@article{ทองเลิศ_โชติสังกาศ_2020, title={ผลกระทบจากการรบกวนตัวอย่างดินต่อพารามิเตอร์หน่วยแรงประสิทธิผลของดินเหนียวอ่อนกรุงเทพฯ}, volume={25}, url={https://conference.thaince.org/index.php/ncce25/article/view/154}, abstractNote={<p><span class="s18">บทความนี้เสนอ</span><span class="s18">การศึกษา</span><span class="s18">ผลกระทบจากกระบวนการเก็บตัวอย่างดินต่อพารามิเตอร์กำลังรับแรงเฉือนในสภาวะไม่ระบายน้ำ </span><span class="s18">(</span><img class="s19" 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"><span class="s18">) </span><span class="s18">และหน่วยแรงประสิทธิผลของดินเหนียวอ่อนกรุงเทพฯ โดยศึกษารูปแบบการเก็บตัวอย่างดินแบบไ</span><span class="s18">ม่ถูกรบกวนโดยใช้กระบอกเปลือกบาง</span><span class="s18">และพิจารณาวิธีการเก็บตัวอย่าง การขนส่ง</span> <span class="s18">และจัดเก็บรักษาตัวอย่าง</span> <span class="s18">ซึ่งมีอิทธิพลต่อหน่วยแรงประสิทธิผลของก้อนตัวอย่างดิน</span><span class="s18">และ</span><span class="s18">อาจทำให้มีค่าหน่วยแรงประสิทธิผลแตกต่างจากสภาวะในสนาม โดยใช้วิธีการทดสอบกำลังรับแรงอัดแบบไร้ขอบเขตชนิดวัดแรงดูด</span> <span class="s18">(SUC) </span><span class="s18">หรือ</span><span class="s18">แรงดันน้ำในโพรงดินที่มีค่าติดลบ</span><span class="s18">ด้วยการประยุกต์ใช้เครื่องมือเทนซิโอมิเตอร์ตรวจวัดแรงดูดก้อนดินภายหลังการเก็บตัวอย่าง</span><span class="s18"> ซึ่ง</span><span class="s18">จะทำให้ทราบสภาวะของหน่วยแรงประสิทธิผลที่คงค้างในดินและทำการเปรียบเทียบกับการทดสอบกำลังต้านทานแรงเฉือนโดยใช้ใบพัด</span> <span class="s18">(FVT)</span><span class="s18"> ซึ่งพบว่าค่า</span> <img class="s20" 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"> <span class="s18">แบบไม่ถูกรบกวน</span><span class="s21"> ซึ่ง</span><span class="s21">ปรับแก้ด้วย</span><span class="s21">ดัชนีพลาสติก</span> <span class="s21">(</span><img class="s22" src="data:application/pdf;base64,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"><span class="s21">)</span> <span class="s21">และไม่ปรับแก้</span> <span class="s18">ให้ค่าสูงกว่า </span><img class="s20" src=&quot;data:application/pdf;base64,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}, journal={การประชุมวิชาการวิศวกรรมโยธาแห่งชาติ ครั้งที่ 25}, author={ทองเลิศณัฐสิทธิ์ and โชติสังกาศอภินิติ}, year={2020}, month={ก.ค.}, pages={GTE12} }