“百脉一宗”求解!
“百脉一宗”这个词,首先出自于《脉经》,本来是在条文症状后的,原文字是“小便赤黄,身形如和,其脉微数,百脉一宗,悉病,各随证治之。”《千金要方》(卷十)以及《外台秘要》(卷二)将这句话提到前面来了。“百脉”的说法,在以上这些书中有多处;《金匮要略》原文“果实菜谷禁忌并治”第二十五条中,也有“林檎不可多食,令人百脉弱。”所以这个百脉,即是“百病”的意思。
《金匮要略》有很多概念需要厘清。“百脉一宗”,你看看,得问死多少中医大家!闭眼不看书,瞎解释,胡乱解释,言之凿凿的大家有多少?心中有疑问,连个出处在哪都不愿意去翻下书本,我想问,在中医学问上,还有多少人是偷懒的?
“谓无经络”四字,首见于《千金要方》,即孙思邈认为,这不是讲经络病,所以特别未及与经络辩证无关。千年的孙哥,估计也是不愿意用经络辨病吧。
基础不牢,地动山摇!中医基础概念的混乱,以概念解释概念,更是这样。
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 百病,发展到最后,最终都会是脉微而数的虚劳脉 脉微倒是,数则未必,反而结代的更多。
脉微而数,血亏而气尚可撑(代偿)
气血两亏至极而脉代者,更为难治。
《伤寒论》{辨太阳病脉证并治下第七}:
177.伤寒脉结代、心动悸,炙甘草汤主之。
178.脉按之来缓,时一止复来者,名曰结。又脉来动而中止,更来小数,中有还者反动,名曰结,阴也;脉来动而中止,不能自还,因而复动者,名曰代,阴也,得此脉者必难治。
《金匮要略》{血痹虚劳病脉证并治第六}:
附方《千金翼方》炙甘草汤(一云复脉汤)治虚劳不足,汗出而闷,脉结悸,行动如常,不出百日,危急者十一日死。
大部分的虚劳患者,都是从阴虚(熬夜、纵欲、烟酒、焦虑,从而伤阴)开始的(除了少数先天禀赋阳气就很弱的人之外),脉细数而有力的阴虚证是虚劳的{初级阶段}。
伤阴状态久了,阴损及阳,造成阴阳(气血)两虚,这时脉象已微(无力),但并不数,也不结代。
虚损进一步发展,则出现脉微而结代,诸如:低血压/二尖瓣脱垂/房室传导阻滞/窦房结病变……
高血压是一种代偿(满足因血黏稠和动脉硬化造成的器官组织供血不足),而低血压则是一种失代偿。
同理,高血糖是一种代偿(主动尿糖,排出绝对过剩或者相对过剩的能量),而低血糖是一种失代偿。
低血压(正常血压都维持不住了)比高血压危险;低血糖(重要器官即将断粮,心慌手抖昏迷)比高血糖危险。
关于“百脉一宗”,《金匮要略》中是这样说的:“百合病者,百脉一宗,悉致其病也。”若单纯从这段文字入手,恐很难理解“百脉一宗”的含义,因为这段文字不完整。
《诸病源候论·五十》说:“百合病者,谓无经络,百脉一宗,悉致病也。多因伤寒虚劳,大病之后不平复,变成斯疾也。”这和《千金》的说法是一致的,很明显,《金匮》遗漏了“谓无经络”,及后面的“多因伤寒虚劳,大病之后不平复,变成斯疾也”,这两处文字对于理解“百脉一宗”非常关键。
那么又该如何理解“百合病者,谓无经络,百脉一宗”这段话呢?
《金匮要略·藏府经络先后病脉证并治》中说:“千般疢难,不越三条。一者,经络受邪,入藏府,为内所因也;二者,四肢九窍,血脉相传,壅塞不通,为外皮肤所中也;三者,房室、金刃、虫兽所伤。以此详之,病由都尽。”
大意是所有的疾病不越这三条病因,一个是经络受邪,二个是血脉相传,三个是内外自伤。
而所谓“百合病者,谓无经络,百脉一宗”该如何理解?
其中,“百脉一宗”中的“百脉”何意?《素问·经脉别论》说:“肺朝百脉,而主治节。”“百脉”当泛指人的血脉。而所谓“宗”当为“类”之意。
整句话的大意是:百合病,不是经络受邪、血脉相传之类所致的疾病。
接着后面又说:“悉致病也。多因伤寒虚劳,大病之后不平复,变成斯疾也。”
大意是:(百合病)致病的全部病因,多是因为伤寒虚劳,大病之后不平复,而变成此病的。
这句话的标点符号是否应该是这样的:“百合病者,谓无经络、百脉一宗。悉致病也,多因伤寒虚劳,大病之后不平复,变成斯疾也。”(红色标点为改动处)
整句话的大意是:百合病,不是经络受邪、血脉相传之类的疾病。致病的全部病因,多是因为伤寒虚劳,大病之后不平复,而变成此病的。 谢谢回复。学术上引经据典,索其原文字出处,求得最好的理解,这是学习的一个办法。
“百脉一宗”,其实最早的文字来自于王叔和《脉经》卷八之平阳毒阴毒百合狐惑脉证第三。
原文主要论述百合病,是这样的:
“百合之为病,其状常默默欲卧,复不能卧,或如强健人,欲得出行,而复不能行,意欲得食,复不能食,或有美时,或有不用闻饮食臭时,如寒无寒,如热无热,朝至口苦,小便赤黄,身形如和,其脉微数,百脉一宗,悉病,各随证治之。
百合病,见于阴者,以阳法救之;见于阳者,以阴法救之。见阳攻阴,复发其汗,此为逆,其病难治;见阴攻阳,乃复下之,此亦为逆,其病难治。”
后世隋唐《诸病源候论·五十》以及《备急千金要方》的文字,是从以上提炼出来的,无疑添加了自己的理解。
就王叔和原文来看,本意为“百病,如不加施治,发展到最后,最终都会是脉微而数的虚劳脉”。
再个原文“阳毒阴毒百合狐惑”,这个篇名与金匮也是不同的。这么排列,一是它们有共同发病因;二个,主要为了说明阴阳毒,用百合虚劳理论解释了病因,用狐惑做为例子说明。
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