PDA

توجه ! این یک نسخه آرشیو شده میباشد و در این حالت شما عکسی را مشاهده نمیکنید برای مشاهده کامل متن و عکسها بر روی لینک مقابل کلیک کنید : سوال کمک فوری برای حل مسئله



sormeh_6409
23rd October 2011, 03:57 PM
سلام.میشه تو حل این مسئله کمکم کنید؟
1-دانسیته متان در صفر درجه سانتی گرادو چندین فشار مختلف به قرار زیر است
(g/l)دانسیته 0.71707 0.53745 0.35808 0.17893
(atm) فشار 1 0.75 0.5 0.25
جرم مولی متان را حساب کنید.(15.834gr/mol)
2-دانسیته گاز دی اکسید کربن در دمای تصعید 78.5- درجه سانتی گراد و فشار 1.01bar چقدر است؟ممنون میشم اگر تا امشب بهم جواب بدید..باید فردا صبح تحویل بدم..ببخشید

HANIKO
23rd October 2011, 07:27 PM
سلام.میشه تو حل این مسئله کمکم کنید؟
1-دانسیته متان در صفر درجه سانتی گرادو چندین فشار مختلف به قرار زیر است
(g/l)دانسیته 0.71707 0.53745 0.35808 0.17893
(atm) فشار 1 0.75 0.5 0.25
جرم مولی متان را حساب کنید.(15.834gr/mol)


مجازید از رگرسیون گیری استفاده کنید؟

HANIKO
23rd October 2011, 08:41 PM
این جواب سوال دوم:
http://www.uc-njavan.ir/images/32mspidsn4ejxcl7tfw.jpg

اولی رو هم از رگرسیون گیری میتونم بگم.
میتونید بگیرید؟

sormeh_6409
23rd October 2011, 08:44 PM
http://www.njavan.com/forum/image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeMAAAEjCAIAAAC O/f7bAAAWN0lEQVR4nO3d4Ysj533A8f0PSksINW3BOG4IJq23blM mMgmTusGDqb3Ti6llmhcTqCdKwVTGfaGDJspujMY5Q1fYXBcHG 5Wm06XUsHEpUl74TrahWRu/UEkpSxBGL/JChZZOcI8Ox3JMX2glzUgz0qORRs8zo+8Hv9hb6XZ/Wmu/Ozd6dp69AACgtr0gCN56660GAEA9N2/e9H1/LwiCmzdv/uIXv5D9MwMAMGvUZ0oNAOqi1ACgOkoNAKqj1ACgOkoNAKqj1AC gOkoNAKqj1ACgOkoNAKqj1ACwtra9d6XU7M/e2G+WFtwqglIDwHr6zdI4waE3w7fa7dk3V0OpAWAt0f627ZlUU 2okcV1X9sW/gCK4cePG5G3XdWO/3frNUqjNc6UOQudGUmU6oNQAsECj0Vh6n6Wlbtt7e6Vmv22nbj WlBoBEgqWOnv2I1jj8jrSnPyg1ACQSKfXiVxQj72nb6Y6qKTUA JBIqdWQd3iTEkyqHbuTsBwBsnGCps0apASARpQYA1VFqAFAdpQ YA1VFqAFAdpQYA1VFqAFAdpQYA1VFqAFAdpQYA1VFqZGnBXkHT m2avQ9C25+8fdz0DYGdQamRm8V5BYdPrMY6uJjN7ad24i6IDO4 RSY7lwKCMXtk0+Lp6956LYzl8rN3rnuGvpht43dx1eoHAoNQRM yxndVmKh5XsFJd4SfVf058G4yletptPYBZQaIsbpXCHUgqWO3X xirtSxV0AfnbsWm+fj4SfNH/2H2OCAcig1hIyyOxvq1c5+xB37xu89MXf2Y/qn0McZfXaBUn88/OTrr7x/7aXbR//wb8vuC6iIUkNMv1kq2bb4EXUg9IpiwpH2zLsjJ1/Gb169c+mLjaNMHxzeOji89TSxRj5RagjqN0uipxqifydpr6DYM x+RDYSiJz0iHyc23vPCmSbWyC9KDVG5e+1uJtP3f+HJr77gEmv kEaWGmLTbzkv0nR/2/vhoejT92POtX/rVB/VvvX5weOvZl9/7ePiJ7AEBUZQahXX38t6Lb3x07ej2JNZPXH/7l3/9oa/82SsfXPyX7OmAFYiWOtVvBYuj1MjEfKzLzjval/6g1WrJHg1YgVCp0/xW8GooNbISjvWfvvL+6Gjasqx6vS57NECUSKnX+K1gUZS6mFzX bSjgpcbL5e/+yPxu5y+/dzJ552OPPfbII49InAoQ5zjO5G3XdWO/3db4rWBRlLqgxovupF9f6e7lvYufzz6vWq2WYRi+70sZCRDXED umTvtbwaIodaEpvL6v0+lomuZ5nuxBgEUES532t4JFUeoCiPzS Sui5sMq1QoIgiL8+dYZ6vd7+/v7FxcWWPh+wOpFSr/FbwaIodQGEijz9ub1qpuOvT521wWCgadr5+fn2PiWwCqFSp/mt4NVQ6gIIR/kqtfE7tSxf1ylh5wDP83RdPzs72+pnBcQIljprlLoAosfUa5VW zh4vvu+bpnlycrLtTwwsQ6mxKaED6HUzK3M3rkqlUqvV5HxuIA GlxqZMjqmX/HqUmmc/whzHsSyL1XtQB6XGpoTOfqz7woX8HW5brZZpmqzegyIoNTZldm uWVK1NuD61DJ1OR9f14XAobwTgCqUGEvV6PU3Ter2e7EGw6yg1 sMhgMNB1vdvtyh4EO41SA0t4nmcYxunpqexBsLsoNbCc7/vlcvn4+Fj2INhRlBoQVa1Wq9Wq7Cmwiyg1sILj4+NyucxSa2wZ pQZWc3p6ahgGS62xTZQaWFm329V1fTAYyB4Eu4JSA2mw1BrbRK mBlIbDoa7rnU5H9iAoPkoNpOd5nmmarVZL9iAoOEoNrMX3fcuy HMeRPQiKjFIDG1Cr1SqViuwpUFiUGtiMk5MT0zRZao0sUGpgY8 7OznRdZ6k1No5SA5t0fn6uaRpLrbFZoqWebqgUe3H3+D2oxVFq FMfFxcX+/j5LrbFBQqUO7YsXu0Xe+nspUWoUiud5mqax1BqbIlLq6KZ4c1l ed8+8IKDUReW6bmNXHR0dffazn3366adlD4IicBxn8rbrurHfb pH98eZLHd1pOl2zKTWKybKser0uewrkXkPsmHpJqSfvaNvpWk2 pUVj1et2yLNlTIN8ESx09+xFt8eyW1JQaiGq1WoZhsNQaqYmUe tkritOD6tjXG0VQahRcp9PRNI2l1khHqNTxq/BCZzqmp6pTvrRIqVF8vV5vf3//4uJC9iDIH8FSZ41SYycMBgNN087Pz2UPgpyh1MBWeZ6n6/rZ2ZnsQZAnlBrYNt/3TdM8OTmRPQhyg1IDclQqlVqtJnsK5AOlBqRxHMeyLFbvYSlKD cjUarVM02T1Hhaj1IBknU5H1/XhcCh7EKiLUgPy9Xo9TdPCF0q9e3lP4jxQDaUGlDAYDHRd73a7 QRDc8S+fa/7r6+2fyR4KqqDUgCo8zzMM42//7u+/+dpPnjp85xnnXWKNEUoNKOS/vf998Hf/8PPGtw4Obx0c3iLWGKHUgCru+Jejo+nPfPFrn/ni14g1Jig1oIT/9P5vlOlRoD9v/Pmv/dZXnvx2h1gjoNSAIu74l3/x+ofXjm6PSn1weOv3nv6rTz/4hSeuv13+/nv/8uHPZQ8ImSg1oIq7l/defOOjcKwf/cZff/qB/Td/xLX3dh2lBhQyE+vy99979Yc/nllqjR1EqQG1TGI9OekxHA51Xe90OrJHgzSUGlDO3ct7L/zgw/C5ac/zTNNstVryhoJMlBrIB9/3LctyHEf2IJCAUgN5UqvVKpWK7CmwbZQayJmTkxPTNLmq9U4RL fV09/FSsz9zW2jj8rSbk1NqYAVnZ2e6rnNV690hVOp+szQOdOjN8M3z +V4NpQZWc35+rmnaYDCQPQi2QaTU/WYpdKjctmdTTamRwHXdBjLzwgsv3Hfffc8//7zsQZA5x3Emb7uuG/vtFi1xbKnXPPlBqYFUPM/TNI2l1oXXEDumXljqyD2Tb1yEUgMp+b5vGAZLrYtNsNTRsx/JB86LMr4IpQbWYllWvV6XPQWyIlLqZa8oTrXtlOc/KDWwrnq9blmW7CmQCaFSR05FT0o8zvJ0AV/cEj4xlBrYgFarZRgGS62LR7DUWaPUwGZ0Oh1N01hqXTCUGiiaX q+3v79/cXEhexBsDKUGCmgwGGiadn7OFgQFQamBYvI8T9f1s7Mz2YNgAy g1UFi+75umeXJyInsQrItSAwVXqVRqtZrsKbAWSg0Un+M4lmWx ei+/KDWwE1qtlmmarN7LKUoN7IpOp6Pr+nA4lD0IVkapgR3S6/U0Tev1erIHwWooNbBbBoOBruvdblf2IFgBpQZ2jud5hmGcnp7K HgSiKDWwi3zfL5fLx8fHsgeBEEoN7K5qtVqtVmVPgeUoNbDTjo +Py+UyS60VR6mBXXd6emoYBkutVUapAQTdblfX9cFgIHsQxKPU AIKApdZqo9QArgyHQ13XO52O7EEwi1IDmPI8zzTNVqslexBEiJ Z6uq1t0qa2o01xU+1MnlGp7/iXjX/86R3/ciMfDdgRvu9bluU4juxBMCVU6n6zNA506M3Zu5SaTVudUt/xL7/52k+erL/zzdd+smqsJz+WVthqPekLs+SzpN3MHchYrVarVCqyp8AVkVL3m 6VQgdv2fF6u7tFWpdSjTD91+M7B4a2nDleMdegBtu2Uj0fgc+z Z7bgvZbG4rttAbh0cHDz00ENHR0eyB0HDcZzJ267rxn679ZulU FBi8jIutBqlDmd69N9qsY7t5/Tsz+QRtu0927Yn7wo9+Jg7j84N7UXPDxW/1Mi7s7MzXddZai1dQ+yYelGpp4lSo9TPn3zw1LjRoVjfev7kA8 GPMCrt9FGGvwCRR7sX/brY7aQ7x39lKDVy4Pz8XNM0llrLJVjq6NmPSHSmB5Crn9yd2GS pPx5+8vVX3p8p9ddfef/j4SerfJjQK6QzD/HqAc58IUL/sJi/c/zLrZQa+XBxcbG/v89Sa4lESi3yimIQBKocUwdzsV4901euUpp4RJxQ6qQvQtvm7A dyyvM8TdNYai2LUKnDp1kj52lnmqRMqYNxrJ86fGfVTPebpfGD GP9jIv7HU0KpF/4sW3rKH1CW7/uGYbDUWgrBUmctk/XUHw8/efbl91Y/mo5bOx4+pxF/Vj72FcW9ab0jfzn0DpbqIVcsy6rX67Kn2DlFLjWALNTrdcuyZE +xWyg1gJW1Wi3DMCZXtb57ee/dn7LleYYoNYA0Op2Opmme5929vPfiGx/9SePd19s/kz1UYVFqACn1er2HH97/xkv/dO3o9sHhrWccYp0VSg0gpbuX9557+Z9/5Tce+vJzr41WxBLrjFBqAGmMTnpcO7r9xPW3P3X/w7//7BGxzg6lBpDGjbf+/dr3bo/q/OS3O/d97tGH/6g6ifVPB/8je8BCodQA0pgcU09+Gfj+Lzz5m196lmPqLFBqACnNx/q3H7dLX702Wb2HTaHUANILx3p0NN1qtUzT5EKpm0WpAaxlfj11 p9PRdX045HdhNoZSA1jX/O8o9no9TdO4UOqmUGoAmRgMBrqud7td2YMUAaUGkBXP8wzDOD0 9lT1I7lFqABnyfb9cLh8fH8seJN8otXShrQvkaNtcIBsZq1ar1 WpV9hQ5RqnnRTdmCZZs47KuuB0IVvhkq8/Wtmc/Q/q9egBhx8fH5XKZpdbpUOp5c6XOUmSv8/GnbdsZlXO0o9qC7eWBDJ2enhqGwVLrFCj1vPlST0rWtvfs5nhn rch+7TO7TIa33wrt5mXb0b8YzXP8Zo0x+1eGP07srmCTO0/nWLTTbnT3eSA73W5X1/XBYCB7kJyh1PMWl/oqctOzDuG7xxycTm6e/t24jzz+6OH7xH/kmY8T2ml3/s6Ju6onPUAgcyy1TkG01HG7wE5MD9zSnjVIU2pd1/c2RNf16MNZdEzdnrlXeH/b0JdgbtvbuBrGHMyOvpjjvxHzkRN22o29c+iDRR/O/APkVUVsz3A41HW90+nIHiQ3hEodetUq7gWsyVnV9K+85eiYOq7 U88ej0/RNYpx0v+SD3sQbE0qddFjctpec/eCYGlvneZ5pmq1WS/Yg+SBS6uiB34LDr/RHZnkudezPp8kd+83SgmPqaNHDJ7ntdtJPvoRSL/wxGX1I2ztP7bpuA0hwdHT0yCOPPP7447IHyQHHcSZvu66b5ts8 dPYj9Xe7aqVOOnERV+og5kxH+GtiLzzojX1BcPoFjvnICaWOu3 PokYR+bsydqOGQGhLVarVKpSJ7CtU1xI6pF5c6dMeUtVaq1Nul QCUVGAE77eTkxDRNllovIFjq6NmP5G/rtOc/drjU8jspfQAgODs703WdpdZJREq95BXF0C8jj36xIsUYu1xqAE EQBOfn55qmsdQ6llCpY054BqEsh27c5io9AAVzcXGxv7/PUut5gqXOGqUGEARB4HmepmkstZ5BqQGoxfd9wzBYah1GqQGoy LKser0uewpVUGoAiqrX65ZlyZ5CCZQagLparZZhGCy1ptQAlNb pdDRN2/Gl1pQagOp6vd7+/v7FxYXsQaSh1AByYDAYaJp2fn4uexA5KDWAfPA8T9f1s7Mz2YN IQKkB5Ibv+6ZpnpycyB5k2yg1gJypVCq1Wk32FFtFqQHkj+M4l mXtzuo9Sg0gl1qtlmmaO7J6j1IDyKtOp6Pr+nA4lD1I5ig1gBz r9XqaphX+QqmUGkC+DQYDXde73a7sQTJEqQHknud5hmGcnp7KH iQrlBpAEfi+Xy6Xj4+PZQ+SCUoNoDiq1Wq1WpU9xeZRagCFcnx 8XC6XC7bUmlIDKJrT01PDMIq01Fq01G17wfbj083J2ZscgAq63 a6u64PBQPYgmyFU6n6zNG5w6M2Jtr3gRjGUGsCGFWmptUip+83 Snt0e/6ltJ9d40W0LUepicl23Achz/fr1Bx54wLIs2YOsy3Gcyduu68Z+u/WbpVB/F9Q4dagpNYBseJ5nmmar1ZI9yFoaYsfUIqVO32lKDSA7vu9blu U4zuiPdy/vvfCDD19v/0zuVCsRLHX07Mf0Dwn3WRmlBpCtWq1WqVTuXt578Y2Prh3dfsZ 5N0exFin1slcUg7a9t06mA0oNYAteu/k3D/6OfvCdHx8c3jo4vJWjWAuVOrwOb5rkcZ9Dt6VeqEepAWRrdDSt PXv0qfsffuL62/mKtWCps0apAWRoctLj4PDWl5977b7PPToqdV5iTakBFF+41DP/UWpxlBpAtmJjnYtMB5QawO6YiXVeMh1QagA7pcir9LJHqQFsSV F/82ULKDUAJKLUAKA6Sg0AqqPUAKA6Sg0AqqPUAKA6Sg0AqqPUAK A6Sg0AqqPUAKA6Sg0AqqPUAKA6Sg0AqqPUAKA6Sg0AqhMtddte vPd42067LXkQBJQaABYQKnW/WRpXOPTmRNve27PbbZtSA0AWRErdb5b27Pb4T0lFptSY47puA8 DaHMeZvO26buy3W79ZCjWYUgPAdjXEjqkpNQBII1jq6NmP6R9C KDUAZEOk1MteURyh1ACQDaFSjwJ9ZXJAPVryEb0x7VI9Sg0AiQ RLnTVKDQCJKDUAqI5SA4DqKDUAqI5SA4DqKDUAqI5SA4DqKDUA qI5SA4DqKDUAqI5SA4DqKDUAqI5SA4DqKDUAqI5SA4DqKDUAqI 5SA4DqKDUAqI5SA4DqKDUAqI5SA4DqREvdttfae3wZSg0AiYRK 3W+WxoEOvblJlBoAEomUut8s7dnt8Z/adgapptTF9OqrrzYArM1xnMnbruvGfrv1m6VQmyk1hDXUeBlkh GGSqDOMOpMEORyGUiOl3D3Xt4ZhYqkzSZDDYebOfkz/sCmUuphy91zfGoaJpc4kQR6H4RVFpHPz5k3ZI0wxTBJ1hlFnki Cfw/SbpfEqvc0fUAeUGgDUR6kBQHWUGgBUR6kBQHWUGgBUR6kBQHWU GgBUR6kBQHWUGgBUR6kBQHWUGgBUR6kBQHWUGgBUR6mLoG0n7r M5vcRXJvtwph9sO5876ZGHrny2lfGWbIea9YXYVhpmMk/2owj+P5LyDMp4B9tVUeq8a9t7e3Y7aZuJtp3tVXNTD5axxdcLD l34PXoNeBnDZLRHSNphgqsdTJpZXA5/lUkkPnW3cb3pVVHqYlj+zS4pmXI+7ZIdSLdbavFhtmD53qxX98 hk45LVJhG5LRtb2MF2VZS6GJY+mWQ926SVesm+dpN/22YfySXDTP+VvY1xln5lxoXeRqnF9h6U8BTawr6Iq6LUxbDkyS TvuaZoqdv23l6p2W/b8uMYfsfojJHcYa4+vyqllvIEotTIyKIn03b/eT1DkbMf0ccffkf2X50lw0SqsP1zDpFPFz2+z/bFNJFdYmU9dbewg+2qKHUxLDokkfo0U/EVxch7tvAFWvrS2TZfvBJ9rSz7PAm80Crtqcsriti00AKv6THQ +EkevXG7T7jYwaR8+sm3++R7PzLbFmqwcJjwoew2yrRkmOl7Mh 9m0SQyn7pJs8lEqQFAdZQaAFRHqQFAdZQaAFRHqQFAdZQaAFRH qQFAdZQaAFRHqQFAdZQaAFRHqQFAdZQaAFRHqQFAdZQaAFRHqQ FAdZQaAFRHqQFAddNSv/nmmw0AgHpu3Lhx586dPdk/MAAAS/w/T3fgAt1zt4AAAAAASUVORK5CYII=

sormeh_6409
23rd October 2011, 09:16 PM
ببخشید هر کار کردم بلد نبودم پیوست کنم.
رگراسیون نمودار فشار برحسب دانسیته و دانسیته بر حسب فشار میشه 1
و معادله خطفشار برحسب دانسیته میشهy=1.395x
و معادله خط نمودار دانسیته بر حسب فشار میشه y=0.716x

HANIKO
23rd October 2011, 09:25 PM
http://www.njavan.com/forum/image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeMAAAEjCAIAAAC O/f7bAAAStElEQVR4nO3d74scdZ7A8f4X8jCQB244JOSJA3vKWLL akCc5cTJDzG7irtwOspTjg+DkFkFZdK7DXveZgFPoDk2OlXlUK wsuoyAVWDJxzHlGWY6IcDdIEfLAg/a4ByNhsAlDqHtQ3dXf6q4f3+rpqvp+q94vfDDp7nRXxcy7K9+u +VTDAwCoreF53ocfftgGAKhnY2Oj3+83PM/b2Nj44Ycfyn7PAACM8/tMqQFAXZQaAFRHqQFAdZQaAFRHqQFAdZQaAFRHqQFAdZQaAFRH qQFAdZQaAGbAMRuNhmG5EXe5ltHwRd+fjlIDwCE5ZqNhOo4ZXW LHHNzsWsaUrabUADATcaXO8ogYlLqabNsue/gXUAVXrlwJvrZtO/HbLrXDU4eaUgNAvHa7Lf3YlBBP32lKDQAJZlVq1zIapjP1ZlBq AIg1k1L7HzgeZjMoNQDEkiv16DQ84VS8YZ/Dd063AkKpASBWlmPqHFFqAIhFqQFAdZQaAFRHqQFAdZQaAFRHq QFAdZQaAFRHqQFAdZQaAFRHqQFAdZQaAFRHqQFAdZQaAFRHqQF AdZQaAFRHqQFAdZQaAFRHqQFAdZQaAFRHqQFAdZQaAFRHqQFAd ZQashyz0WgYlhtxl2sZDZ9wf9SNo9sajYbpFLPhgPYoNWQ4ZqN hOo4ZXWrHHETXtYzhI/zf4Y196VpGdOsBJKDU9SK21rWM0WGtYzZCIo9340od8YDxJx/dPP4MwiMdk+NsIAqlrpnEaMr/5jHBosYotNHvCeLqR/DYwd10GohDqetmWNBp1iFSj6ldyxAXOoRj9InfJyyUDB/LuggQg1LXjp/o8VDPZvUj5iGRR8viI/1Xp9RADEpdP65lGKY5zSd7MaV2zFByx6Mcddv4J46G5cq8Dwzc 7d23PvqvrFsP6ItS15BrGVkPYCOXMoLYCveOLWhMLl5PrIeEP4 VM36y7vfsvXr119vc3L//p6wx7AOhMvtQJZ9MeHqUulL6f3fmZXmxtL7a2zxFr1IZcqZPPp p0BSl2g0Al0OhEzTaxRK1lWPyg1yjOZaWKN+qDUyJFt2+0ZebH 1lzNrf/Xr/MjjC81XrgWxXlq7/rt/sWb1QoCCOp1O8LVt24nfdpQa5Xlw8PC3f/zb2cs3F1vbpy5uHjl28rHnVhdb27+6euvL3f8re+uAfLU5poYu xFgvvHn9kccXjv/9P9z6+n/K3i4gd5QacoZn3ZX74ylirH919dab7ffm5uZ2d3dL3CSgAHKlT vnB4MOj1JpQ4Pw+P9a/fPszf9Fjd3d3fn7+gw8+KHergFxlOabOEaVWStwU6cyzQnI6Cf/BwcPd70Z/Sfb29i5cuLCystLv92f8SoAaKDUmCUUe/dB31kznfhL+mG6322w27927V8SLAcWi1JgkRnmQ2sgfDpeY61R cqT3Pu3379tzc3NbWVkGvBxSFUmNS+Jj6UKUttNSe5+3t7S0tL b3++uvFvSSQP0qNSVETl6ZUdKl9nU5nfn6+1+sV/cJAPig1JgXH1GnT7RRb/RD5KyGffvppCa8NzBqlxiRh9eOw45xKK7Xneb1er9lsrq2tlfP ywOxQakwKneYxbWtzPwlf0tra2unTp/f29kp6fWAGKDWq7/r16ydOnLh9+3bZGwJMiVKjFvyVkPX19bI3BJgGpUZd9Pv91dXV paUlVkKgHUqNetna2pqfn79z507ZGwJkQKlRO/5Qp263W/aGALIoNeqo3++vrKwsLy8z1AlaoNSor83NTcZbQwuUGrXGeGto gVKj7hhvDfVRasDzGG8NtVFqYIDx1lAWpQZGGG8NNVFqYBzjra EaSg1EYLw1lEKpgWiMt4Y6KDWQhPHWUAGlBlIw3hqlo9RAOsZb o1yUGpDCeGuUiFIDGTDeGqWg1EA2jLdG8Sg1kBnjrVEwSg1Mif HWKIxsqR2zMWBY7vidrmUk3CuDUkNLjLdGMaRK7VrGMMHCl+K9 pjP+ZTaUGrpivDUKIFPqcH8dcyzVlBpxbNtu18Pi4uLx48dfe+ 21sjcE1dTpdIKvbduO/HZzLUNo80SpPWFtZKpMe5QaFcB4a+SnLXdMnVxqx2w0DMt1zKl bTalRBYy3Rk4kSx1e/QjXWLxh2uUPSo3qYLw1Zk6m1MmfKIZucczpjqopNSqF8daYLal Sh87DC0IcVFm4k9UPwBc33nq/f/DFf/9vGVsEjUmWOm+UGtU0Nt56v3/w8ntf/KKz88lX35W7YdALpQbyFYy39jN9pnVjsbV94e3PiDXkUWogd71 e72dPP2OcfdXPtP8fsYY8Sg3kbr9/8Jt3do4/+fzRE089+8bHxBpZUWogd29s/ufCP99YbG0/8cLlI8dONl+5FsT65+2du737ZW8gVEepgdx9v/fjS+uf+0sfpy5uHjl28rHnVhdb2+c7O9ecb8veOmiAUgNFEGO9 8Ob1Rx5f+MlPT//ho2/K3i7ogVIDBRFjfb6z8+tLHcZbQxKlBorjx/oXw0UPxltDEqUGCvX93o9/vnUv+CXjrSGDUgPl63a7zWbz3r17ZW8IFEWpASUw3hoJKDWgCs ZbIw6lBtTCeGtMotSAchhvjTGUGlBR3Hhr1BOlBtQ1Nt4atUWp AaUF463L3hCUiVIDqvNXQtbX18veEJSGUgMa6Pf7q6urS0tLrI TUE6UGtLG1tTU/P3/nzp2yNwRFo9SATvyhTt1ut+wNQaEoNaCZfr+/srKyvLzMUKf6oNSAljY3NxlvXR+UGtAV463rg1IDGmO8dU1Qak B7jLeuPEoNVAHjrauNUgMVwXjrCqPUQKUw3rqSZEvtmI0Bw3In 73YtY3i/6UyxGbmUer9/0P7zN/v9g5k8G6ALxltXj1SpXcsYBlr4csQxo/stb/al3u8fvPzeFwtrN15+74ussQ7eljLsVeQfTPqrHPLPDYjGeOuK kSm1axnCkfJElsN3T2fGpfYzfaZ1Y7G1faaVMdbCDjrmYXcs/jUapnP4dzjV2bbdRnlOnTr16KOPvvXWW2VvCA6r0+kEX9u2Hfn t5lqGEJSJvIwWRqZe/JhpqcVM+/9li3VkP0c7GeygYzZM0wxucszgrogHj5aHhD+g6pcapWO8dTW0 5Y6pU0od3OAfK2bfjFmW+mL3yzPDRgux3r7Y/VLyGfzSjvZS/AMYBdkxQ4sXwzsiHyxkPPw6lBq5Y7x1BUiWOrz6EY5OKOTRSUo 1y1Lf7d1/8eqtsVK/ePXW3d79LE/jHwUPD5dFg70d29XhLyMfLDyZF/otlBpFYLy17mRKnfaJ4ig42T9WG5jxOvVYrLNnemCwZ7FHxDGl jnuvckxWP1AixlvrS6rU0WfhCSsdEQuz2cz+3A8/1mdaN7Jm2rWM4U4M/zER/QYUU+rEd6uUhSQgZ4y31pRkqfOWy/nUd3v3X/jXz7IfTUedOy6uaYzenqJKHfXgiTc64QZO1UOxGG+toyqXGkAc xlvrhVIDNcV4a41QaqC+GG+tC0oN1B3jrdVHqQEw3lp1lBqA5z HeWm2UGsAI463VRKkBhDDeWkGUGsC4uPHW+/2D7/d+LGOL6o5SA4i2trZ2+vTpYKiTP0/4pfXPiXXxKDWAWMF462Ds+5nWDWJdPEoNIEmv1/vZ088YZ18Nrs5BrItHqQEk2e8f/OadneNPPn/0xFPPvvExsS4FpQaQ5KV3PvePpp944fKRYyebr1wLYv2PV/896+WkMR1KDSDJJ199d+Htz/w6n7q4eeTYyceeW11sbZ/v7Fxzvi176+qCUpdOuHRBORyTAdlIJMZ64c3rjzy+8JOfnv7DR 9+UvV01QqknhS/M4h3iomMyoq5AkOHFsm+bY46/wpQXv0SdiLE+39n59aUO462LRKknTZQ6T6FrnQ9f1jFzKqd/RbWoy8uTaqTxYx0sejDeukiUetJkqYOSOWbDtIZX1gpdr33sOp Li5beEq3mZ5tjFJkN5jr5YY8T1K8XnibwqWPDg0XYkXWk3fPV5 IM4nX30nrk0z3rowlHpScqkHkRutOogPjzg4De4e/d6oZx4+u/iY6Gceex7hSruTD469qnrcDgKZMd66ABqXutlsNmak2WwKT5xy TO2MPUq8vq0Q2onL3kbVMOJg1j8KHv6OiGeOudJu5IOFJwvvzu QO8qkipsd467xpXOrcZC/15PHoKH1BjOMeF3/QG3tnTKnjDosdM2X1g2NqHBrjrXNFqSdlLHXk2RfBA13LSDimD hddXOQ2nbjzOmJKnXgSSHiXWKdGXhhvnRNKPUn8NHAsslGl9iJ WOoQnMc3Eg97IDwRHHY145phSRz1Y2BPhfWNioYZDaswQ463zQ KnLpkAlFdgEVErceGtMjVKXrvROlr4BqKax8dY4DEoNIC/BeOuyN0R7lBpAjvyVkPX19bI3RG+UGkC++v3+6urq0tISKyFTo 9QAirC1tTU/P3/nzp2yN0RLsqWOOoMsLPrH4SRRaqD6/KFO3W637A3Rj1SphR+qiPv5CtcyDMua+iQCSg3UQr/fX1lZWV5eZqhTJjKlDv8EW9SIiMEjpj/di1JXk23bbWDCuXPnjh49eunSpbI3RBudTif42rbtyG+3lB9Fl ho9kYJSA/XCeOtM2nLH1EmlDs3jpNQA5DDeWp5kqcOrH6Ecj03bzHRpqQCl BmqK8dYyZEot84mi53kcUwOYBuOtU0mVOmIomze8Jp/4KEoNYCqMt04mWeq8UWoAjLeORakBKITx1pEoNQC1MN56EqUGo CLGW4soNQBFMd46QKkBqIvx1j5KDUBpjLf2KDUALdR8vDWlBqC HOo+3ptQAtFHb8daUGoBmNjc35+bmdnd3y96Q4lBqAPqp23hrS g1AS7Uab02pAWisJuOtKTUAvdVhvDWlBqC9yo+3ptQAKqLC460 pNYDqqOp4a0oNoFLixls/OHhYxubMBqUGUEFj460fHDz87R//dvlPX5e7VVOj1ACqKRhv7Wf67OWb535/U9NYU2oAldXr9Z5+5pnm+X86e/nmYmt7sbWtaawpNYDKenDw8NXuf/zdk88fPfHUs298rG+sKTWAagoWPRZb20+8cPnoiaf8UusYa0oN oJrEUo/9d76zc835tuwNzIBSA6isyFhrl2mPUgOotrFY65hpj1IDqLwg1 ppm2qPUAOrgwcHDS//2laaZ9ig1AKhPttSO2RgwLHf8Ttcy4u+UQqkBIJZUqV3LGDZY+ DLgmAl3yqHUABBLptSuZTRMZ/grx4yvcdJ9iSh1Ndm23QZwaJ1OJ/jatu3IbzfXMoT+JtR46lBTagCI15Y7ppYp9fSdptQAkECy1OHV j9EvYh6TGaUGgFgypU77RNFzzMZhMu1RagBIIFVq8Ty8UZKHfR bum/pEPUoNALEkS503Sg0AsSg1AKiOUgOA6ig1AKiOUgOA6ig1AKiO UgOA6ig1AKiOUgOA6ig1AKiOUgOA6ig1AKiOUgOA6ig1AKiOUg OA6ig1AKiOUgOA6ig1AKiOUgOA6ig1AKiOUgOA6ig1AKiOUgOA 6ig1AKiOUgOA6ig1AKiOUgOA6ig1AKiOUgOA6ig1AKiOUgOA6m RL7ZiNAcNyZ78ZlBoAYkmV2rWMYaCFL2eJUgNALJlSu5bRMJ3h rxwzh1RT6mp699132wAOrdPpBF/bth357eZahtBmSg1pbTU+Bpmh6u2RV8WdquceUWpMqZ7fMNqp3 k7Vc48mVj9Gv5gVSl1N9fyG0U71dqqme8QnipjOxsZG2ZswY9X bI6+KO1XbPXItY3iW3uwPqD1KDQDqo9QAoDpKDQCqo9QAoDpKD QCqo9QAoDpKDQCqo9QAoDpKDQCqo9QAoDpKDQCqo9QAoDpKDQC qo9T6S7zUpjDiK5cLceYi5eKheY8ty0H65VD9ndJlf6T/1unzl25czlewzYpSay55MK4w4Tw87FxhaaN+c7miRq4khhe7lm FYVh4T6HORskeOme+s5vzlP286K0qtt5RLbWpYavk90kX65VAH j8jlWiF5kL/Aq35vq57nFXIF26wotd7SL+AW/CNOjwik7dHo36Ta7FPq/6NhoXUqtdxlA5Vo3BQKuC5iVpRabzIVaBiW65gV6Zp4g2NqsU/pezTYiaqVWonCTYVSY8ZSLrUp3qDJukHKHoW+h/RIW/Iehf+RoMrnV8lkLvCqyV+3aAVcwTYrSq25xI8+QrdocgSa/mmVYh/1pJP9eEqJIkiR+NRXl12JxieKmLmoc9aC7xThTn2+dxL3SDwK1 WWH0vZodEsl9ij0l06LfyREUO1UUEoNAKqj1ACgOkoNAKqj1AC gOkoNAKqj1ACgOkoNAKqj1ACgOkoNAKqj1ACgOkoNAKqj1ACgO koNAKqj1ACgOkoNAKqj1ACgOkoNAKoblfr9999vAwDUc+XKlf3 9/UbZbxgAgBT/D1PcmlSK8cCKAAAAAElFTkSuQmCC
نمودارفشار برحسب دانسیته
http://www.njavan.com/forum/image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeMAAAEjCAIAAAC O/f7bAAAStElEQVR4nO3d74scdZ7A8f4X8jCQB244JOSJA3vKWLL akCc5cTJDzG7irtwOspTjg+DkFkFZdK7DXveZgFPoDk2OlXlUK wsuoyAVWDJxzHlGWY6IcDdIEfLAg/a4ByNhsAlDqHtQ3dXf6q4f3+rpqvp+q94vfDDp7nRXxcy7K9+u +VTDAwCoreF53ocfftgGAKhnY2Oj3+83PM/b2Nj44Ycfyn7PAACM8/tMqQFAXZQaAFRHqQFAdZQaAFRHqQFAdZQaAFRHqQFAdZQaAFRH qQFAdZQaAGbAMRuNhmG5EXe5ltHwRd+fjlIDwCE5ZqNhOo4ZXW LHHNzsWsaUrabUADATcaXO8ogYlLqabNsue/gXUAVXrlwJvrZtO/HbLrXDU4eaUgNAvHa7Lf3YlBBP32lKDQAJZlVq1zIapjP1ZlBq AIg1k1L7HzgeZjMoNQDEkiv16DQ84VS8YZ/Dd063AkKpASBWlmPqHFFqAIhFqQFAdZQaAFRHqQFAdZQaAFRHq QFAdZQaAFRHqQFAdZQaAFRHqQFAdZQaAFRHqQFAdZQaAFRHqQF AdZQaAFRHqQFAdZQaAFRHqQFAdZQaAFRHqQFAdZQaAFRHqQFAd ZQashyz0WgYlhtxl2sZDZ9wf9SNo9sajYbpFLPhgPYoNWQ4ZqN hOo4ZXWrHHETXtYzhI/zf4Y196VpGdOsBJKDU9SK21rWM0WGtYzZCIo9340od8YDxJx/dPP4MwiMdk+NsIAqlrpnEaMr/5jHBosYotNHvCeLqR/DYwd10GohDqetmWNBp1iFSj6ldyxAXOoRj9InfJyyUDB/LuggQg1LXjp/o8VDPZvUj5iGRR8viI/1Xp9RADEpdP65lGKY5zSd7MaV2zFByx6Mcddv4J46G5cq8Dwzc 7d23PvqvrFsP6ItS15BrGVkPYCOXMoLYCveOLWhMLl5PrIeEP4 VM36y7vfsvXr119vc3L//p6wx7AOhMvtQJZ9MeHqUulL6f3fmZXmxtL7a2zxFr1IZcqZPPp p0BSl2g0Al0OhEzTaxRK1lWPyg1yjOZaWKN+qDUyJFt2+0ZebH 1lzNrf/Xr/MjjC81XrgWxXlq7/rt/sWb1QoCCOp1O8LVt24nfdpQa5Xlw8PC3f/zb2cs3F1vbpy5uHjl28rHnVhdb27+6euvL3f8re+uAfLU5poYu xFgvvHn9kccXjv/9P9z6+n/K3i4gd5QacoZn3ZX74ylirH919dab7ffm5uZ2d3dL3CSgAHKlT vnB4MOj1JpQ4Pw+P9a/fPszf9Fjd3d3fn7+gw8+KHergFxlOabOEaVWStwU6cyzQnI6Cf/BwcPd70Z/Sfb29i5cuLCystLv92f8SoAaKDUmCUUe/dB31kznfhL+mG6322w27927V8SLAcWi1JgkRnmQ2sgfDpeY61R cqT3Pu3379tzc3NbWVkGvBxSFUmNS+Jj6UKUttNSe5+3t7S0tL b3++uvFvSSQP0qNSVETl6ZUdKl9nU5nfn6+1+sV/cJAPig1JgXH1GnT7RRb/RD5KyGffvppCa8NzBqlxiRh9eOw45xKK7Xneb1er9lsrq2tlfP ywOxQakwKneYxbWtzPwlf0tra2unTp/f29kp6fWAGKDWq7/r16ydOnLh9+3bZGwJMiVKjFvyVkPX19bI3BJgGpUZd9Pv91dXV paUlVkKgHUqNetna2pqfn79z507ZGwJkQKlRO/5Qp263W/aGALIoNeqo3++vrKwsLy8z1AlaoNSor83NTcZbQwuUGrXGeGto gVKj7hhvDfVRasDzGG8NtVFqYIDx1lAWpQZGGG8NNVFqYBzjra EaSg1EYLw1lEKpgWiMt4Y6KDWQhPHWUAGlBlIw3hqlo9RAOsZb o1yUGpDCeGuUiFIDGTDeGqWg1EA2jLdG8Sg1kBnjrVEwSg1Mif HWKIxsqR2zMWBY7vidrmUk3CuDUkNLjLdGMaRK7VrGMMHCl+K9 pjP+ZTaUGrpivDUKIFPqcH8dcyzVlBpxbNtu18Pi4uLx48dfe+ 21sjcE1dTpdIKvbduO/HZzLUNo80SpPWFtZKpMe5QaFcB4a+SnLXdMnVxqx2w0DMt1zKl bTalRBYy3Rk4kSx1e/QjXWLxh2uUPSo3qYLw1Zk6m1MmfKIZucczpjqopNSqF8daYLal Sh87DC0IcVFm4k9UPwBc33nq/f/DFf/9vGVsEjUmWOm+UGtU0Nt56v3/w8ntf/KKz88lX35W7YdALpQbyFYy39jN9pnVjsbV94e3PiDXkUWogd71 e72dPP2OcfdXPtP8fsYY8Sg3kbr9/8Jt3do4/+fzRE089+8bHxBpZUWogd29s/ufCP99YbG0/8cLlI8dONl+5FsT65+2du737ZW8gVEepgdx9v/fjS+uf+0sfpy5uHjl28rHnVhdb2+c7O9ecb8veOmiAUgNFEGO9 8Ob1Rx5f+MlPT//ho2/K3i7ogVIDBRFjfb6z8+tLHcZbQxKlBorjx/oXw0UPxltDEqUGCvX93o9/vnUv+CXjrSGDUgPl63a7zWbz3r17ZW8IFEWpASUw3hoJKDWgCs ZbIw6lBtTCeGtMotSAchhvjTGUGlBR3Hhr1BOlBtQ1Nt4atUWp AaUF463L3hCUiVIDqvNXQtbX18veEJSGUgMa6Pf7q6urS0tLrI TUE6UGtLG1tTU/P3/nzp2yNwRFo9SATvyhTt1ut+wNQaEoNaCZfr+/srKyvLzMUKf6oNSAljY3NxlvXR+UGtAV463rg1IDGmO8dU1Qak B7jLeuPEoNVAHjrauNUgMVwXjrCqPUQKUw3rqSZEvtmI0Bw3In 73YtY3i/6UyxGbmUer9/0P7zN/v9g5k8G6ALxltXj1SpXcsYBlr4csQxo/stb/al3u8fvPzeFwtrN15+74ussQ7eljLsVeQfTPqrHPLPDYjGeOuK kSm1axnCkfJElsN3T2fGpfYzfaZ1Y7G1faaVMdbCDjrmYXcs/jUapnP4dzjV2bbdRnlOnTr16KOPvvXWW2VvCA6r0+kEX9u2Hfn t5lqGEJSJvIwWRqZe/JhpqcVM+/9li3VkP0c7GeygYzZM0wxucszgrogHj5aHhD+g6pcapWO8dTW0 5Y6pU0od3OAfK2bfjFmW+mL3yzPDRgux3r7Y/VLyGfzSjvZS/AMYBdkxQ4sXwzsiHyxkPPw6lBq5Y7x1BUiWOrz6EY5OKOTRSUo 1y1Lf7d1/8eqtsVK/ePXW3d79LE/jHwUPD5dFg70d29XhLyMfLDyZF/otlBpFYLy17mRKnfaJ4ig42T9WG5jxOvVYrLNnemCwZ7FHxDGl jnuvckxWP1AixlvrS6rU0WfhCSsdEQuz2cz+3A8/1mdaN7Jm2rWM4U4M/zER/QYUU+rEd6uUhSQgZ4y31pRkqfOWy/nUd3v3X/jXz7IfTUedOy6uaYzenqJKHfXgiTc64QZO1UOxGG+toyqXGkAc xlvrhVIDNcV4a41QaqC+GG+tC0oN1B3jrdVHqQEw3lp1lBqA5z HeWm2UGsAI463VRKkBhDDeWkGUGsC4uPHW+/2D7/d+LGOL6o5SA4i2trZ2+vTpYKiTP0/4pfXPiXXxKDWAWMF462Ds+5nWDWJdPEoNIEmv1/vZ088YZ18Nrs5BrItHqQEk2e8f/OadneNPPn/0xFPPvvExsS4FpQaQ5KV3PvePpp944fKRYyebr1wLYv2PV/896+WkMR1KDSDJJ199d+Htz/w6n7q4eeTYyceeW11sbZ/v7Fxzvi176+qCUpdOuHRBORyTAdlIJMZ64c3rjzy+8JOfnv7DR 9+UvV01QqknhS/M4h3iomMyoq5AkOHFsm+bY46/wpQXv0SdiLE+39n59aUO462LRKknTZQ6T6FrnQ9f1jFzKqd/RbWoy8uTaqTxYx0sejDeukiUetJkqYOSOWbDtIZX1gpdr33sOp Li5beEq3mZ5tjFJkN5jr5YY8T1K8XnibwqWPDg0XYkXWk3fPV5 IM4nX30nrk0z3rowlHpScqkHkRutOogPjzg4De4e/d6oZx4+u/iY6Gceex7hSruTD469qnrcDgKZMd66ABqXutlsNmak2WwKT5xy TO2MPUq8vq0Q2onL3kbVMOJg1j8KHv6OiGeOudJu5IOFJwvvzu QO8qkipsd467xpXOrcZC/15PHoKH1BjOMeF3/QG3tnTKnjDosdM2X1g2NqHBrjrXNFqSdlLHXk2RfBA13LSDimD hddXOQ2nbjzOmJKnXgSSHiXWKdGXhhvnRNKPUn8NHAsslGl9iJ WOoQnMc3Eg97IDwRHHY145phSRz1Y2BPhfWNioYZDaswQ463zQ KnLpkAlFdgEVErceGtMjVKXrvROlr4BqKax8dY4DEoNIC/BeOuyN0R7lBpAjvyVkPX19bI3RG+UGkC++v3+6urq0tISKyFTo 9QAirC1tTU/P3/nzp2yN0RLsqWOOoMsLPrH4SRRaqD6/KFO3W637A3Rj1SphR+qiPv5CtcyDMua+iQCSg3UQr/fX1lZWV5eZqhTJjKlDv8EW9SIiMEjpj/di1JXk23bbWDCuXPnjh49eunSpbI3RBudTif42rbtyG+3lB9Fl ho9kYJSA/XCeOtM2nLH1EmlDs3jpNQA5DDeWp5kqcOrH6Ecj03bzHRpqQCl BmqK8dYyZEot84mi53kcUwOYBuOtU0mVOmIomze8Jp/4KEoNYCqMt04mWeq8UWoAjLeORakBKITx1pEoNQC1MN56EqUGo CLGW4soNQBFMd46QKkBqIvx1j5KDUBpjLf2KDUALdR8vDWlBqC HOo+3ptQAtFHb8daUGoBmNjc35+bmdnd3y96Q4lBqAPqp23hrS g1AS7Uab02pAWisJuOtKTUAvdVhvDWlBqC9yo+3ptQAKqLC460 pNYDqqOp4a0oNoFLixls/OHhYxubMBqUGUEFj460fHDz87R//dvlPX5e7VVOj1ACqKRhv7Wf67OWb535/U9NYU2oAldXr9Z5+5pnm+X86e/nmYmt7sbWtaawpNYDKenDw8NXuf/zdk88fPfHUs298rG+sKTWAagoWPRZb20+8cPnoiaf8UusYa0oN oJrEUo/9d76zc835tuwNzIBSA6isyFhrl2mPUgOotrFY65hpj1IDqLwg1 ppm2qPUAOrgwcHDS//2laaZ9ig1AKhPttSO2RgwLHf8Ttcy4u+UQqkBIJZUqV3LGDZY+ DLgmAl3yqHUABBLptSuZTRMZ/grx4yvcdJ9iSh1Ndm23QZwaJ1OJ/jatu3IbzfXMoT+JtR46lBTagCI15Y7ppYp9fSdptQAkECy1OHV j9EvYh6TGaUGgFgypU77RNFzzMZhMu1RagBIIFVq8Ty8UZKHfR bum/pEPUoNALEkS503Sg0AsSg1AKiOUgOA6ig1AKiOUgOA6ig1AKiO UgOA6ig1AKiOUgOA6ig1AKiOUgOA6ig1AKiOUgOA6ig1AKiOUg OA6ig1AKiOUgOA6ig1AKiOUgOA6ig1AKiOUgOA6ig1AKiOUgOA 6ig1AKiOUgOA6ig1AKiOUgOA6ig1AKiOUgOA6ig1AKiOUgOA6m RL7ZiNAcNyZ78ZlBoAYkmV2rWMYaCFL2eJUgNALJlSu5bRMJ3h rxwzh1RT6mp699132wAOrdPpBF/bth357eZahtBmSg1pbTU+Bpmh6u2RV8WdquceUWpMqZ7fMNqp3 k7Vc48mVj9Gv5gVSl1N9fyG0U71dqqme8QnipjOxsZG2ZswY9X bI6+KO1XbPXItY3iW3uwPqD1KDQDqo9QAoDpKDQCqo9QAoDpKD QCqo9QAoDpKDQCqo9QAoDpKDQCqo9QAoDpKDQCqo9QAoDpKDQC qo9T6S7zUpjDiK5cLceYi5eKheY8ty0H65VD9ndJlf6T/1unzl25czlewzYpSay55MK4w4Tw87FxhaaN+c7miRq4khhe7lm FYVh4T6HORskeOme+s5vzlP286K0qtt5RLbWpYavk90kX65VAH j8jlWiF5kL/Aq35vq57nFXIF26wotd7SL+AW/CNOjwik7dHo36Ta7FPq/6NhoXUqtdxlA5Vo3BQKuC5iVpRabzIVaBiW65gV6Zp4g2NqsU/pezTYiaqVWonCTYVSY8ZSLrUp3qDJukHKHoW+h/RIW/Iehf+RoMrnV8lkLvCqyV+3aAVcwTYrSq25xI8+QrdocgSa/mmVYh/1pJP9eEqJIkiR+NRXl12JxieKmLmoc9aC7xThTn2+dxL3SDwK1 WWH0vZodEsl9ij0l06LfyREUO1UUEoNAKqj1ACgOkoNAKqj1AC gOkoNAKqj1ACgOkoNAKqj1ACgOkoNAKqj1ACgOkoNAKqj1ACgO koNAKqj1ACgOkoNAKqj1ACgOkoNAKoblfr9999vAwDUc+XKlf3 9/UbZbxgAgBT/D1PcmlSK8cCKAAAAAElFTkSuQmCC

متوجه منظورتون نشدم!
مجازید از رگرسیون گیری استفاده کنید؟
اون عددی که آخر سوال نوشتید، پاسخ آخره؟

sormeh_6409
23rd October 2011, 09:31 PM
نه به نظر من وزن مولکولیه وزن یه دونه کربن باوزن 4 تاهیدروژن

HANIKO
23rd October 2011, 09:32 PM
معادله ویریال میدونید چیه؟

sormeh_6409
23rd October 2011, 09:37 PM
بله

HANIKO
23rd October 2011, 09:46 PM
سوال دون رو متوجه شدی؟
این راه حلیه که من برای سوال اول سراف دارم
امیدوارم کمکتون کنه

http://www.uc-njavan.ir/images/xk85gqk4hooun429x.jpg

sormeh_6409
23rd October 2011, 09:53 PM
ممنون از لطفتون .واقعاکمکم کردید.خدا خیرتون بده

استفاده از تمامی مطالب سایت تنها با ذکر منبع آن به نام سایت علمی نخبگان جوان و ذکر آدرس سایت مجاز است

استفاده از نام و برند نخبگان جوان به هر نحو توسط سایر سایت ها ممنوع بوده و پیگرد قانونی دارد