wwiiww 发表于 2013-7-11 23:32:30

Parasolid如何保持原有的装配树结构?

proe中的结构树如下
data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAPwAAACqCAIAAAAGHrXaAAAII0lEQVR4nO2dy27bRhhG/S5BnsCPwV223mvFh/A6dJDLjiun7UZwg3SZNN3KcGHoIWSkl42bruzCkQB1IZIakjMUKXFIit/5cRA4JGVx7JPJcDzz+WS5XG24uZ3f3M6zv5qsKWpEdYL0lFohPSVXSE/JFdJTcoX0lFwhPSVXSE/JFdJTcoX0lFwhPSVXSE/JFdJTcoX0lFwhPSVXSE/JFdJTcoX0lFwhPSVXtaQHGBNID3IgPciB9CAH0oMcSA9yID3IUZQeYPTkpO/9nyBAByA9yIH0IAfSgxw8yIIc9PQgB9KDHEgPciA9yLFb+ncvnsWT04zzUk0mk96bAVCfHdK/e/FsvZ5v+HR1Ztl5FccV0i+mYRAE4fTOcnYWBVmF00X+JeYRk82Lopn98xTfaL9T2W1E1zu/fF00ENqmSvp4clptfBzHJ/O5W/q7aRhEUVT+Bi+mYRBEs+zILMq8WUzDIAzDIJwuSp8wPbd1YhYF2ZWLaWj6t9+p5d3GySAIakjvv4HggSrpP12dre+fb/h0dRav10WqpZ9FQRDNku+/eeo6cvWOqS5RZHFukSiWfba7aZi7bDENU//2O7VazhKDZ7Yb6LyB4IVd0q/n6/vnm56+qfSpN0XJNk64lEoUSkxc5V8VThfXWyfKtmVd+H6nLDdf9bXz3kDwQ42efj3fp6c33EpGEMY3OBnu2rTIBgazKNdZpoPsgvR5b7Ij+51a5u+wWvoOGgh+8NXT5wa1xXFzdoHFjO0LN4OH5HimguFEuYfORNzvlHEbO6XvooHghxZ6+ncvnpU+b+H/983TofFgl5LOcGwtNGS6m4apSbPsYXGn9OF0se+pwo1VSd9JA8EPh/b08eTUIr05W2eU43uZM8bsQdNHTEOO4vCmpzF9Nw0EP9Tt6ePJ6aerszLr+UlJ+rtkiLv7YIrxH31+su86Smc6SsOAVa6nzF5rTNE0P7WlUvrOGgheqNvTW/+0S28bIi+XZoe6mabITuVmPwoz3KWf/uSdKM24H3oqpSS9MZ7psoHggbo9vfVPq/SzyD66zY+Dr83xQbHfNV9eHHAXndg+L5Zc2e/UthU56bfidtxAaJ1De3rbUyzAoNmxDGEnvTcAoCksLQY5kB7kQHqQA+lBDqQHOZAe5EB6kAPpQQ6/0pOkAAPEo/R6SQrGpnL3HtlOGwg2fEkvmKSQ2/5n20vVdQPBgS/pFZMU8iT/OlxfIpIU+qOW9B8//vIyuijz84cPrpcoJylsm+CWniSFHqkl/bdv/75+87Zg/Os3b+/v/3G9RDlJIWuCc3hDkkKv1B3e3N7eFqS/ufm94nrlJIVl+ojq6uZJUuiXutI/PX2/vHyfGX95+f7p6XvF9bJJCtUTLN01ENw0eJD986+/o4tXL6OL6OLV169/VF8smaSQTFnu0I4khb5pNnvz65ffXkYXnz9/2XmlYJLCLApcD7V9NBCcNJP+4eHxhx9/enh43HmlXpJCxVQjSQrDovE8/ePjf3Uuk0tSMI+ad7dYkaQwNHz+cIokBRgkHpchkKQAw4SlxSAH0oMcSA9yID3IgfQgB9KDHEgPcoxH+sLPQnu/Hxgso5Le+jFAgeFKP5lMypEhFdkhLumLi2LK4QLFpTLWU6WVMC0nKaxyZxxLNX21RYyBSn9+fl4OUKjODqmSfitHbhGvbdFiSTjrLti2kxQW0zBbKGa/DX9t0WOI0sdxXGF8HMcHSF/en2quebQtD7aI4jlJwbX82EtbFBmo9JadVuY+w0OkN9bf7imK7ySF+tIf3hZJRiW9WdlxW++YfOMLotgXu9f5DeNtJimUQ0FWHtsiyXikd5EXJbcpu/CEZ99+URbFS5LCNhKw4vmy/bZIoiG9Y8rC7B2de5rqSt9CkoJ5w87hTbttkURDesee6/I+a8u4ovsxveVXN3triyRIn4tKtXSxjtmbdpMUChwsff22KHKs0p+e1t1t2EAUaxRHvXn6g5MUihkHZshCbuDeelv0OErpG/0qhyaipKEGZi/rEKXNJIXsfbMz25eUIkA8tEWNIUpfsfpgU73fIRw1Q5QewCtID3IgPciB9CAH0oMcSA9yID3IgfQgx3ikD/LV+/3AYBmV9NaPAQoMV3q1NITt+zq2TXlsixgDlV4tDcHcObVDetIQDmaI0iumIaS/C9a1kt5bWxQZqPSyaQjNpCcNYS9GJb1Z2fHjSkNo3tOThtCY8Ujv4kjSEBKaSE8awp5oSO+YshhgGsJu6dttiyQa0h9PGkLDMf3BbZEE6YeVhtCS9KQhVHGs0o8rDWFLSXrSENrnKKUfYRpCSkl60hDaZ4jSk4YAXhmi9ABeQXqQA+lBDqQHOZAe5EB6kAPpQQ6kBzmGJX2Qr97vB0bJ4KS3fgzQIn6lF0s0uDPf0JU1QKJB73iUXi3RYBYZlxXDDlZ+2wJN8CW9YqJBnuQ9S8dJNOgdj9LLJhpsqCs9iQadMzjpzcqOH1eiQXq8zvCGRIMeGJb0Lo4r0SDZvVGx24NEg145HukdUxZDSzRIbtVhvJe2QEOOR/ojSDRIpiztPbS/tkBDRiZ9n4kGsyiooyOJBr3Tp/TjSjSwzbQst6dINBgOvUk/tkQD+49MN29KosGw8CU9iQYwWIa14AygA5Ae5EB6kAPpQQ6kBzmQHuRAepAD6UEOpAc5kB7kQHqQA+lBDqQHOZAe5EB6kAPpQQ6kBzmQHuRAepAD6UEOpAc5kB7kQHqQA+lBDqQHOZAe5EB6kAPpQQ6kBzmQHuRAepAD6UEOpAc5/gditqYdqvjpLgAAAABJRU5ErkJggg==

输出的parasolid包含上面的装配树结构信息

data:image/png;base64,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

可是输入到adams后,结果呈如下形式

data:image/png;base64,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data:image/png;base64,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
前者modal方式,后者part方式


如何才能保持原有的结构形式呢?即,prt0001和prt0003在一个part中,part0002为另外一个part?



wwiiww 发表于 2013-7-13 10:11:39

继续寻求解答

wwiiww 发表于 2013-7-14 09:50:57

再次寻求解答

wwiiww 发表于 2013-7-14 21:58:59

附件中有两个parasolid,1是“平整”模式,2包含装配树结构信息

inndoor 发表于 2013-7-15 13:41:39

导入时,adams似乎没办法实现你要的功能,我也从来没见过。
不过可以通过合并达到你的效果。
还有一种方法,就是在adams中应该作为一个part的模型,从proe中单独导入adams,选择导为指定新建part。

wwiiww 发表于 2013-7-15 18:56:46

inndoor 发表于 2013-7-15 13:41 static/image/common/back.gif
导入时,adams似乎没办法实现你要的功能,我也从来没见过。
不过可以通过合并达到你的效果。
还有一种方法 ...

你提到的办法是在creo中将prt0001和prt0003所在的组件 输出成一个parasolid,然后导入adams时用part方式,这样两个零件就在一个part中了。另外一个part0002重复同样的步骤

目前我在用这种办法,但一直想知道adams是否能简单的实现。

感谢你的解释。
页: [1]
查看完整版本: Parasolid如何保持原有的装配树结构?