前几天在blog中,对网友的java万年历作修改,看到有的网友说能不能加上农历,后来在网上看到有人写过几个阳历转阴历的算法,我比较了一个发现,这个算法还算不错,只要有的计算机编程基础的人看明白应该是没有问题的,其实这个就和我们以前在c中,判断一天是周几的算法差不多,都是和某一个特定的时间作比较,算出差多少天,再根据月大月小瑞月这些规则,算出是农历的那年那月那日.

Java代码

package clock;

import java.text.ParseException;

import java.text.SimpleDateFormat;

import java.util.Calendar;

import java.util.Date;

public class Lunar {

private int year;

private int month;

private int day;

private boolean leap;

final static String chineseNumber[] = {"一", "二", "三", "四", "五", "六", "七", "八", "九", "十", "十一", "十二"};

static SimpleDateFormat chineseDateFormat = new SimpleDateFormat("yyyy年MM月dd日");

final static long[] lunarInfo = new long[]

{0x04bd8, 0x04ae0, 0x0a570, 0x054d5, 0x0d260, 0x0d950, 0x16554, 0x056a0, 0x09ad0, 0x055d2,

0x04ae0, 0x0a5b6, 0x0a4d0, 0x0d250, 0x1d255, 0x0b540, 0x0d6a0, 0x0ada2, 0x095b0, 0x14977,

0x04970, 0x0a4b0, 0x0b4b5, 0x06a50, 0x06d40, 0x1ab54, 0x02b60, 0x09570, 0x052f2, 0x04970,

0x06566, 0x0d4a0, 0x0ea50, 0x06e95, 0x05ad0, 0x02b60, 0x186e3, 0x092e0, 0x1c8d7, 0x0c950,

0x0d4a0, 0x1d8a6, 0x0b550, 0x056a0, 0x1a5b4, 0x025d0, 0x092d0, 0x0d2b2, 0x0a950, 0x0b557,

0x06ca0, 0x0b550, 0x15355, 0x04da0, 0x0a5d0, 0x14573, 0x052d0, 0x0a9a8, 0x0e950, 0x06aa0,

0x0aea6, 0x0ab50, 0x04b60, 0x0aae4, 0x0a570, 0x05260, 0x0f263, 0x0d950, 0x05b57, 0x056a0,

0x096d0, 0x04dd5, 0x04ad0, 0x0a4d0, 0x0d4d4, 0x0d250, 0x0d558, 0x0b540, 0x0b5a0, 0x195a6,

0x095b0, 0x049b0, 0x0a974, 0x0a4b0, 0x0b27a, 0x06a50, 0x06d40, 0x0af46, 0x0ab60, 0x09570,

0x04af5, 0x04970, 0x064b0, 0x074a3, 0x0ea50, 0x06b58, 0x055c0, 0x0ab60, 0x096d5, 0x092e0,

0x0c960, 0x0d954, 0x0d4a0, 0x0da50, 0x07552, 0x056a0, 0x0abb7, 0x025d0, 0x092d0, 0x0cab5,

0x0a950, 0x0b4a0, 0x0baa4, 0x0ad50, 0x055d9, 0x04ba0, 0x0a5b0, 0x15176, 0x052b0, 0x0a930,

0x07954, 0x06aa0, 0x0ad50, 0x05b52, 0x04b60, 0x0a6e6, 0x0a4e0, 0x0d260, 0x0ea65, 0x0d530,

0x05aa0, 0x076a3, 0x096d0, 0x04bd7, 0x04ad0, 0x0a4d0, 0x1d0b6, 0x0d250, 0x0d520, 0x0dd45,

0x0b5a0, 0x056d0, 0x055b2, 0x049b0, 0x0a577, 0x0a4b0, 0x0aa50, 0x1b255, 0x06d20, 0x0ada0};

//====== 传回农历 y年的总天数

final private static int yearDays(int y) {

int i, sum = 348;

for (i = 0x8000; i > 0x8; i >>= 1) {

if ((lunarInfo[y - 1900] & i) != 0) sum += 1;

}

return (sum + leapDays(y));

}

//====== 传回农历 y年闰月的天数

final private static int leapDays(int y) {

if (leapMonth(y) != 0) {

if ((lunarInfo[y - 1900] & 0x10000) != 0)

return 30;

else

return 29;

} else

return 0;

}

//====== 传回农历 y年闰哪个月 1-12 , 没闰传回 0

final private static int leapMonth(int y) {

return (int) (lunarInfo[y - 1900] & 0xf);

}

//====== 传回农历 y年m月的总天数

final private static int monthDays(int y, int m) {

if ((lunarInfo[y - 1900] & (0x10000 >> m)) == 0)

return 29;

else

return 30;

}

//====== 传回农历 y年的生肖

final public String animalsYear() {

final String[] Animals = new String[]{"鼠", "牛", "虎", "兔", "龙", "蛇", "马", "羊", "猴", "鸡", "狗", "猪"};

return Animals[(year - 4) % 12];

}

//====== 传入 月日的offset 传回干支, 0=甲子

final private static String cyclicalm(int num) {

final String[] Gan = new String[]{"甲", "乙", "丙", "丁", "戊", "己", "庚", "辛", "壬", "癸"};

final String[] Zhi = new String[]{"子", "丑", "寅", "卯", "辰", "巳", "午", "未", "申", "酉", "戌", "亥"};

return (Gan[num % 10] + Zhi[num % 12]);

}

//====== 传入 offset 传回干支, 0=甲子

final public String cyclical() {

int num = year - 1900 + 36;

return (cyclicalm(num));

}