تحلیل تنش های اطراف تونل های بیضوی تحت تنش های برجا به روش توابع پتانسیل مختلط
![تحلیل تنش های اطراف تونل های بیضوی تحت تنش های برجا به روش توابع پتانسیل مختلط تحلیل تنش های اطراف تونل های بیضوی تحت تنش های برجا به روش توابع پتانسیل 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کلمات کلیدی :
تونل بیضوی ، توابع پتانسیل مختلط ، استیونسون ، نگاشت مدیس
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)
دهمین کنفرانس ملی تونل (1392)
بلافاصله پس از پرداخت هزینه لینک دانلود توسط سیستم فعال و در اختیار شما قرار می گیرد و یک کد رهگیری جهت پیگیری احتمالی درخواست، به شما داده می شود. همچنین بعد از چند ثانیه به صفحه مورد نظر جهت دریافت مقاله انتقال داده خواهید شد.
دانلود و آموزش نرم افزار UNWEDGE
دانلود و آموزش نرم افزار Examine3D
دانلود و آموزش نرم افزار MODSIM
دانلود و آموزش نرم افزار میکروماین (MicroMine)
دانلود و آموزش نرم افزار GEMCOM
دانلود و آموزش نرم افزار دیپس (Dips )
دانلود و آموزش نرم افزار Datamine NPV Scheduler
دانلود و آموزش نرم افزار Slide
دانلود و آموزش نرم افزار Phase2
آموزش نرم افزار Swedge
دانلود و آموزش نرم افزار راک لب (Roclab )
دانلود و آموزش نرم افزار ENVI
دانلود و آموزش نرم افزار راک ورکس (RockWorks )
دانلود و آموزش نرم افزار سورفر (نرم افزار Golden Software Surfer 10.1.561)
آموزش نرم افزار آرک جی آی اس- (ARC GIS)
آموزش نرم افزار پی اف سی-سه بعدی (PFC 3D)
آموزش نرم افزار پی اف سی-دو بعدی (PFC 2D)
دانلود و آموزش نرم افزار آباکوس (Abaqus)
دانلود و آموزش نرم افزار فلگ-سه بعدی (FLAC 3D)
دانلود و آموزش نرم افزار فلگ-دو بعدی (FLAC 2D)
دانلود و آموزش نرم افزار تریدک(3DEC)
دانلود و آموزش Plaxis 3D Tunnel
دانلود و آموزش Plaxis 3D Foundation
دانلود و آموزش نرم افزار پلکسیز (plaxis)
دانلود و آموزش نرم افزار یودک (UDEC)
آموزش و دانلود نرم افزار سورپک به همراه کرک کامل تست شده Gemcom Surpac 6.4.1
آموزش و دانلود نرم افزار دیتاماین-نسخه 3 ( DATAMINE STUDIO v 3.0)
دانلود و آموزش نرم افزار GEO STUDIO
پک جامع آموزش نرم افزار دیتاماین (DATAMINE+ Datamine NPV Scheduler)
پک جامع آموزش نرم افزار یودک (UDEC)
پک جامع آموزش نرم افزار فلگ دو بعدی (FLAC 2D)
پک جامع آموزش نرم افزار راک ورکس (ROCKWORKS)
پک جامع آموزش نرم افزار پلکسز (PLAXIS)
پک جامع آموزش نرم افزار PLAXIS 3D TUNNE
پک جامع آموزش نرم افزار PHASE 2
پک جامع آموزش نرم افزار SLIDE
تحقیق مراحل ساخت تونل با سپر تونلسازی (TBM)
پک جامع آموزش نرم افزار فلگ سه بعدی (FLAC 3D)
پک جامع آموزش نرم افزار سورپک (Gemcom Surpac)
پک جامع آموزش نرم افزار Plaxis 3D Foundation
پک جامع آموزش نرم افزار UNWEDGE
پک جامع آموزش نرم افزار Swedge
پک جامع آموزش نرم افزار تریدک (3DEC)
پک جامع آموزش نرم افزار MODSIM
پک جامع آموزش نرم افزار پی اف سی سه بعدی (PFC 3D)
پک جامع آموزش نرم افزار آباکوس (ABAQUS)
پک جامع آموزش نرم افزار ژئواستادیو (Geostudio)
پک جامع آموزش نرم افزار پی اف سی دو بعدی (PFC 2D)
پک جامع سنجش از دور به همراه آموزش نرم افزار ER Mapper
پک جامع آموزش نرم افزار دیپس (Dips)
منبع: http://www.irock1.ir
رمز فایل ها:irock
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