Tiêu chuẩn thí nghiệm vải địa kỹ thuật theo TCVN 8871-3:2011 bao gồm:
- TCVN 8871-3: 2011: Xác định lực xuyên thủng CBR
- Quy cách lấy mẫu vải địa kỹ thuật
- Thí nghiệm vải địa kỹ thuật, báo cáo và lưu mẫu
Phần 3: Xác định lực xuyên thủng
CBR Geotextile - Standard test method
Part 3: Geotextile - Standard test method for the static strength CBR using a 50 mm probe
1. PHẠM VI ÁP DỤNG
Tiêu chuẩn này quy định phương pháp xác định lực xuyên thủng CBR của vải địa kỹ thuật.
2. TÀI LIỆU VIỆN DẪN
TCVN 8222:2009, Vải địa kỹ thuật – Qui định chung về lấy mẫu, thử mẫu và xử lý thống kê.
3. THUẬT NGỮ VÀ ĐỊNH NGHĨA
Vải địa kỹ thuật viết tắt là "vải ĐKT", là loại vải được sản xuất từ polyme tổng hợp, khổ rộng, dạng dệt, dạng không dệt hoặc dạng phức hợp có chức năng gia cố, phân cách, bảo vệ, lọc, tiêu thoát nước. Vải ĐKT được sử dụng cùng với các loại vật liệu khác như : đất, đá, bê tông… trong xây dựng công trình;
3.2 Vải ĐKT không dệt (non woven geotextile):
Vải ĐKT không dệt là loại vải gồm các sợi vải phân bố ngẫu nhiên (không theo một hướng nhất định nào). Các sợi vải được liên kết với nhau bằng phương pháp xuyên kim thì gọi là vải không dệt - xuyên kim (needle punched geotextile), bằng phương pháp ép nhiệt thì gọi là vải không dệt - ép nhiệt (heat bonded geotextile), bằng chất kết dính hóa học thì gọi là vải không dệt - hóa dính (chemical bonded geotextile);
3.3 Vải ĐKT dệt (woven geotextile):
Vải ĐKTdệt là loại vải được sản xuất theo phương pháp dệt trong đó các sợi vải hoặc các bó sợi được sắp xếp theo hai phương vuông góc với nhau;
3.4 Vải ĐKT phức hợp (composite geotextile):
Vải ĐKT phức hợp là loại vải được kết hợp bởi các bó sợi polyester có cường độ chịu kéo cao và độ giãn dài kéo đứt nhỏ với một lớp vải không dệt có khả năng thấm nước tốt;
3.5 Lực xuyên ( Puncture)
Lực xuyên là lực nén (ấn) mũi đột lên mặt mẫu thử, tính bằng Niutơn (N) nhận được trong quá trình mũi đột bị nén cho tới khi xuyên qua mặt mẫu thử.
3.6 Lực xuyên thủng CBR ( CBR puncture)
Lực xuyên thủng CBR là giá trị lực nén lớn nhất, tính bằng kilôniutơn (kN) hoặc Niutơn (N) nhận được trong quá trình mũi xuyên bị nén cho tới khi xuyên qua mặt mẫu thử.
4. NGUYÊN TẮC
Mẫu thử được kẹp giữa ngàm kẹp hình vành khăn trên thiết bị thử nghiệm nén. Một mũi xuyên có đầu phẳng, tiết diện hình tròn đường kính 50 mm được nén tịnh tiến với tốc độ không đổi vào chính giữa, vuông góc với bề mặt mẫu thử đến khi xuyên qua mẫu thử. Từ đó, xác định được giá trị lực xuyên thủng CBR là giá trị lực xuyên thủng lớn nhất, khoảng dịch chuyển tại lực xuyên thủng lớn nhất trên đồ thị quan hệ giữa lực nén và khoảng dịch chuyển.
CHÚ THÍCH: thí nghiệm không áp dụng được đối với vải ĐKT gia cường có cường độ chịu kéo cao lớn hơn 70 kN/m, lưới địa kỹ thuật, vải ĐKT có kích thước lỗ hổng biểu kiến lớn hơn 1,0 mm.
5. ĐIỀU KIỆN PHÒNG THỬ NGHIỆM
Việc thí nghiệm được tiến hành ở điều kiện không khí được duy trì ở độ ẩm tương đối (65 ± 5) % và nhiệt độ (21 ± 2) oC.
6. MẪU THỬ
6.1 Chuẩn bị mẫu thử
6.1.1 Lấy mẫu và lựa chọn
a) Lấy mẫu đưa về phòng thử nghiệm Lấy một đoạn vải có chiều rộng chiếm hết chiều khổ của cuộn vải và chiều dài khoảng 4,0 m theo chiều cuộn từ mỗi cuộn vải trong lô mẫu, loại bỏ không nhỏ hơn 2 m phần vải ngoài cùng của cuộn vải (mẫu có thể được lấy từ nhà máy sản xuất, kho hoặc nơi bảo quản ë hiện trường). Trong trường hợp tranh chấp, không sử dụng phần vải xung quanh lõi cuộn vải để thử nghiệm.
b) Phạm vi lựa chọn cắt mẫu thử: cắt một số mẫu thử từ mỗi đoạn vải đã được xác định theo từng hướng. Không lấy mẫu thử trong phạm vi 1 phần 20 chiều rộng của vải hoặc 150 mm tính từ mép vải (biên của cuộn vải).
6.1.2 Số lượng mẫu thử
6.1.2.1 Qui định thông thường
Trên mỗi đoạn vải cắt một tập mẫu tối thiểu 5 mẫu thử.
6.1.2.2 Khi có sự tranh chấp hoặc có qui định và thoả thuận khác trong yêu cầu kỹ thuật, số lượng mẫu thử trong tập mẫu thử đối với một chỉ tiêu sao cho có thể có được 95 % xác suất tin cậy của kết quả thử nghiệm với giá trị không vượt quá 5 % so với giá trị trung bình của mỗi đoạn vải ứng với mỗi chiều cuộn và chiều khổ, xem TCVN 8222:2009 mục 6.
6.1.2.3 Gia công mẫu thử
Cắt các mẫu thử hình vuông kích thước không nhỏ hơn (250 x 250) mm hoặc hình tròn có đường kính không nhỏ hơn 250 mm.
6.2 Mẫu thử thông thường
Mẫu thử thông thường được tiến hành ở trạng thái khô. Khi có yêu cầu, việc thử nghiệm có thể tiến hành trong điều kiện mẫu ở trạng thái ướt.
6.3 Xử lý mẫu thử
6.3.1 Mẫu ở trạng thái khô
Đưa các mẫu thử về sự cân bằng độ ẩm trong khí quyển để thử nghiệm. Sự cân bằng đạt được khi độ tăng khối lượng của mẫu thử trong những lần cân liên tiếp với khoảng thời gian không dưới 2 giờ không vượt quá 0,1 % khối lượng của mẫu thử.
CHÚ THÍCH: Trong thử nghiệm thông thường có thể chỉ cần để mẫu thử ở điều kiện không khí chuẩn trong khoảng thời gian hợp lý trước khi thử nghiệm. Phần lớn các trường hợp đều cho thấy khoảng thời gian 24 giờ trong điều kiện phòng thử nghiệm là chấp nhận được. Tuy nhiên, một số loại sợi của mẫu thử thể hiện tốc độ cân bằng độ ẩm chậm, khi nhận được mẫu còn ướt. Trạng thái này của mẫu thử không đuợc chấp thuận trong trường hợp xảy ra tranh chấp.
6.3.2 Mẫu ở trạng thái ướt
Các mẫu thử được thử nghiệm trong điều kiện ướt phải được nhúng trong nước có nhiệt độ duy trì ở (21 ± 2) oC. Thời gian nhúng phải đủ để làm ướt hoàn toàn mẫu thử, đảm bảo không có sự thay đổi đáng kể về độ bền hoặc độ giãn. Sau khi nhúng thêm ít nhất 2 phút để làm ướt hoàn toàn mẫu thử, có thể cho thêm không quá 0,05 % chất làm ướt trung tính không ion hoá vào nước.
Khi thử nghiệm mẫu thử ở trạng thái ướt, thời gian thử nghiệm không quá 20 phút sau khi lấy mẫu thử ra khỏi nước.
7. THIẾT BỊ, DỤNG CỤ
7.1 Thiết bị nén
- Tốc độ của thiết bị phải điều chỉnh được ở tốc độ (50 ± 5) mm/min, phải ghi được giá trị lực nén và khoảng dịch chuyển tương ứng để vẽ được đường quan hệ giữa lực nén và khoảng dịch chuyển.
- Lực nén của thiết bị phụ thuộc vào loại vải ĐKT, nhưng phải có thang đo lực không nhỏ hơn 20 kN, dải đo 1 N, độ chính xác ±1 N.
CHÚ THÍCH: Lực xuyên thủng CBR của các loại vải ĐKT rất khác nhau. Để đảm bảo xác định chính xác lực xuyên thủng CBR của vải ĐKT phải lựa chọn bộ phận đo lực của máy thử nghiệm kéo cho phù hợp nhưng không lớn hơn 100 kN. - Thiết bị đo khoảng dịch chuyển phụ thuộc vào loại vải ĐKT, nhưng phải có thang đo không nhỏ hơn 300 mm, dải đo 1 mm, độ chính xác dải đo ± 0,1 mm.
7.2 Mũi xuyên
Mũi xuyên đặc; có độ cứng không dưới 30 Hrc; đường kính mũi 50 mm; bề mặt mũi xuyên phẳng; góc vát đầu mũi có bán kính 25mm.
7.3 Ngàm kẹp
Ngàm kẹp dạng phẳng có tiết diện hình vành khăn gồm hai má kẹp. Má kẹp có đường kính trong (152 + 1) mm, đường kính ngoài đảm bảo phần kẹp mẫu có bề rộng lớn hơn 50 mm. Ngàm kẹp phải đảm bảo trong khi thí nghiệm mẫu không bị tuột (xem hình1).
7.4 Dụng cụ đo kích thước của mẫu thử
Dụng cụ đo kích thước của mẫu thử có thể sử dụng các dưỡng mẫu có kích thước chuẩn hoặc thước đo có độ chính xác 1 mm.
7.5 Thiết bị làm ẩm
Bể ngâm mẫu hoặc thiết bị phun tạo nước nhỏ giọt.
![](data:image/png;base64,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)
CHÚ DẪN:
1) Mũi đột;
2) Má kẹp trên;
3) Mẫu thử;
4) Má kẹp dưới;
5) Giá đỡ ngàm kẹp.
Hình 1 - Sơ đồ thiết bị thử nghiệm lực xuyên thủng CBR
8. CÁCH TIẾN HÀNH
8.1 Vận hành thiết bị nén
- Lắp mũi xuyên vào thiết bị nén.
- Điều chỉnh ngàm kẹp sao cho mũi xuyên tiếp xúc với mặt mẫu thử.
- Đặt tốc độ khi nén là (50 ± 5) mm/min.
- Chọn thang lực đo của thiết bị nằm trong khoảng từ 30% đến 90% lực nén lớn nhất xuyên qua mẫu thử.
CHÚ THÍCH: Đối với mỗi loại vải ĐKT có lực xuyên thủng CBR khác nhau. Để thu được kết quả đo chính xác, tùy theo lực xuyên thủng CBR của mẫu thử cần lựa chọn loại thiết bị đo có thang lực nén phù hợp.
- Đặt chế độ làm việc các thiết bị tự ghi số liệu thử nghiệm.
8.2 Cách lắp mẫu thử vào ngàm kẹp
Đưa mẫu thử vào giữa chính giữa má kẹp dưới. Lắp má kẹp trên, ép hai má kẹp đủ chặt để đảm bảo không có sự trượt hoặc hư hại đối với mẫu thử trong quá trình nén. CHÚ THÍCH: Má kẹp ở dưới có thể đặt lên gá mẫu (xem hình 1).
8.3 Tiến hành thử
- Kiểm tra thứ tự từ 8.1 đến 8.2 và cho thiết bị kéo chạy cho tới khi mẫu đứt hoàn toàn.
- Lưu các số liệu thu được trong suốt quá trình thử nghiệm.
- Tiếp tục lặp lại tuần tự các bước trên cho tới khi thử nghiệm hết số lượng mẫu thử.
9. TÍNH TOÁN
9.1 Loại bỏ các kết quả dị thường
Theo quy định của TCVN 8222:2009 và gia công lại mẫu thử, xem mục 6.
9.2 Tính các giá trị của mẫu riêng lẻ
9.2.1 Xác định giá trị lực xuyên thủng CBR đối với từng mẫu Lực xuyên thủng CBR là giá trị lực nén lớn nhất (ký hiệu là PCBR ) của từng mẫu được xác định trên đường cong quan hệ giữa lực nén và khoảng dịch chuyển, đơn vị kN hoặc N, ( xem hình 2)
9.2.2 Xác định khoảng dịch chuyển đối với từng mẫu
Khoảng dịch chuyển (L) ứng với lực xuyên thủng CBR của từng mẫu được xác định trên đường cong quan hệ giữa lực nén và khoảng dịch chuyển, đơn vị mm.
9.3 Các giá trị tiêu biểu
Các giá trị tiêu biểu được xác định bởi các giá trị thu được từ các mẫu thử riêng lẻ với độ chính xác như sau:
a) Lực xuyên thủng CBR chính xác tới 1 N.
b) Khoảng dịch chuyển chính xác tới 1 mm.
CHÚ THÍCH: Loại bỏ các kết quả dị thường theo 9.1 không đưa vào tính toán. Tuy nhiên, các kết quả này cần ghi lại và báo cáo riêng.
c) Đối với mỗi tính chất, các giá trị tiêu biểu sau đây cần được xác định:
- Giá trị trung bình;
- Độ lệch chuẩn;
- Hệ số biến thiên.
( theo TCVN 8222:2009, mục 6)
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)
CHÚ DẪN:
PCBR là giá trị lực xuyên thủng CBR;
PXT là giá trị lực nén khi mũi xuyên xuyên thủng mẫu thử;
LCBR là khoảng dịch chuyển tại lực xuyên thủng CBR;
LXT là khoảng dịch chuyển tại thời điểm xuyên thủng mẫu thử.
Hình 2 – Đường cong quan hệ giữa lực nén và khoàng dịch chuyển của mũi xuyên
9.4 Yêu cầu đối với việc thử thêm
9.4.1 Khả năng lặp lại các kết quả
Khi hệ số biến đổi theo quy định tại 9.3 vượt quá 20 % cần phải tăng số mẫu thử nhiều lên để thu được kết quả có giới hạn sai số cho phép theo quy định của TCVN 8222:2009 và số lượng các mẫu thử yêu cầu được tính theo TCVN 8222:2009, mục 6.
9.4.2 Các giới hạn sai số
Kiểm tra các kết quả thu được theo qui định tại 9.3 để đảm bảo các giới hạn sai số thực tế không vượt quá giới hạn qui định. Sai số kết quả thử nghiệm được coi là thỏa mãn nếu số lần thử nghiệm tính theo TCVN 8222:2009 không vượt quá kết quả thực tế. Nghĩa là các kết quả thử nghiệm đã thỏa mãn khi thử nghiệm đủ số lần và đáp ứng yêu cầu của 9.3.
CHÚ THÍCH: Kết quả thử nghiệm theo tiêu chuẩn này có thể so sánh với kết quả thử theo tiêu chuẩn ASTM D 6241 và ISO 12236 đối với cùng loại mẫu thử.
10. BÁO CÁC THỬ NGHIỆM
Báo cáo thử nghiệm bao gồm các nội dung sau:
1) Viện dẫn tiêu chuẩn này;
2) Loại mẫu thử nghiệm (vật liệu hoặc sản phẩm);
3) Số lượng các mẫu thử được thử nghiệm;
4) Trạng thái của mẫu thử nghiệm (ướt hay khô);
5) Kiểu, chủng loại thiết bị thử nghiệm;
6) Các giá trị tiêu biểu: lực xuyên thủng CBR trung bình của cuộn vải, tính bằng kN hoặc N;
CHÚ THÍCH: Khoảng dịch chuyển trung bình của cuộn vải, tính bằng mm, khi có yêu cầu.
7) Các giá trị riêng lẻ như: lực xuyên thủng CBR của các mẫu thử trong tập mẫu thử nghiệm của cuộn vải, tính bằng kN hoặc N;
CHÚ THÍCH: Khoảng dịch chuyển của các mẫu thử trong tập mẫu thử nghiệm của cuộn vải, tính bằng mm, khi có yêu cầu.
8) Biểu đồ quan hệ giữa lực nén và khoảng dịch chuyển của mũi xuyên (hình 2);
9) Người thí nghiệm;
10) Người kiểm tra;
11) Ngày thí nghiệm;
12) Điều kiện về nhiệt độ, độ ẩm khi thử nghiệm;
13) Các thay đổi về điều kiện, qui trình thử so với tiêu chuẩn này nếu có;
14) Thông tin về kết quả bị loại bỏ kể cả nguyên nhân không dùng các kết quả đó để đánh giá các trị số tiêu biểu; và các mục khác khi yêu cầu.
11. LƯU MẪU
11.1 Mẫu lưu có diện tích không nhỏ hơn 1 m2 .
11.2 Mẫu lưu và điều kiện tiểu chuẩn theo quy định của TCVN 8222:2009.
11.3 Thời gian lưu mẫu tối thiểu là 28 ngày
Tiêu chuẩn kéo giật
Xé rách hình thang
Lực xuyên thủng CBR
Lực kháng xuyên thủng thanh
Áp lực kháng bục
Kích thước lỗ O95