بررسی اعتبار گام پیشروی مجاز به روش ساکورایی در تونل های با مقطع نعل اسبی
![بررسی اعتبار گام پیشروی مجاز به روش ساکورایی در تونل های با مقطع نعل اسبی بررسی اعتبار گام پیشروی مجاز به روش ساکورایی در تونل های با مقطع نعل 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کلمات کلیدی :
گام پیشروی مجاز ، کرنش برشی ساکورایی ، تونل نعل اسبی ، روش عددی
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)
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