z江南 发表于 2015-6-15 11:40:50

这个多级压缩怎么模拟?

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iTPZgT5qQG5mQc3W5Ohd0Ic1JJX4I51dFuTs+3VJjT0amE0QZgTvZgTpiTGpiTcfRjj8JLu9vG8vjtmXfjTp9cMvyaly+FMZYTH0JXc9q9kpKr/fy28NL2hEcj2R3k8HV+Ssu6VUdl4pgT5mQN5jRBdKElSdrW43j/2G1w8ieXDL/m2wHvfl195NFLb+/el8/fD8xp+1lYHbx6+27c0Uh2Bzl8nZ/SaeU/06s/aNVgTpiTNZjTBNGne8CT3cVWeK9ckgrbTGb4NV9tnLv/LX+r9VKnJrZlVnNafrt75O7EtczJ+To/5Tl+3ZW//PnE+IOAOWFO1mBOE0S3mNPubrH6tnxM4cglw6855mSJN3M6XdiYE+ZUAeaEOamBORlHN5qThELc6jxHgxx+zZ+Nu7BVHF3GwpEVL3VqYlswp+17j5b30TqXLP5ytBl15pQ6rHzhkVofBMwJc7IGc5og+rSbP7lqTrsn343b3WaWDL/mu9M56vVXjyy8tPz9D90N45S5zalAV3O6Gm3Gpd9zMlj5p0dqfRAwJ8zJGsxpguij7aRisR3tH6dxp7va8Gu+26yPmnv1kduXMCctjtbY9pnTiW9PdfTM9l2FAyTR/Wgxp+0Bu99qfXwwJ+tBYE66YE4TRBdUZvVkuzkVdq+7mNNRuy/vi9UvYU5ajDWn04+GMLof3HOyB3PCnNTAnIyjj3p6xWIrWFH5zEfPPxl+zZ/NejmXtFiuhdZfOPLSS9uUrkQwpzp9kZyqsPe3RPfjRr/ntD2+BcwJc7IGc5ogWridpPDmtNvKj9r6pSMvvYQ51XGkO9sj281pdcDjgIrofvB36+zBnDAnNYQ18t9ibhF91NN3q1D+/9YV3i5/ye2OstoId/9b/lblpdStiW2ZyZwurfPCxMtnED7veZ2f8hy57sq/ak5J74OAOWFO1mBOd4++tKNUm9PyGMkAtu8dfs1Xoyp08Lojj156498Q1+DSOq82p+UxkvRL0b259HtO26/L356+tPx9vrq4ajAnzMkazClOdIraYpb3nJxgOfEhzNfWpokevfZfUJl4zLZ2bRBa17oiWoXt+OdrMcIa+W8xk0WnqC1m956TcfoSs5FgTkRv8bOHYk52g/BT9Towp67RQmJGp6gtBnOyZ762Nk20nz0Uc7IbhJ+q14E5dY0WEjM6RW0xmJM987W1aaL97KGYk90g/FS9Dsypa7SQmNEpaovBnOyZr61NE+1nD8Wc7Abhp+p1YE5do4XEjE5RWwzmZM98bW2aaD97KOZkNwg/Va8Dc+oaLSRmdIraYjAne+Zra9NE+9lDMSe7Qfipeh2YU9doITGj095i6/GXhHcZfs0xJ0uGtzWzhb2NNsuqi/azh2JOdoPwU/U6MKeu0UJiRqfPi62wo/TbaYZfc8zJkiFtbcjCXjF8nZ/iZw/FnOwG4afqdWBOXaOFxIxOB/8IeOORQoZfc8zJEuO2tlquhYlPf2/1FD97KOZkNwg/Va8Dc+oaLSRm9OPxuLrYFD9uw6855mSJZVvbXs/TifcrwfB1foqfPRRzshuEn6rXgTl1jRYSMDoXpWKxaX3ihl9zzMkSs7a2ezEjbCXV0X4mjjnZDcJP1evAnLpGC4kW/axI3WJT+dANv+aYkyU2be3oSg50iOHr/BQ/eyjmZDcIP1WvA3PqGi0kVPSyHNWLrf1zN/yaY06WGLS1wmWUT1y9FsPX+Sl+9lDMyW4QfqpeB+bUNVpInOhVLS59fJYHY06N6Uswp3bKC7s8cd2FvWL4Oj/Fzx6KOdkNwk/V68CcukYLiRO93WCq/25d40dv+DXHnCyxN6fqv1s32d8hPcXPHoo52Q3CT9XrwJy6RgsJEn30r9oI34s5KaYvwZwaOV3YmFMBP3so5mQ3CD9VrwNz6hotJEj07gaz+7zwsJZP36VfPemxmWFOltib0/L5o4n3WNgrrl5zxdWOOdmDOWFOamBOTqJvbU5PqhNX0ZiTJZiTEMXVjjnZgzlhTmpgTh6id6vwfLJQo8IxQ8ypfV85MqdCkC7b3LqJ1E18CP3a2u7Ve7wu2t2JP/os7BWN5lRYNlrRu9O34XQkdXg3p7d377s+vvjy69NjHo/HqGiVx3b8Hz5+sok2m7iwRmbXPGb0bhWWTx6V6fn86Rk6TVzSgiuit+8qXI2jlxrf0ngN+11z9Ue/tiZZ2LsT77SwG6+54moXRss/CJdW++6nzOaDMHAPlVxzF/qmZakV0Spsx889J3uE0ZKm5pndGe1+femAmTia7NFLjW8pXNgeyD9iwwpQxe74l19vJ/4ItrCvcnqhHmer/W3vzm7hDEeFqMD7PScPg9C61hXRKmzHjznZIzenUdHt7A6+0Ne2z0jOIEd3F6+IvjRZlb1k97DdZzpx6ZrrRo/607qjY/ot7BVXP+CKq726rWFO1WBOmJMamFN7dDvC7UHYHMtPStAyp+pozKnAZOaU/yTo6NUbmVOPaMxJEcwJc1IDc2qPVkHSqi5tMC0XpNGcqnNT0Zxs2Oa2TOfqxCWoD2nI3617ctWcFKevYk5do3enb8PpSOrAnDAnazCnAj0Wmzdzej4pObjlgtSZU3XcNrpT6xCmLzEbSWRzSlYLe0WLOdlE+9lDMSe7Qfipeh2YU9doIZjT9klv5lQddBSNORXAnLTGVmdOltF+9lDMyW4QfqpeB+bUNVoI5iR5fvVk49UYXm7MqcCU5rR75PbJHpo+BMzJHswJc1IDc2qP1qJlk8CcFNOXYE7tlBdneeKY08D0HiPBnDAnazCnAphT3Rt3GV5uzKlAWHNSn/jwdX6Knz0Uc7IbhJ+q14E5dY0WEsecUsM+gTkppi/BnFQorE/MqYCfPRRzshuEn6rXgTl1jRYSypzSYiJ15qRyHYaXG3MqcEdzSsdLVGhO03zAL0X72UMxJ7tB+Kl6HZhT12gh0cwpHf89I923FBhebsypwE3NKR2sUok53X0rqY72M3HMyW4QfqpeB+bUNVpIQHNK1//+s+Lfl04Oyo05FbivOaW9hXpqTv1KMHydn+JnD8Wc7Abhp+p1YE5do4XENKf0ec84nZfwsEsMLzfmVODW5pQ2K/Zo4j0W9orh6/wUP3so5mQ3CD9VrwNz6hotJLI5Pb/YbiGrJzEnxfQlmJM6Axf2iuHr/BQ/eyjmZDcIP1WvA3PqGi0Ec1o+c/SDOOakmL4Ec1Jn+6d1Zgt7xfB1foqfPRRzshuEn6rXgTl1jRaCOakffMrwcmNOBeYzJ/nBugxf56f42UMxJ7tB+Kl6HZhT12ghmJP6wacMLzfmVABz0mL4Oj/Fzx6KOdkNwk/V68CcukYLwZzUDz5leLkxpwKYkxbD1/kpfvZQzMluEH6qXgfm1DVaCOakfvApw8uNORXAnLQYvs5P8bOHYk52g/BT9Towp67RQjAn9YNPGV5uzKkA5qTF8HV+ip89FHOyG4SfqteBOXWNFoI5qR98yvByY04FMCcthq/zU/zsoZiT3SD8VL0OzKlrtBDMSf3gU4aXG3MqgDlpMXydn+JnD8Wc7Abhp+p1YE5do4VgTuoHnzK83JhTAcxJi+Hr/BQ/eyjmZDcIP1WvA3PqGi0Ec1I/+JTh5cacCmBOWgxf56f42UMxJ7tB+Kl6HZhT12ghmJP6wacMLzfmVABz0mL4Oj/Fzx6KOdkNwk/V68CcukYLwZzUDz5leLkxpwKYkxbD1/kpfvZQzMluEH6qXgfm1DVaCOakfvApw8uNORXAnLQYvs5P8bOHYk52g/BT9Towp67RQjAn9YNPGV5uzKkA5qTF8HV+ip89FHOyG4SfqteBOXWNFhLKnB7HnL5RcRjDy405FbijORUWNuZUwM8eijnZDcJP1evAnLpGC8GcMCfj9CWYkwqYU120nz0Uc7IbhJ+q14E5dY0WEsqc0sEeI3mX4hiGlxtzKnBHc0rHCxtzKuBnD8Wc7Abhp+p1YE5do4UIV5rQMNSj1cGcEuZUBHPSYvg6P8XPHoo52Q3CT9XrwJy6RgvBnDAn4/QlmJMWmFNFtJ89FHOyG4SfqteBOXWNFnLJnOYQiKvalDAn1fQlmJMiuwsbcyrgZw/FnOwG4afqdWBOXaOFnEZXeIZWdCcwJ8ypAOakxfB1foqfPRRzshuEn6rXgTl1jRaCOQnfojiA4eXGnApgTloMX+en+NlDMSe7Qfipeh2YU9doIVfNSXHVYU72YE6nYE5aDF/np/jZQzEnu0H4qXodmFPXaCEBzSld/513zEkxfQnmpMt2YWNOBfzsoZiT3SD8VL0OzKlrtJDTxoo5JcxJNX0J5qQL5nQp2s8eijnZDcJP1evAnLpGC6kwJ62FhznZ84weIk+YU28wp0vRTvZQxWF4N6e3d++7Pr748uvTYx6Px6holcd2/B8+frKJNpu4sEZm1/xq9JE5ub3g6qWpONjzxJ/RnbrH1YmbDUN+zdWHZNzWVuM//YB7uOajop3soYrDGLiHSmbtQt+c+HI13HPqGi2kEH2kTVq3nQbOOl38+HDPSTfdfgzya37re05pM/7yxLnnNDC9xzC833PyMAgnVa8Gc+oaLSSsOV1abPOZUxohT5iTPZhTmR5X4NLEdQeAOWFO1mBOBYb3F3Uwp7HmZJyOOe2COQ3vbJiT9SAwJ10wpwLD+4s6mFMaqi+Ykw2Y0ynqFyHmYsOcMCc1MKf26E5gTmmcvgz/g8ICM21mCXMSgDmpgDlhTmpgTu3RncCcMkN+2QhzMgNzkjDkA97j4mNOmJM1mFMBzEkx2lu5zTzm7fO/c2ETt4oWHok52UR3pSJacWUO3L4xJ8zJGsypAOakGO2w3DY2M8SZMpjTLpjTCpu/NdzvsmNOmJM1mFMBzEkx2me5e2vN4/HwOfEVmJNNdFdaotuvycBrjjlhTtZgTgXmNqfyv1wlRxjtttz9eno+s9uJL5nJnIwX9opblHuXxjUw8OcTzAlzsgZzKtBjsbkyp/YTTmBO6fr/0e/S2TxP/Mlk5tR+zQOaU2r7IOz+PQzFj1UBzAlzsgZzKoA5nTKHOT2pvuVQeONdJq4bjTnZoxhd8SnI6e037SrAnDAnazCnAgHN6fmkcO6TmdOS0z1AuEncYuLTm1O/hb3iFuWWI1nkQ2xpCeaEOVmDORUIZU6PDbtPbg8QRvsvd4Gj6dukV4M5pf4Le8Utyl1H4XIZpBfAnDAnazCnAj0Wm09zWqnAdoNZHRPNnJ5ULIlbTHxWczJY2CtuUe52ttcHcxoG5mQP5lQgiDmtdpe02WC2h2FOQ9L7RU9pTjYLe8Utyt0O5pTBnDAnNTCn9uhOXDKn5c/lCXNKKWFOYjybk+7CXnGLcreDOWUwJ8xJDcypPboTQnNKr3vM9rDtF6f4L7cEzEmIT3NKHRb2iluUux3MKYM5YU5qYE7t0Z2oM6fnT+GYE+Yk5BbmpLKwV9yi3O1gThnMCXNSA3Nqj+7E1pxWP39vwZyWYE5ChpuT2cJecYtyt4M5ZTAnzEkNzKk9uhNH5lR4C+a0BHMS4sScyodhTtVgThnMCXNSA3Nqj+5EuzmtfpTHnCzT+0VjTtULe8Utyt0O5pTBnDAnNTCn9uhOVJvTluVJJPgvtwTMSchdzKl9Ya+4RbnbwZwymBPmpAbm1B7dCS1zWp1Egv9yS8CchNzUnJav1qXfotztYE4ZzAlzUgNzao/uBObUCOYkBHOyB3OyB3PCnNTAnNqjO4E5NYI5CcGc7MGc7MGcMCc1MKf26E60mNPq6+VJJPgvtwTMSciNzCm1LewVtyh3O5hTBnPCnNTAnNqjOyE3p6NNBXMamN4vOo45qS/sFbcodzuYUwZzwpzUwJzaozsh/5cwjzYVzGlger/oWc3JYGGvuEW528GcMpgT5qQG5tQe3YmVOakgjPZfbgmYkxCf5rTVo6U5rY6sS79FudvBnDKYk0dzUtmxtidcPpMnfnrCS4nCI/23mB6LzY85PWnZYOT4L7cEzEnIcHNKbQs7+Do/BXPKYE5xzVZ7h0AAABakSURBVOn0nFcTMaf26E4cLbZlicv7TfAdBXMS4sGcUsPCDr7OT8GcMpiTR3NKxR+SKqJPe8fuq5iTfXQnhJq++9Lz67po/+WWgDkJGWtOKtSl36Lc7WBOGczpBubU+JHeffvqmcLGiTlZRnfitMV0+nylO5RbAuYkxNuvb/Zb2KfRZmBO9mBOtzGn6tytAB09c/ReeZbkMP8tJqA59cN/uSVgTkK8mRPRumBOGczJuzlp3XAqexLmtARzUsR/uSVgTkIwp7mjMacM5nQPc6oOxZwqojEnRfyXWwLmJARzmjsac8pgTq7Nqf2GU9oToCNzkjx5GneK/xaDOSniv9wSMCchmNPc0ZhTBnOa1pxWd60wJ3k05qSI/3JLwJyEYE5zR2NOGczpHua09Z4jVoeljQDJJQlzso/uRMwWgzmdgjkRfQnMKSOa9du7910fX3z59ekxj8djVLTKYzv+Dx8/lY9fUXhpe9j266Nvrz7ZXiOza14d3WOxDZz129li83DNnUdXLIlbTFx9qQ9caXe55reO3i6YgRN33tZc6FuP2wDCaBW24xfec0p7f7gmiTu6ySS/vbT7ZDlUcpjZNa+O7rHYBs46+f/hzH10xZK4xcTVlzr3nOaO3i6YgROP2dauDSKmOW2/FmY99v507+iA3WOOniznSg7z32IwJ0X8l1sC5iQEc5o7GnPKYE63MadLBlMgYU5nYE6K+C+3BMxJCOY0dzTmlMGcbmBO229PszCnlmjMSRH/5ZaAOQnBnOaOxpwymNOE5rR7qu3ZTs+POdlHdyJmi8GcTsGciL4E5pTBnO5hTrtnkEdjTpeiMSdF/JdbAuYkBHOaOxpzymBOdzKnuotQ+JO48skxJ/voTsRsMZjTKZgT0ZfAnDKYE+Z0eGbMyT66EzFbDOZ0CuZE9CUwpwzm1HH+j2NSserbg1fftgwgv/S2+Rc1hW+Uz/HoLf5bTI/FhjndOrpiSdxi4upLHXOaO3q7YDCnYRwN4uqWrBitQnn8w81peYz8jfI5Hr3Ff4tRXGBXozsRs8VgTqeoL3XMae7o7YLBnIYxqzmlooJM02Ku1sh/i8GcFPFfbgmYk5Bp2hrRu2BOGdfmlK7c/FCPVgFz6hp9FczJHv/lloA5CZmmrRG9C+aUwZwwp1au1sh/i8GcFPFfbgmYk5Bp2hrRu2BOGcyp+/yPBj9Ti8GctKI7EbPFYE6nYE5EXwJzyng3p3RsHgbRKgQ0J8voS2BO9vgvtwTMSchMbY3oLZhTBnPCnBTAnLSiOxGzxWBOp2BORF8Cc8pgTpiTDpiTSnQnYrYYzOkUzInoS2BOmRuYU7r+j1krRquwO/7JWoy8Rv5bzH1X2hExWwzmdArmRPQlMKcM5oQ56YA5qUR3ImaLwZxOwZyIvgTmlMGcMCc1hAXy32Luu9KOiNliMKcyPfrqfG2N6CWYU+Ye5pTu+f+tW7Id/3wtBnNqj+5EzBaDOZXBnIi+CuaUwZwwJzUwp/boTsRsMZhTGcyJ6KtgThnMCXNSA3Nqj+5EzBaDORV4vKIVPV9bI3oJ5pTBnDAnNTCn9uhOxGwxmFMBzInoCjCnDOaEOamBObVHdyJmi8GcCmBORFeAOWUwJ8xJDcypPboTMVsM5lQAcyK6AswpgzlhTmpgTu3RnYjZYjCnIx57qETP19aIXoI5ZTAnzEkNzKk9uhMxWwzmdATmRHQdmFMGc8Kc1MCc2qM7EbPFYE5HYE5E14E5ZTAnzEkNzKk9uhMxWwzmtMuuNmnJ03xtjeglmFMGc8Kc1MCc2qM7EbPFYE67YE5EV4M5ZTAnzEkNzKk9uhMxWwzmdIr6Up+vrRG9BHPKYE6YkxqYU3t0J2K2GMzpFMyJ6EtgThnMCXNSA3Nqj+5EzBaDOZ2CORF9CcwpgzlhTmpgTu3RnYjZYjCnUzAnoi+BOWUwJ8xJDcypPboTMVsM5nQK5kT0JTCnDOaEOamBObVHdyJmi8GcTsGciL4E5pTBnDAnNTCn9uhOxGwxmNMpmBPRl8CcMpgT5qQG5tQe3YmYLQZzOgVzIvoSmFMGc8Kc1MCc2qM7EbPFYE6nYE5EXwJzyohm/dWPf9r18eHjp9NjHo/HqGiVx3b8f/XzX9pEm01cWCOza14d3WOxDZz1V0MXm/9ySx4VS+IWE1df6vO1NaKXj+2CGThx523Nhb5xz0kX7jkV4J6TIv7LLYF7TkLma2tEL+GeU4Y/rcOc1MCc2qM7EbPFYE6nYE5EXwJzytzSnBT//5QezElxOnLMzGk7O/8tBnNSxH+5JWBOQjCnuaMxp8w9zGn3f+h9X3PqNx05/czpdHb+WwzmpIj/ckvAnIRgTnNHY04Zv+a03X23B3SK7sF2Oquq39qcLhXLf4vBnBTxX24JmJMQzGnuaMwp48icdu9VFHBuTqfTubU5tRTLf4vBnBTxX24JmJMQzGnuaMwpM7KfX919t29vH4Nub700nXuZk2Kx/LcYzEkR/+WWgDkJwZzmjsacMqazPtp96wYx3JwaZcK5OTXObns2eXQ/MCd7/JdbAuYkBHOaOxpzyvSdtXD3vYs56cqEN3PSnd325IVoMzAne/yXWwLmJARzmi/6cYxBeoGp2lrF7uvZnPrJhAdz6je7FZgT5nTraMxJCOY0XzTmtEVh1u33KlyZU9dbL0uGmJPZ7La5z6/9txjMSRH/5T6ivGH0Tm8BcyJal8KnAHO6huLu68Gc7GXC0py2szNe7pgT5nS7aMypAsxpymjMaUWTOY0dhLo5tZ/tEsbmtHoGcyqAOSniv9wFqrVJJb0azIloXTCnFZgT5mQB5oQ53TEac7oK5jRr9NGnAHO6BubUCOZkD+Zkj/9yF8CcroI5zRqNOS3BnDAnC5x80jAne/yXu0ydNmml14E5Ea0O5rQEc8KcLHDyScOc7PFf7jKY0yUwp1mjMaclmBPmZIGTTxrmZI//cpfBnC6BOU0cvfspwJyugTk1gjnZgznZ47/cp1Rok2J6BZgT0T3AnJ5gTpiTBZgT5nTfaMxJDuY0cTTm9ARzwpwswJwwp/tGY05yMKe5o4dvJUtu2dYwp0YwJ3swJ3v8l1tCxZK4xcQxJ6IvMXwrWXLLtoY5NYI52YM52eO/3BIwJyGY09zRw7eSJbdsa5hTI5iTPZiTPf7LLQFzEoI5zR09fCtZcsu2hjk1gjnZgznZ47/cEjAnIZjT3NHDt5Ilt2xrHsxJF63pCNmaU1dW6ZhTgR6LAXO6dXTFkrjFxNWXOuY0d/TwrWTJLdua4keOe069BzB8uWNOmNOtozEnIZjT3NHDt5Ilt2xrmFMjmJM9mJM9/sstAXMSgjnNHT18K1lyy7aGOTWCOdmDOdnjv9wSMCchmNPc0cO3kiW3bGuYUyOYkz2Ykz3+yy0BcxKCOc0dPXwrWXLLtoY5NYI52YM52eO/3BIwJyGY09zRw7eSJbdsa5hTI5iTPZiTPf7LLQFzEoI5zR09fCtZcsu2hjk1gjnZgznZ47/cEjAnIZjT3NHDt5Ilt2xrmFMjmJM9mJM9/sstAXMSgjnNHT18K1lyy7aGOTWCOdmDOdnjv9wSMCchmNPc0cO3kiW3bGuYUyOYkz2Ykz3+yy0BcxKCOc0dPXwrWXLLtoY5NYI52YM52eO/3BIwJyGY09zRw7eSJbdsa5hTI5iTPZiTPf7LLQFzEoI5zR09fCtZcsu2hjk1gjnZgznZ47/cEjAnIZjT3NHDt5Ilt2xrj8+MGoS6OWlNR4ixOa1mhzkVwJwU8V9uCZiTEMxp7mjMKaMw68crZoPoJG3t0xFiaU7LFJvZbXOfX/tvMZiTIv7LLQFzEoI5zR2NOWVEs3579174WG3Mwnd98eXX8ohlVsW7rkZXTEf4+PDxk/p0rk683+y2l1F+zXvP+tJojaM7PVaLzeE1dx5dsSRuMfHebc3txImue2wXzMCJO29rF0RsJaTCOxzXMg6y6jiNXqbo3rAZcs/pyWrijw26cdxzGjjr5P+HM/fR3HMSwj2nuaO555RRnnX5c3i0N9/FnLYvtaiGN3NaHaArUpgT5nTraMxJCOY0dzTmlDE1p+3BLXvzcHPaHnlpOs7NaYVisfy3GMxJEf/lloA5CcGc5o7GnDIjzWk1iKt7szdz2r6xPJ17mdOKlmL5bzGYkyL+yy0BcxKCOc0djTllHJnT9lTljdm5OW3Ps5rOrc1pxaVi+W8xmJMi/sstAXMSgjnNHY05Zfya0+q02735Xua0Omen6cjRNafVqcqz899iMCdF/JdbAuYkBHOaOxpzytzDnLYpwj8kao/uJzTPqitOR04/c1qxnZ3/FoM5KeK/3BIwJyGY09zRmFPmluakiAdzGoKZOZ1GW4I52eO/3BIwJyGu2hrR6mBOGcwJc0oJc3oFc1LEf7klYE5CXLU1otXBnDKYE+aUEub0CuakiP9yS8CchLhqa0SrgzllMCfMKSXM6RXMSRH/5ZaAOQlx1daIVgdzymBOmFNKmNMrmJMi/sstAXMS4qqtEa0O5pTBnDCnlDCnVzAnRfyXWwLmJMRVWyNaHcwpgzlhTilhTq9gTor4L7cEzEmIq7ZGtDqYUwZzwpxSwpxewZwU8V9uCZiTEFdtjWh1MKcM5oQ5pYQ5vYI5KeK/3BIwJyGu2hrR6mBOGcwJc0oJc3oFc1LEf7klYE5CXLU1otXBnDKYE+aUEub0CuakiP9yS8CchLhqa0SrgzllMCfMKSXM6RXMSRH/5ZaAOQlx1daIVgdzymBOmFNKmNMrmJMi/sstAXMS4qqtEa0O5pTBnDCnlDCnVzAnRfyXWwLmJMRVWyNaHcwpgzlhTilhTq9gTor4L7cEzEmIq7ZGtDqYUwZzwpxSwpxewZwU8V9uCZiTEFdtjWh1MKcM5oQ5pYQ5vYI5KeK/3BIwJyGu2hrR6mBOGcwJc0oJc3oFc1LEf7klYE5CXLU1otXBnDKYE+aUEub0CuakiP9yS8CchLhqa0SrgzllMCfMKSXM6RXMSRH/5ZaAOQlx1daIVgdzymBOmFNKmNMrmJMi/sstAXMS4qqtEa0O5pTBnDCnlDCnVzAnRfyXWwLmJMRVWyNaHcwpgzlhTilhTq9gTor4L7cEzEmIq7ZGtDqYUwZzwpxSwpxewZwU8V9uCZiTEFdtjWh1MKcM5oQ5pYQ5vYI5KeK/3BIwJyGu2hrR6mBOGcwJc0oJc3oFc1LEf7klYE5CXLU1otXBnDKYE+aUEub0CuakiP9yS8CchLhqa0SrgzllMCfMKSXM6RXMSRH/5ZaAOQlx1daIVgdzymBOmFNKmNMrmJMi/sstAXMS4qqtEa0O5pTBnDCnlDCnVzAnRfyXWwLmJMRVWyNaHcwpgzlhTilhTq9gTor4L7cEzEmIq7ZGtDqYUwZzwpxSwpxewZwU8V9uCZiTEFdtjWh1MKcM5oQ5pYQ5vYI5KeK/3BIwJyGu2hrR6mBOGdGs3969Fz4ej4f84Ofjiy+/rniXyuM0um5GkseHj59GzXo78X7TrLjmw6N7XI2Bs34butj8l1vyqFgSt5i4+lJ31daIVn9sF8zAiTtvaxdEjHtOclz9cMY9pyXcc1LEf7klcM9JiKu2RrQ63HPKKM8ac5LjqsVgTkswJ0X8l1sC5iTEVVsjWh3MKYM5YU4pYU6vYE6K+C+3BMxJiKu2RrQ6mFMGc8KcUsKcXsGcFPFfbgmYkxBXbY1odTCnDOaEOaWEOb2COSniv9wSMCchrtoa0epgThnMCXNKCXN6BXNSxH+5JWBOQly1NaLVwZwymBPmlBLm9ArmpIj/ckvAnIS4amtEq4M5ZTAnzCklzOkVzEkR/+WWgDkJcdXWiFYHc8pgTphTSpjTK5iTIv7LLQFzEuKqrRGtDuaUwZwwp5Qwp1cwJ0X8l1sC5iTEVVsjWh3MKYM5YU4pYU6vYE6K+C+3BMxJiKu2RrQ6mFMGc8KcUsKcXsGcFPFfbgmYkxBXbY1odTCnDOaEOaWEOb2COSniv9wSMCchrtoa0epgThnM6dycAABmRbejYk5zR28XDOakQN3nMMiaW+Gqxag3UHm0Jdxzssd/uSVULIk5Jn4VV22NaHUwpwzmFLHqCXMqgjkp4r/cEjAnIa7aGtHqYE4ZzCli1RPmVARzUsR/uSVgTkJctTWi1cGcMphTxKonzKkI5qSI/3JLwJyEuGprRKuDOWUwp4hVT5hTEcxJEf/lloA5CXHV1ohWB3PKYE4Rq54wpyKYkyL+yy0BcxLiqq0RrQ7mlMGcIlY9YU5FMCdF/JdbAuYkxFVbI1odzCmDOUWsesKcimBOivgvtwTMSYirtka0OphTBnOKWPWEORXBnBTxX24JmJMQV22NaHUwpwzmFLHqCXMqgjkp4r/cEjAnIa7aGtHqYE4ZzCli1RPmVARzUsR/uSVgTkJctTWi1cGcMphTxKonzKkI5qSI/3JLwJyEuGprRKuDOWUwp4hVT5hTEcxJEf/lloA5CXHV1ohWB3PKYE4Rq54wpyKYkyL+yy0BcxLiqq0RrQ7mlMGcIlY9YU5FMCdF/JdbAuYkxFVbI1odzCmDOUWsesKcimBOivgvtwTMSYirtka0OphTBnOKWPWEORXBnBTxX24JmJMQV22NaHUwpwzmFLHqCXMqgjkp4r/cEjAnIa7aGtHqYE4ZzCli1RPmVARzUsR/uSVgTkJctTWi1cGcMphTxKonzKkI5qSI/3JLwJyEuGprRKuDOWUwp4hVT5hTEcxJEf/lloA5CXHV1ohWB3PKYE4Rq54wpyKYkyL+yy0BcxLiqq0RrQ7mlMGcIlY9YU5FMCdF/JdbAuYkxFVbI1odzCmDOUWsesKcimBOivgvtwTMSYirtka0OphTBnOKWPWEORXBnBTxX24JmJMQV22NaHUwpwzmFLHqCXMqgjkp4r/cEjAnIa7aGtHqYE4Z0azf3r0XPh6Ph/zg5+OLL7+ueJfKY2D0h4+fRkVvJ15XuNtdc2F0j6sxcNZvQxeb/3JLHhVLYo6JX324amtEqz+2H4SYi00y6wsixj0nOa5+OOOe0xLuOSniv9wSuOckxFVbI1od7jlllGeNOclx1WIwpyWYkyL+yy0BcxLiqq0RrQ7mlMGcIlY9YU5FMCdF/JdbAuYkxFVbI1odzCmDOUWsesKcimBOivgvtwTMSYirtka0OphTBnOKWPWEORXBnBTxX24JmJMQV22NaHUwpwzmFLHqCXMqgjkp4r/cEjAnIa7aGtHqYE4ZzCli1RPmVARzUsR/uSVgTkJctTWi1cGcMphTxKonzKkI5qSI/3JLwJyEuGprRKuDOWUwp4hVT5hTEcxJEf/lloA5CXHV1ohWB3PKYE4Rq54wpyKYkyL+yy0BcxLiqq0RrU5kc3o8Hs/pY05Rqr4CcyqAOSniv9wSMCchrtoa0epgTk+UT13xriBrboWrFoM5LcGcFPFfbgmYkxBXbY1odTCnLTqnrnhXkDW3wlWLwZyWYE6K+C+3BMxJiKu2RrQ6mFOBjqcGuAV6H7e/gDndOnr0egSAe6DVc86Zo7dexdUPZ5b1jlluzClU9Nh02hrREdLnuedUR8w156rFYE4TRyfMKVg6bY3oCOlOzMlyDC/EXHOuWgzmNHF0wpyCpdPWiI6QPs/frasj5ppz1WIwp4mjE+YULJ22RnSE9Hn+Pac6Yq45Vy0Gc5o4OmFOwdJpa0RHSI/Z1lwMImbVE+YUKTpFbTFhdxTaGtER0p23tf8DzZ7PB/qYtVUAAAAASUVORK5CYII=这个是按照图上每个压缩机和换热器、闪蒸罐都模拟,还是直接用aspen的多级压缩机模块就行?

z江南 发表于 2015-6-15 11:40:50

本帖最后由 z江南 于 2015-6-15 20:05 编辑

不好意思没上图,

chenhaijunsjy 发表于 2015-6-15 11:40:50


顶楼主,赞!!!!

liufangbeloved 发表于 2015-6-15 11:40:50

我想直接使用多级压缩机,但是不太会操作。

邹正文 发表于 2015-6-15 11:40:50

多级压缩可以用Pressurechange模块里的MCompr
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查看完整版本: 这个多级压缩怎么模拟?