1_1 POINTS CONCENTRATION
September 19, 2009
This is the definition of Points Concentration. Points follow the point attractor. I used a simple math : A sinBx + C (A: amplifier, B: force range, C: maximum move)
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작업하신 내용 아주 흥미롭게 잘봤습니다.
특히 hexagonal openning은 제가 구현하고 싶은 부분인데…
올려주신 자료만으로는 만들기가 힘이 드네요`~~
혹시 괜찮으시다면 ghx 파일을 부탁드려도 될까해서 글 남김니다….
앞으로도 하시는 작업들 저에게는 많은 공부가 될거 같습니다.
좋은 작품 많이 하시길 기대 하겠습니다
ְ ּż մϴ. ghx ¶λ ʴ ĢԴϴ. κ ڷ Ʃ丮 سҽϴ. hexagonal opening κ Ʃ丮 ۾ ʾ (?) Ʈ Դϴ. hexagonal connection ̹ ڷᰡ ö ֱ ݸ Ͻø ݹ Ͻ ǰ̴ϴ. , ϴ.
HG
Hello,
I was wondering if you could explain a bit about the use of the Sine function as well as the Pi function. Are these being used to create the curvature in the model?
Thank you again!
JH
Sine function is to control the degree of force. If you set up ‘parameter’ just related to multiply or divide from ‘distance’, it will be a sort of ‘linear function’ relation. Thus it means the changes of value is not smooth enough. Imagine the mathematical graph of functions. So I used sine or cosine functions (only effective domain area) to generate such smoothness of change.The basic function is like “Y = A Cos BX + C”
HG
ȳϼ ǰ ִ ǸƩ丮 մϴ.
Ʃ丮 point concentration ̿ؼ space frame ַմϴ.
Ʃ丮 attractor point ϳε, ϳ ̻ attractor point , vector(amplitude) ռϷմϴ. mass addition (space frameƩ丮) surface isotrimҶ װ ģ vertice Ʈ鼭 space frame ϴ. ܼ attractor point Ÿ Լ̱ ǥ ġ ̵ؾ ̶ ϴµ, ̰ ñմϴ.
thank you for sharing definicion!