Adidas的Future craft 4d 系列的中底将这种结构直接作为造型特征 这些造型看似复杂,其实是有规律可循的,这种结构的生成过程有点像平面纹理设计里常用的四方连续: 四方连续,将一个单元格不断重复,就能形成一个有规律的纹理 立体纹理就可以理解为在三维空间上的四方连续,只要在一个正方体里做好结构线,然后在空间里阵列...
1. 读写Excel表格数据，任务书图示化 Grasshopper中有很多的插件是用来读写Excel文件，比如Bumblebee, Lu...
他在Rhino-Grasshopper平台上发表了几篇论文和几本书，以及“生成算法”系列的电子出版物。他是CRAFT年度...
Interior by onion craft works Added April 30, 2023 at 2:22am 1 Comment Voronoi 3d using Trefoil made by OpenAI ChatGPT + GHPython by kgm Added March 26, 2023 at 8:24pm 2 Comments Material Test for Metaball 3d Geometry - Rhino Grasshopper keyshot by kgm Added March 25, 2023 at 9...
This craft has given me a whole new appreciation for an insect I would have otherwise steered clear of. Do your kids like to collect and observe bugs? Other insect crafts in this blog hop Don’t forget to check out the other insect crafts in this series… ...
他是CRAFT年度实验合作项目的联合创始人，专注于自适应制造场景。通过计算和(自适应)制造对艺术和建筑领域...
Adidas的Future craft 4d 系列的中底将这种结构直接作为造型特征 这些造型看似复杂,其实是有规律可循的,这种结构的生成过程有点像平面纹理设计里常用的四方连续: 四方连续,将一个单元格不断重复,就能形成一个有规律的纹理 立体纹理就可以理解为在三维空间上的四方连续,只要在一个正方体里做好结构线,然后在空间里阵列...
他是CRAFT年度实验合作项目的联合创始人,专注于自适应制造场景。通过计算和(自适应)制造对艺术和建筑领域的“数字铸造”的研究是他目前在新加坡科技设计大学攻读博士学位时的研究领域。 — 留学作品集相关 — 更多建筑、景观、城设、交互、室内、留学信息、院校资讯、报名时间节点、作品集辅导、软件知识等内容可联系RAC...
CRAFT-2016 | Re-Envisioning Felix Candela from TehranCRAFT on Vimeo. Added by Esmaeil Mottaghi on May 30, 2017 at 2:34am — No Comments Parametric Ribs Lamp https://www.youtube.com/watch?v=KNqzHa_RrSk Added by Paco Ortiz Vázquez on May 25, 2017 at 10:03am — No Comments ...
Upgraded rooms came with Apple Mac Mini computers and soaking tubs. I enjoyed cocktails in the contemporary chic hotel restaurant 20 East, which offered a modern take on traditional American fare and a wide selection of craft beers. I also really liked the onsite fitness center and dining on ...