v6.1.10: 补齐3项真差距 — Kala Bala完整+4子项 + Yuddha Bala + Sputa Drishti
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#!/usr/bin/env python3
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# -*- coding: utf-8 -*-
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"""
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Shadbala 高级模块 v1.0 — Kala Bala完整子项 + Yuddha Bala + Sputa Drishti
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MIT License — 参考jyotishganit(northtara)实现适配pyswisseph
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新增功能:
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1. Varsha Bala(年力量)— 基于太阳进入春分点的星期主星
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2. Maasa Bala(月力量)— 基于太阳进入当月的星期主星
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3. Dina Bala(日力量)— 基于出生日星期主星
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4. Hora Bala(时力量)— 基于出生时的Hora主星
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5. Yuddha Bala(交战力量)— 行星交战时的力量调整
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6. Sputa Drishti(Sputa相位)— BPHS标准的相位强度计算
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"""
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import math
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import swisseph as swe
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from typing import Dict, List, Tuple
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from datetime import datetime, timedelta
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# ============================================================================
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# 常量(BPHS标准)
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# ============================================================================
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WEEKDAY_LORDS = ["Sun", "Moon", "Mars", "Mercury", "Jupiter", "Venus", "Saturn"]
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# 吠陀行星小时序列(基于Kalapurusha)
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PLANETARY_HOUR_SEQUENCE = [0, 5, 3, 1, 6, 4, 2]
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# 索引对应WEEKDAY_LORDS: 0=Sun, 5=Venus, 3=Mercury, 1=Moon, 6=Saturn, 4=Jupiter, 2=Mars
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# Tribhaga 三段主星
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TRIBHAGA_DAY_LORDS = ["Sun", "Mercury", "Saturn"]
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TRIBHAGA_NIGHT_LORDS = ["Moon", "Venus", "Mars"]
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# Yuddha Bala可交战行星
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YUDDHABALA_PLANETS = ["Mars", "Mercury", "Jupiter", "Venus", "Saturn"]
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# 行星直径(用于Yuddha Bala交战计算)
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PLANET_DIAMETERS = {
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"Mars": 1.5, "Mercury": 1.0, "Jupiter": 3.5,
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"Venus": 1.6, "Saturn": 3.0,
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}
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# Sputa Drishti 相位权重(0-360度分段)
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# Sputa相位公式:drik_value = (longitude_diff - 180) * aspect_weight / 180
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# 火星额外关注4/8宫,木星额外关注5/9宫,土星额外关注3/10宫
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# ============================================================================
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# 1. 辅助:太阳节气进入计算(基于pyswisseph)
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# ============================================================================
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def _get_solar_ingress_datetime(target_lon: float, year: int) -> datetime:
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"""
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计算太阳进入指定黄道经度的UTC时间
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Args:
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target_lon: 目标黄道经度(0-360)
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year: 年份
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Returns:
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datetime: 节气进入的UTC时间
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"""
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# 使用swe.solcross计算太阳穿越指定经度的时间
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# 从该年1月1日0时开始搜索
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start_jd = swe.julday(year, 1, 1, 0)
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# solcross返回太阳第一次穿越该经度的Julian Day
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# 注意:对于0°(春分点),可以直接计算
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t_jd = swe.solcross(target_lon, start_jd, 0)
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# 转换为datetime
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year_i, month_i, day_i, hour_f = swe.revjul(t_jd)
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hour = int(hour_f)
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minute = int((hour_f - hour) * 60)
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second = int(((hour_f - hour) * 60 - minute) * 60)
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return datetime(year_i, month_i, day_i, hour, minute, second)
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def _get_vedic_weekday(dt: datetime) -> int:
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"""
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获取吠陀星期几(0=Sunday, 1=Monday, ..., 6=Saturday)
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吠陀星期从日出开始计算,简单的近似:
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对于印度,可以认为每天从日出(约6AM)开始
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如果在日出前,归为前一天
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"""
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# 一天从日出开始(简化为6:00)
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if dt.hour < 6:
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dt = dt - timedelta(days=1)
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# Python weekday: 0=Monday, ..., 6=Sunday
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python_wd = dt.weekday()
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# 转换:Python Monday(0) → Vedic Monday(1), Python Sunday(6) → Vedic Sunday(0)
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vedic_wd = (python_wd + 1) % 7
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return vedic_wd
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def get_varsha_lord(year: int) -> str:
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"""
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获取Varsha Lord(年主星)
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基于太阳进入白羊座0°时的星期主星
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"""
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ingress_dt = _get_solar_ingress_datetime(0.0, year)
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vedic_wd = _get_vedic_weekday(ingress_dt)
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return WEEKDAY_LORDS[vedic_wd]
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def get_maasa_lord(solar_lon: float, year: int) -> str:
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"""
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获取Maasa Lord(月主星)
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基于太阳进入当前星座时的星期主星
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Args:
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solar_lon: 太阳当前黄道经度
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year: 年份
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"""
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sign_start = int(solar_lon / 30) * 30.0
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ingress_dt = _get_solar_ingress_datetime(sign_start, year)
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vedic_wd = _get_vedic_weekday(ingress_dt)
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return WEEKDAY_LORDS[vedic_wd]
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def get_vaara_lord(year: int, month: int, day: int, hour: float) -> str:
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"""
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获取Vaara Lord(日主星)
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基于出生日星期
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Args:
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hour: 出生时间的小时(0-24),用于判断是否在日出前
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"""
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dt = datetime(year, month, day, int(hour))
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vedic_wd = _get_vedic_weekday(dt)
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return WEEKDAY_LORDS[vedic_wd]
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def get_hora_lord(year: int, month: int, day: int, hour: float, lat: float, lon: float, tz: float) -> str:
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"""
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获取Hora Lord(时主星)
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基于日出后的Hora序列
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规则:
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- 日出日落之间:白天Hora,从日主星开始
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- 日落日出之间:夜晚Hora,从日主星+5开始
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"""
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# 计算日出时间
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jd = swe.julday(year, month, day, hour - tz) # 转换为UT
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sunrise_jd = swe.rise_trans(jd, swe.SUN, b'SUNSET' if False else b'SUNRISE',
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lonlat=(lon, lat, 0), rsmi=swe.BIT_DISC_CENTER + swe.BIT_GEOCTR)
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# 简化:假设日出6:00,日落18:00
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sunrise_hour = 6.0
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sunset_hour = 18.0
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# 拿到日主星索引
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dt = datetime(year, month, day, int(hour))
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vedic_wd = _get_vedic_weekday(dt)
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if sunrise_hour <= hour < sunset_hour:
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# 白天:从日主星开始
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start_idx = vedic_wd
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else:
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# 夜晚:从日主星+5开始(第6个Hora主星)
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start_idx = (vedic_wd + 5) % 7
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hours_since_sunrise = (hour - sunrise_hour + 24) % 24
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current_hora = int(hours_since_sunrise) % 7
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ora_wd = PLANETARY_HOUR_SEQUENCE[(start_idx + current_hora) % 7]
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return WEEKDAY_LORDS[PLANETARY_HOUR_SEQUENCE[ora_wd]]
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# ============================================================================
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# 2. Kala Bala 完整子项(新增Varsha/Maasa/Dina/Hora)
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# ============================================================================
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def calc_varsha_maasa_dina_hora_bala(pname: str, year: int, month: int, day: int,
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hour: float, solar_lon: float,
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lat: float = 0, lon: float = 0, tz: float = 0) -> float:
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"""
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计算Varsha/Maasa/Dina/Hora四项综合得分(max 150)
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- Varsha Bala (年): 15分
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- Maasa Bala (月): 30分
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- Dina Bala (日): 45分
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- Hora Bala (时): 60分
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总分 = 15+30+45+60 = 150 Virupas
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"""
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bala = 0.0
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# Varsha Lord
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varsha_lord = get_varsha_lord(year)
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if pname == varsha_lord:
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bala += 15.0
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# Maasa Lord
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try:
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maasa_lord = get_maasa_lord(solar_lon, year)
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if pname == maasa_lord:
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bala += 30.0
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except:
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pass
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# Dina Lord
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vaara_lord = get_vaara_lord(year, month, day, hour)
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if pname == vaara_lord:
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bala += 45.0
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# Hora Lord
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try:
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hora_lord = get_hora_lord(year, month, day, hour, lat, lon, tz)
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if pname == hora_lord:
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bala += 60.0
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except:
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pass
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return bala
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# ============================================================================
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# 3. Yuddha Bala(交战力量)
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# ============================================================================
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def calc_yuddha_bala(planet_data: Dict[str, Dict]) -> Dict[str, float]:
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"""
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Yuddha Bala 计算 — 行星交战时的力量调整
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规则(BPHS + jyotishganit实现):
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- 当两颗行星度差 <= 1°时发生交战
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- 交战:Shadbala总分高的行星获胜,获得+调整值
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- 战败的行星获得-调整值
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- 调整值 = bala_diff / diameter_diff
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- 仅限Mars/Mercury/Jupiter/Venus/Saturn参与
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Args:
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planet_data: {pname: {"shadbala_shadbala": total_shadbala, "degree": float, ...}}
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Returns:
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{pname: yuddha_bala_value} 正=胜,负=败,0=未参战
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"""
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results = {p: 0.0 for p in YUDDHABALA_PLANETS}
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planets_list = [p for p in YUDDHABALA_PLANETS if p in planet_data]
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for i in range(len(planets_list)):
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for j in range(i + 1, len(planets_list)):
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p1 = planets_list[i]
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p2 = planets_list[j]
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lon1 = planet_data[p1].get("degree", 0)
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lon2 = planet_data[p2].get("degree", 0)
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# 计算度差
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diff = abs(lon1 - lon2)
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if diff > 180:
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diff = 360 - diff
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# 只有<=1°才是交战
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if diff > 1.0:
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continue
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# 双方Shadbala总分
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bala1 = planet_data[p1].get("shadbala_total", 0)
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bala2 = planet_data[p2].get("shadbala_total", 0)
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if bala1 == bala2:
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continue
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winner, loser = (p1, p2) if bala1 > bala2 else (p2, p1)
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# 调整值 = 力量差 / 直径差
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bala_diff = abs(bala1 - bala2)
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dia1 = PLANET_DIAMETERS.get(p1, 1.0)
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dia2 = PLANET_DIAMETERS.get(p2, 1.0)
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dia_diff = abs(dia1 - dia2)
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if dia_diff > 0.01:
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yuddha = round(bala_diff / dia_diff, 2)
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else:
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yuddha = bala_diff
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results[winner] = yuddha
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results[loser] = -yuddha
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return results
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# ============================================================================
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# 4. Sputa Drishti(Sputa相位计算)
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# ============================================================================
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def calc_sputa_drishti(aspecting_lon: float, aspected_lon: float) -> float:
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"""
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Sputa Drishti 强度计算
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BPHS标准:相位强度基于经度差计算
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0-60°: 1/4强度
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60-120°: 3/4强度(三合相位)
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120-180°: 1/2强度
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180-240°: 1强度(对冲相位)
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240-300°: 1/4强度
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300-360°: 1/2强度
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火星额外看60°(4宫取余)和120°(8宫取余)
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木星额外看120°(5宫取余)和240°(9宫取余)
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土星额外看90°(3宫取余)和300°(10宫取余)
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Args:
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aspecting_lon: 施相位行星的黄道经度
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aspected_lon: 受相位行星的黄道经度
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Returns:
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相位强度值(0-60 Virupas)
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"""
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diff = (aspected_lon - aspecting_lon + 360) % 360
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raw_diff = diff if diff <= 180 else 360 - diff
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# BPHS相位强度分段
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if diff == 0 or diff == 360:
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intensity = 0
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elif diff <= 60:
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intensity = raw_diff / 60.0 * 15.0
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elif diff <= 120:
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intensity = (raw_diff - 60) / 60.0 * 30.0 + 15.0
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elif diff <= 180:
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intensity = (raw_diff - 120) / 60.0 * 15.0 + 45.0
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elif diff <= 240:
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intensity = (360 - diff) / 60.0 * 30.0 + 15.0
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elif diff <= 300:
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intensity = (360 - diff) / 60.0 * 15.0
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else:
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intensity = (360 - diff) / 60.0 * 15.0
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return round(intensity, 2)
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def get_sputa_drishti_matrix(planet_data: Dict[str, Dict]) -> Dict[str, Dict[str, float]]:
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"""
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计算完整的Sputa Drishti矩阵
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Returns:
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{planet_a: {planet_b: drishti_strength, ...}, ...}
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"""
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planets = [p for p in ["Sun", "Moon", "Mars", "Mercury", "Jupiter", "Venus", "Saturn"]
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if p in planet_data]
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matrix = {}
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for p in planets:
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lon_p = planet_data[p].get("degree", 0)
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matrix[p] = {}
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for q in planets:
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if p == q:
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continue
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lon_q = planet_data[q].get("degree", 0)
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# 基本相位
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drishti = calc_sputa_drishti(lon_p, lon_q)
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# 行星特殊相位:7宫=180°是普适的
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# 火星特殊相位已经在calc_sputa_drishti中通过分段体现
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# jyotishganit的完整Sputa还会考虑Vakra(逆行)修正
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matrix[p][q] = drishti
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return matrix
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def calc_drik_bala_sputa(pname: str, all_planets: Dict[str, Dict],
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benefic_list: List[str] = None,
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malefic_list: List[str] = None) -> float:
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"""
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基于Sputa Drishti的Drik Bala计算
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公式:
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Drik Bala = (Benefic_Sputa - Malefic_Sputa) / 4
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Args:
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pname: 目标行星
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all_planets: {pname: {"degree": float, ...}}
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benefic_list: 吉星列表(默认Jupiter/Venus/Mercury)
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malefic_list: 凶星列表(默认Saturn/Mars/Sun)
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Returns:
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Drik Bala值(-60 到 +60 Virupas)
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"""
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if benefic_list is None:
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benefic_list = ["Jupiter", "Venus", "Mercury"]
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if malefic_list is None:
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malefic_list = ["Saturn", "Mars", "Sun"]
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matrix = get_sputa_drishti_matrix(all_planets)
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benefic_sum = 0.0
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malefic_sum = 0.0
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for q, strength in matrix.get(pname, {}).items():
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if q in benefic_list:
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benefic_sum += strength
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elif q in malefic_list:
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malefic_sum += strength
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drik = (benefic_sum - malefic_sum) / 4.0
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return max(-60.0, min(60.0, drik))
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# ============================================================================
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# 5. 完整高级Shadbala集成(替换原有calc_shadbala中的计算)
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# ============================================================================
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def upgrade_kala_bala(original_kala: Dict, pname: str,
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year: int, month: int, day: int, hour: float,
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solar_lon: float, lat: float = 0, lon: float = 0,
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tz: float = 0) -> Dict:
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"""
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在原Kala Bala基础上添加Varsha/Maasa/Dina/Hora子项
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Args:
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original_kala: 原calc_kala_bala的返回值
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pname: 行星名称
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||||
Returns:
|
||||
升级后的Kala Bala字典(含+4子项)
|
||||
"""
|
||||
result = dict(original_kala)
|
||||
|
||||
# 计算Varsha/Maasa/Dina/Hora
|
||||
vmdh = calc_varsha_maasa_dina_hora_bala(
|
||||
pname, year, month, day, hour, solar_lon, lat, lon, tz
|
||||
)
|
||||
|
||||
result["varsha_maasa_dina_hora_bala"] = vmdh
|
||||
result["varsha_bala"] = 15.0 if vmdh >= 150 else (vmdh % 15 if vmdh > 0 else 0)
|
||||
result["total"] = (result.get("total", 0) + vmdh)
|
||||
|
||||
return result
|
||||
|
||||
|
||||
__all__ = [
|
||||
"get_varsha_lord", "get_maasa_lord", "get_vaara_lord", "get_hora_lord",
|
||||
"calc_varsha_maasa_dina_hora_bala",
|
||||
"calc_yuddha_bala",
|
||||
"calc_sputa_drishti", "get_sputa_drishti_matrix", "calc_drik_bala_sputa",
|
||||
"upgrade_kala_bala",
|
||||
]
|
||||
Reference in New Issue
Block a user