登山 发表于 2023-7-1 06:48:08

请问这几个字的梵字如何写的?

据《八字陀罗尼仪轨》所载,若求福庆禄位吉祥之事者,当于心中书"室利(二合)"字;若欲求息灾除难、殄灭七种灾难者,写“满”字;欲求降伏恶人,令相好舍恶心者,写“淡”字;为摧灭或破坏如屠儿、猎师、外道不信佛法者之恶心,则写“瑟置唎(三合)”字。古来依此说,于修增益法时,在八字真言末尾加诵"室利(二合)"字,息灾法加诵“满”字,敬爱法加“淡”字,降伏法加诵“瑟置唎(三合)”字。

那么这几个“满”(ma)、“室利(二合)”(rī)、“淡”(dha),或“瑟置唎(三合)”(rī)的悉昙文究竟是如何写的,请熟悉悉昙文的同修不吝赐教.
网上所见的八字咒轮中间确实有不同的,然而不知哪个对应哪个字.

建德金刚 发表于 2023-7-27 10:18:01

本帖最后由 建德金刚 于 2023-7-27 10:20 编辑

末学以为那个字不应该是tham.,智满流、慈云流以外的梵写多喜欢夸张笔画,那只是一个突出下画弧线的mam.而已,这样的写法多见于网络。如果是tham.,其书写年代应该比较早,近世除非有人刻意仿古,一般是不会写出双dha为tha的字形的。另外一个值得注意的是命点,即时如果起始笔画是横画,不管是毛笔还是朴笔书写都会先下压后上提,形成一个楔形的笔头,智满流有莲瓣命点的写法,下图一中除了观音、文殊外的梵字都是使用莲瓣命点的。但此处只是看得出一点楔形笔头的痕迹,但据此即可推断其左下画书写笔顺是左上往右下的,而tha字左画的书写笔顺是由右往右下的。
并且,如果是双dha为tha,两个圆圈部分都应该比较饱满,而不应该出现两个折笔。
又据常理推断,实则用tham.做种子字,以通dham.解释似乎有些过了。
图是末学随手找的两张网图,又一张是五部心观(大正藏图像部卷2 75页)的阿閦佛梵号bhagava-m. aks.obhyas tatha-gata,其中tha字上下饱满。

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


登山 发表于 2023-7-1 20:13:39

按"慈贤弟子"同修所说,三个咒轮图中间依次为满mam,tham,室利sri,而tham和淡dham有时混用

登山 发表于 2023-7-1 07:00:30

另外,八字陀罗尼议轨应指大聖妙吉祥菩薩祕密八字陀羅尼修行曼荼羅次第儀軌法,大正藏收录

登山 发表于 2023-7-1 06:56:10

请看这两个图中间的字

登山 发表于 2023-7-1 06:58:42

还找到一个咒轮,写的求吉祥,

登山 发表于 2023-7-1 20:16:35

海濤法師傳承自直貢噶舉秋貢仁波切所以在句尾多了:芒(種子字) 梭哈,芒应即是满

mhxz1970 发表于 2023-7-27 00:47:21

登山 发表于 2023-7-1 20:13
按"慈贤弟子"同修所说,三个咒轮图中间依次为满mam,tham,室利sri,而tham和淡dham有时混用

您说的这个中间的字到底是满还是什么啊?

a29330686 发表于 2023-7-27 09:28:19

mhxz1970 发表于 2023-7-27 00:47
您说的这个中间的字到底是满还是什么啊?

可參考此篇討論:
http://shengmiao.cn/bbs/forum.php?mod=viewthread&tid=546545
页: [1]
查看完整版本: 请问这几个字的梵字如何写的?