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1)  tangent offset
切线支距
1.
Based on practical field expericnces, this paper discusses the indirect determination method of the length of rails in joint areas and the computation of the length of the rail at a track bond,by the use of the principle of tangent offset.
根据现场实践经验,利用切线支距法原理,探讨拨接口区域线路钢轨长度的间接测定方法及龙口轨长度的计算方法。
2)  tangent offset method
切线支距法
1.
The setting of road shape instruction along highway in mountain area was discussed using tangent offset method in road survey.
运用公路测量学上的切线支距法对线形诱导标在山区高速公路的设置进行了探讨。
2.
By combining with example of the construction line-putting of Xiqu Fen river Bridge in Gujiao city,the paper introduces two kinds of curve coordinate calculation method,that is tangent offset method and the center declination method,according to comparison analysis and chooses a new method,center declination method which is easier to operate than the tangent offset method and makes less mistakes.
结合古交市西曲汾河大桥施工放线的实例,介绍了两种曲线坐标计算方法,即切线支距法和圆心偏角法,通过对比分析,选出一种比切线支距法更简捷和不容易出错的计算坐标的新方法——圆心偏角法。
3)  tangentoffset m ethod
切弦线支距法
4)  Tangent offset coordinate
切线支距坐标
5)  Free tangent length method
任意切线长支距法
6)  tangent distance
切线距离
1.
Study on tangent distance with SVD method for characters recognition fine classification;
切线距离的SVD方法在汉字识别细分问题中的研究
补充资料:奉陪陆使君长源诸公游支硎寺(寺即支公学道
【诗文】:
尝览高逸传,山僧有遗踪。佐游继雅篇,嘉会何由逢。
尘世即下界,色天当上峰。春晖遍众草,寒色留高松。
缭绕彩云合,参差绮楼重。琼葩洒巾舄,石瀃清心胸。
灵境若可托,道情知所从。



【注释】:



【出处】:
全唐诗:卷817-6
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