오행침법(五行鍼法)의 정립(定立)과정에 대한 사적(史的)연구

A Clinical Study on the Formation of Ohaeng-Acupuncture

  • 신동훈 (동신대학교 한의과대학 침구학교실) ;
  • 김재홍 (동신대학교 한의과대학 침구학교실) ;
  • 조명래 (동신대학교 한의과대학 침구학교실)
  • Shin, Dong-hoon (Department of Acupuncture and Moxibustion College of Korean Medicine, Dong-Shin University) ;
  • Kim, Jae-hong (Department of Acupuncture and Moxibustion College of Korean Medicine, Dong-Shin University) ;
  • Cho, Myung-rae (Department of Acupuncture and Moxibustion College of Korean Medicine, Dong-Shin University)
  • 투고 : 2002.06.19
  • 심사 : 2002.07.14
  • 발행 : 2002.08.20

초록

Objective : The purpose of this study is to research for the formation of Ohaeng-acupuncture. Methods : I refered to ${\ll}$Classic on Difficulty${\gg}$ (難經), ${\ll}$Ling Shu${\gg}$ (靈樞), ${\ll}$Zhen Jiu Ju Ying${\gg}$ (針灸聚英), ${\ll}$Yi Xue Ru Men${\gg}$ (醫學入門) and annotations were excerpted and record that notied the Ohaeng-acupuncture. Results : The results obtained as follows. 1. ${\ll}$Ling Shu${\gg}$ "Sheng Ze Xie Zhi, Xu Ze Bu Zhi"(盛則瀉之, 虛則補之) united with "Ying Sui Bu Xie"(迎隨補瀉), developed the principle of "Qu Xue" in ${\ll}$Classic on Difficulty${\gg}$. 2. ${\ll}$Classic on Difficulty${\gg}$ explained the interdependent relations, interrestraining relations, the relations of subjugation and reverse restriction in illness condition between the five viscera according to the theory of generation, restriction, subjugation and reverse restriction in five elements. ${\ll}$Classic on Difficulty${\gg}$ united five shu points (五兪穴) with five elements. 3. Zi jing Bu xie according to Xiang Sheng theory is develped from ${\ll}$Classic on Difficulty${\gg}$ "Xu Ze Bu Qu Mu, Shi Ze Xie Qi Zi"(虛則補其母 實則瀉其子) to ${\ll}$Classic on Difficulty${\gg}$ , ${\ll}$Zhen Jiu Ju Ying${\gg}$. 4. Ta jing Bu xie according to Xiang Sheng theory is develped from ${\ll}$Tu Zhu Nan Jing${\gg}$ to ${\ll}$Yi Xue Ru Men${\gg}$. 5. The principle of treatment according to Zi-Ta jing Bu xie based Xiang Ke is develped from ${\ll}$The seventy fifth Difficulty Classic on Difficulty${\gg}$ to Sa Am Do In(舍岩道人).

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