黃金分割點與設計的造型該如何結合呢？

    作為設計師，我們應該正確認識一下黃金分割點，在我們很多的設計中，如果很好的把握這些黃金分割的話，他的作品就會非常有很強的設計力，包括一些字體的組合等等，這些都是要細細比對的。

    如果是線段的區分，我們這有一些例題，把一條線段分割為兩部分，使其中一部分與全長之比等于另一部分與這部分之比。這些做法，是經過一定的核算才算出來的，其比值是一個無理數，用分數表示為(√5-1)/2，取其前三位數字的近似值是0.618。這個數值您應該牢牢記住，我們設計時不要隨便改變這些定理，由于按此比例設計的造型十分美麗，因此稱為黃金分割，也稱為中外比。而在這個分割點就叫做黃金分割點（golden section ratio通常用φ表示）這是一個十分有趣的數字，我們以0.618來近似表示，通過簡單的計算就可以發現：(1-0.618)/0.618=0.6一條線段上有兩個黃金分割點。這些理論如何與實際的測算結果來展示呢。那我個可以看一些知名的一些設計，一些美的事物，一個好的美女，她就是最完美的黃金分割比。而我們在設計標志設計來說，這就是要按標準來設計的。

Golden style points and how to design with it?

     As designers, we should correctly understand what the golden point, many of our design, if a good grasp of these golden words, his work will be very strong design capabilities, including some combination of fonts, etc. these are thin compared to the.

     If the distinction between line segments, which we have some examples, the line segment divided into two parts, the part with the length ratio equal to the other part and this part of the ratio. These practices are considered out after a certain accounting, and its ratio is an irrational number, with a fraction of (√ 5-1) / 2, whichever is the first three digits of the approximation is 0.618. The value you should keep in mind, we design it should not change these theorems, because this ratio is very beautiful design style, so called golden section, also known as foreign ratio. In the split point is called the golden section (golden section ratio that usually φ) This is a very interesting figure, we 0.618 to approximate, by simple calculation can be found: (1-0.618) / 0.618 = 0.6 on a line with two golden points. How do these theories with the actual measured results to show it. That one I can see some of the design of some well-known, some of the beautiful things, a good beauty, she is the most perfect golden ratio. And we designed the logo design, this is according to the standard design.