مدلسازی رفتار تونلهای سگمنتی در گسلش نرمال 60 درجه در سانتریفیوژ ژئوتکنیکی
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کلمات کلیدی :
تونل ،لاینینگ سگمنتی ،گسلش ،سانتریفیوژ ،زلزله
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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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دانلود مقالات فارسی (کنفرانس های داخلی) ,
مقالات مکانیک سنگی و ژئوتکنیکی ,
,
:: برچسبها:
دانلود ,
مقاله ,
رایگان ,
تونل ,
لاینینگ سگمنتی ,
گسلش ,
سانتریفیوژ ,
زلزله ,
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