long)Math.Pow(10, nDigits - 1 - i); | |
var digit = integer / factor; | |
if (digit != 0) { | |
if (zeroCount > 0) { | |
sb.Append("零"); | |
} | |
sb.Append(RmbDigits[digit]); | |
sb.Append(SectionChars[nDigits - i - 1]); | |
zeroCount = 0; | |
} | |
else { | |
zeroCount++; | |
} | |
integer -= integer / factor * factor; | |
} | |
return zeroCount; | |
} | |
} | |
} |
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Python 版:https://gist.github.com/oldrev/6638736