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5Â¥: Originally posted by xiaoyueriyue at 2013-12-01 13:31:06
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ÆäʵÎÒ¾õµÃÄãÈÏΪ³öÏÖµÄÇé¿öδ±ØÊÇÎÊÌ⣬si(x,t)=0ʱºò£¬±íÃ÷Õâʱ³¡±äÁ¿ÊDz»ÑÝ»¯µÄ£¬Ëä˵²»×öÄý¹Ì£¬µ«ÊÇL¡ª>Sʱºò£¬SÓ¦¸ÃÊÇÎȶ¨Ïà£¬ÖØÒªµÄÊǽçÃæÇøÓòÑÝ»¯¡£·½±ãµÄ»°£¬Ë½ÏÂÁÄÁÄ£¿
6Â¥2013-12-01 22:00:20
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2Â¥2013-11-25 09:40:48
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xiegangmai: ½ð±Ò+3, ¹ÄÀøÌÖÂÛ½»Á÷ 2013-11-30 21:56:49
Õâ¸öÌùÎÒ·¢²¼Ö®ºó£¬ÎÒÓëÎÄÕµÄ×÷ÕßÈ¡µÃÁËÁªÏµ£¬ËûÃǵĽâÊÍ¿ÉÒÔ¸ø´ó¼Ò²Î¿¼£º

By puttimg sum_phi = phi(i-1,j)+phi(i+1,j)+phi(i,j-1)+phi(i,j+1)

     we then define  

     s(i,j)=1 if sum_phi > 0

     and

     s(i,j)=0 if sum_phi =0

It is a useful ingredient in simulation.

With the strict definition of s(i,j)=0 for phi(i,j)=0 and s(i,j)=1 for phi(i,j)>0, there can not be any propagation of

phase-field in simulation.
3Â¥2013-11-28 13:55:04
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xiaohu3956

Ìú¸Ëľ³æ (ÕýʽдÊÖ)

ÒýÓûØÌû:
3Â¥: Originally posted by xiaoyueriyue at 2013-11-28 13:55:04
Õâ¸öÌùÎÒ·¢²¼Ö®ºó£¬ÎÒÓëÎÄÕµÄ×÷ÕßÈ¡µÃÁËÁªÏµ£¬ËûÃǵĽâÊÍ¿ÉÒÔ¸ø´ó¼Ò²Î¿¼£º

By puttimg sum_phi = phi(i-1,j)+phi(i+1,j)+phi(i,j-1)+phi(i,j+1)

     we then define  

     s(i,j)=1 if sum_phi > 0 ...

½âÊÍÓëÎÄÏ×ÖеIJ»Ì«Ò»Ñù£¬s(i,j)=1 if 4-delta>sum_phi >delta£¬s(i,j)=0 if sum_phi <delta¡£
4Â¥2013-11-30 21:49:57
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