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純竹子有限公司在峇里島以創新的方式用竹子蓋房子,獲得世界滿堂的喝采。約翰·哈第TED TALK的演講、伊蘿拉·哈第的INK TALK,當然還獲得有東方普立茲獎之稱的Aga Khan Award。我有幸在純竹子有限公司實習半年,參與到一些設計的案子。在這段期間對於竹子從採集、處理、設計、估算造價、到內裝材質選用、家具等,都有涉獵。在印尼的日子帶給我很大的影響,給予我在建築領域上很大的啟發。

PT Bamboo Pure uses innovative design method to build bamboo houses. It has been awarded with tons of awards including Aga khan Award. Both John Hardy and Elora Hardy have charmed the world with TED TALK and INK TALK. I had this privilege to do my internship with PT Bamboo Pure. As intern, I participated in bamboo harvesting, bamboo processing, model design, cutlist, interior design, furniture design. My internship with PT Bamboo has inspired me tremendously. 

  On the left, Arianna, intern from the United States & Pak Nyoman,the structure master of bamboo work on the dancing crab house, which, by the way, is a insane structure house!

純竹子公司都是由模型開始設計的。模型做好,設計大概就做完了。接下來用CAD重新繪製模型師傅做好的模型,才畫細部,方便與竹子工班溝通。不過基本上工班是根據模型在施工的,也因此,純竹子公司有非常多的模型。

PT Bamboo Pure designs with models. Once the model is done the design is done. CAD is used after the model master finishes his model. It is use mainly for details. Contractors mainly use the models to build the actual building. Due to the importance of models, there are many many models at PT Bamboo Pure. 

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111046s

約翰烏松的雪梨歌劇院屋頂水泥薄殼結構

Jorn Utzon's thin crust- Sydney Opera House

一開始的構思如右頁,烏松畫了這個草圖寄給了Arup說這是他要的屋頂形式,類似拋物線。爾後建造經費問題必須對於這個形式有所調整,這個問題苦惱了烏松一兩年甚至更久的時間,如何能以數學方法描述他要的這個形式。最後他在家裡收納東西的時候,將物品層層疊起來時,突然想到了解決的方法。球!這些美麗的屋頂可以全部以圓球表示,而形狀和原本設計的不會差太多,甚至更美!

(有關於烏松到底是受到什麼啟發想到如何解決屋頂問題的有許多種說法,這裡提出的是<Jorn Utzon Sydney Opera House, Sydney, Australia. 1957-73> Futagawa Yukio 書中的說法。這本書的作者是當時為烏松工作的日本人)

方法是以相同的大圓兩個,去切割不同大小的球,兩個大圓切出的曲面就是屋頂殼的一半。最後幾何表示的圖是由年輕的Rafael Moneo繪製。

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柯比意之基本元素/Casa Curutchet 3D Modeling&Rendering Study

March-I/二年級/曾成德老師

The overview of Casa Curutchet

Frontal View

3rd floor living room looking out the balcony

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柯比意之基本元素/Casa Curutchet Drawing&Model Study

March-I/二年級/曾承德老師

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樹屋 / Tree House

March-I/一年級/曾瑋老師組

放眼望去盡是生長中的平靜稻田,遠處卻立地拔起高可遮天的綿延山脈,裊裊人家炊煙。

All you see are peaceful growing rice fields. At the end of the sight is a range of majestic mountains that could cover the sky. Smokes curl up  from family chimneies. 

時而捲起稻浪。

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鏡箱 / Mirror Case

March-I/一年級/曾瑋老師組

我們總是假設鏡子會反射真實世界的一切事物,但是如果有一天在鏡子兩端發生的事出現了不同的結果?

We've always assumed that a mirror reflects what happens in the real world. What happens if the outcome has come out differently?

我製作了一個鏡箱讓這件事可以發生。

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囚屋 / bridge house / cloud prison

March-I/一年級/曾瑋老師組

final work of bridge house

This structure is floating between two clips. We call it the cloud prison.

Each end of every colum is fixed at at least 3 points in the space so that they can stand in the air without touching each other, 

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虛擬現實 / virtual reality

March-I/一年級/曾瑋老師組

所看不一定是所想的。我們只存在於自身維度的世界。

What we see is not necessary what we thought. We are only be in the world of our own limited dimensions.

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平行宇宙/影子、維度與真理

March-I/一年級/謝淳玉老師組

曾經有一個方形來到了線王國,線王國的人民覺得方形太神奇了,方形可以一下出現,一下消失。線國人民於是把方形帶到國王面前,要國王好好瞧一瞧。方形努力解釋那是因為他們身處一維世界,只能看到一條線,看不到自己是一個面的事實,他並且試圖讓國王理解,除了線的世界,還有另外一個維度更大的世界,他講二維世界的種種給國王聽。講著講著,方形突然意識到或許這個世界還有比自己身處的二維更高的維度,而自己,也像國王一樣,難以體會高維世界的模樣。

Once a square come to the kingdom of line, people in  the line kingdom find square is purely magical, he can be in this place and vanish all of a sudden. People of the line kingdom take sqaure to their king. They have to have their king to see this! The square explains that it's because they are in the world of one dimension so they can only see a line and cannot see the fact that himself is a sqaure. He further explains to the king that there's a higher dimension world. He talks all about the world of 2 dimensions to the king. Then, he suddenly realizes maybe there's also another dimension that is higher than his own dimension, and himself, just like the king, has difficulty understanding it. (content from"flatland"1884  )

小飛俠彼得潘活在永遠不會變老的奇幻世界裡,作者對彼得與影子之間著墨了一番,不像一般世界裡的人,彼得的影子是有自主性的。我們台語說:『真的!』,音為『無影』,直翻為『有影』,言下之意是真實的東西才有影子。柏拉圖曾經以洞穴的預言描述身處洞穴的人們只能藉由洞外投射進來的光產生的影子,來瞭解洞外的世界,然而有少數人不安於現狀,勇於尋找洞外真實的光源,我們稱這種人為智者。洞穴裡的人看到的世界是三維的投影,如果四維世界存在,那麼我們是不是也只是自己四維世界的投影呢?我們不禁懷疑,到底哪一個世界才是真實的?

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