تعیین هندسه غار با استفاده از مدل معکوس مقاومت سنجی ژئوالکتریکی
![تعیین هندسه غار با استفاده از مدل معکوس مقاومت سنجی ژئوالکتریکی تعیین هندسه غار با استفاده از مدل معکوس مقاومت سنجی 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)
کلمات کلیدی :
ابعاد غار ، هندسه غار ، مقاومت سنجی ژئوالکتریکی ، مدل معکوس
نویسندگان :
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