تاثیرناپایداری ترانشه ناپایدار متقاطع با تونل پنستاک بلند شمالی سد رودبار لرستان بر پایداری سینه کار تونل
![تاثیرناپایداری ترانشه ناپایدار متقاطع با تونل پنستاک بلند شمالی سد رودبار لرستان بر پایداری سینه کار تونل تاثیرناپایداری ترانشه ناپایدار متقاطع با تونل پنستاک بلند شمالی سد رودبار لرستان بر پایداری سینه کار تونل](data:image/png;base64,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)
کلمات کلیدی :
تونل پنستاک ،ترانشه ،ناپایداری ،جبهه کار
![](data:image/png;base64,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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
:: موضوعات مرتبط:
دانلود مقالات فارسی (کنفرانس های داخلی) ,
مقالات مکانیک سنگی و ژئوتکنیکی ,
,
:: برچسبها:
دانلود ,
مقاله ,
رایگان ,
تونل پنستاک ,
ترانشه ,
ناپایداری ,
جبهه کار ,
:: بازدید از این مطلب : 3016
|
امتیاز مطلب : 2
|
تعداد امتیازدهندگان : 1
|
مجموع امتیاز : 1