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1)  golden division ratio
黄金分割比例
2)  golden section
黄金分割比
1.
This paper presents a new method of drawing 3D bamboo,the observation indicates the bamboo like golden section,bifurcate angles are the golden section of 90°.
通过对竹子整体形态进行观测统计后,得出枝干之间的夹角不是随机分布的,如果以90°为标准,满足黄金分割比。
2.
This paper presents a new method of drawing 3D leaves, the observation indicates the arborvitae and pine like golden section, bifurcate angles of arborvitaes such as Korean Arborvitae, Sawara Cypress and Leyland Cypress etc are the golden section of 90 , and the pine leaves ratio of short to long is golden section.
通过对松柏科中朝鲜崖柏、刺柏和油松的叶子观测统计,得出枝叶之间的夹角不是随机分布,柏的夹角在35°左右,松针和生成枝之间的夹角在55°左右,如果以90°为标准,满足黄金分割比,且油松的短叶针和长叶针的比值也满足黄金分割比。
3)  dissection ratio
分割比例
1.
Start with the unit interal [0,1],using a sequence of decreasing dissection ratios,gets a Cantor set and give its box-counting dimension when the sequence limit exists.
以[0,1]区间为研究对象,利用单调递减的分割比例序列构造了Cantor集E,给出了该序列极限状态下E的盒维数。
4)  golden proportion
黄金比例
1.
Accoding to the golden proportional method which applied aeshetics principle of engineering design, the paper had made its basic views exactly and finished its geometry proof.
针对美国《工程设计制图杂志》难题角中工程八面作的图示难题,利用工业设计美学原则中的黄金比例方法,准确地做出了它的基本视图,并作了几何证明。
5)  golden section
黄金分割
1.
Analysis of the relationship between the application of Fibonacci series and golden section;
菲波那契数列与黄金分割的内在联系及应用
6)  golden-section
黄金分割
1.
Golden-Section in Three Dimensional Space;
三维空间中的黄金分割法
2.
Two-dimension optimization method is utilized to calculate the minimum self-excited capacitance and then the linear dimension optimization method based on golden-section is utilized to calculate the minimum self-excited rotational speed.
在此基础上利用二维优化计算最小建压电容,然后利用基于黄金分割的一维优化方法计算最小建压转速值。
补充资料:黄金分割
黄金分割
golden section

    分已知线段为两部分,使其中一部分是全线段与另一部分的比例中项的数学问题。作法很简单,设已知线段为AB,作BDAB使BDAB/2,连接AD ,以D为心,BD为半径作弧交ADE,再以A为心,AE为半径作弧交ABC,则C就是所求的分点。

    
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