Tiêu chuẩn thí nghiệm vải địa kỹ thuật theo TCVN 8871-4:2011 bao gồm:
- TCVN 8871-6: 2011: xác định kích thước lỗ bằng phương pháp sàng khô
- Quy cách lấy mẫu vải địa kỹ thuật
- Thí nghiệm vải địa kỹ thuật, báo cáo và lưu mẫu
Phần 6: Xác định kích thước lỗ biểu kiến bằng phép thử sàng khô
Geotextile - Standard test method
Part 6: Geotextile - Standard test method for apparent opening size by dry sieving test
1. PHẠM VI ÁP DỤNG
Tiêu chuẩn này quy định phương pháp xác định kích thước lỗ của các loại vải địa kỹ thuật bằng phép thử sàng khô.
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
3.1 Vải địa kỹ thuật (geotextile):
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 Kích thước lỗ biểu kiến - O95 (Apparent opening size - O95)
Kích thước lỗ biểu kiến (O95 ) của vải địa kỹ thuật được quy ước là kích thước đường kính hạt mà khối lượng của nó có 5% lọt qua mặt vải được xác định trên đường cong quan hệ giữa phần trăm lọt sàng và đường kính hạt thông qua quá trình thử nghiệm.
4. NGUYÊN TẮC
Mẫu thử được căng trong một khung rây, đổ các hạt thuỷ tinh đã định kích cỡ lên bề mặt vải ĐKT. Lắc và đập khung rây theo phương nằm ngang và phương đứng để cho các hạt thuỷ tinh lọt qua mẫu thử. Trình tự này được lặp lại trên một mẫu thử với các cỡ hạt thuỷ tinh khác nhau cho đến khi xác định được kích thước lỗ hổng biểu kiến của vải ĐKT. Mẫu được thử nghiệm ở trạng thái khô.
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 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 tròn có đường kính không nhỏ hơn 200 mm.
6.2 Xử lý mẫu thử
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.
7. THIẾT BỊ, DỤNG CỤ
7.1 Thiết bị lắc
Máy lắc rây phải tạo ra sự chuyển động theo phương nằm ngang và thẳng đứng của rây để các hạt trên rây vừa nẩy lên vừa xoay tròn, tạo ra các hướng khác nhau của chúng trên bề mặt rây. Máy lắc rây phải là một thiết bị có tần số ổn định, sử dụng một "tay đòn" để tạo sự chuyển động có qui luật cho các hạt thủy tinh.
CHÚ THÍCH: Cần phải kiểm tra thường xuyên đối với điểm tiếp xúc bằng bấc hoặc cao su trên các bộ lắc rây khi chuyển động thẳng đứng được tạo ra bởi tay đòn đập vào miếng bấc hoặc cao su. Trên nắp rây miếng bấc hoặc cao su quá mòn sẽ ảnh hưởng tới sự chuyển động của các hạt thủy tinh ảnh hưởng tới kết quả thử nghiệm.
7.2 Khay, nắp và khung rây đường kính 200 mm.
7.3 Hạt thủy tinh hình cầu với các cỡ đường kính hạt phù hợp với Bảng 1. Chuẩn bị những cỡ đường kính hạt cần thiết cho loại vải ĐKT dự kiến thử nghiệm. Chuẩn bị ít nhất 50 gam mỗi cỡ đường kính hạt để sử dụng trước khi bắt đầu thử nghiệm.
CHÚ THÍCH: Việc định cỡ tất cả các hạt cần phải được kiểm tra trước mỗi lần sử dụng bẳng cách rây trên những cặp rây được nêu ở Bảng 2.
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)
7.4 Cân có khả năng cân mẫu với độ chính xác tới ± 0,01 g.
7.5 Bộ phận khử tích điện, để phòng ngừa tích lũy điện tĩnh khi các hạt thủy tinh được lắc đều trên bề mặt của mẫu thử có thể sử dụng thiết bị hoặc những chất phun "khử tĩnh điện" .
7.6 Tủ sấy.
7.7 Khay, để hứng hạt thủy tinh lọt qua rây.
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)
CHÚ DẪN:
1) Nắp rây;
2) Rây chứa mẫu thử và hạt chuẩn;
3) Má kẹp dưới;
4) Đế rây hứng hạt chuẩn;
5) Mẫu thử;
6) Hạt thủy tinh;
7) Đệm giảm chấn;
8) Thanh tạo lực đập theo chiều thẳng đứng;
9) Bộ điều khiển thời gian đếm ngược.
Hình 1 - Sơ đồ thiết bị thử nghiệm kích thước lỗ biểu kiến
8. CÁCH TIẾN HÀNH
8.1 Lắp đặt mẫu thử vào khung rây:
Cố định mẫu thử căng và phẳng không để có nếp nhăn hoặc chỗ lồi lõm. Vải ĐKT không được kéo căng qua mức hoặc biến dạng đến mức làm thay đổi hoặc biến dạng các lỗ hổng trên vải.
8.2 Đặt khung dây lên trên khay hứng hạt thủy tinh.
8.3 Đổ (50 + 0,05) g hạt thuỷ tinh theo từng từ cỡ bắt đầu từ nhỏ nhất đã được chuẩn bị sẵn vào chính giữa của mẫu vải ĐKT.
8.4 Đậy nắp trên và đưa vào máy lắc.
8.5 Khởi động máy lắc và đập thời gian 10 phút.
8.6 Sau khi kết thúc quá trình lắc và đập:
- Lấy những hạt thủy tinh còn giữ lại trên mặt mẫu vào trong một chiếc khay;
- Lấy cả những hạt còn dính lại trên rây thu được bằng cách lật ngược mẫu thử lên và gõ mép rây làm chúng bật ra.
CHÚ THÍCH: Bước này cung cấp thông tin về số lượng hạt được giữ lại trên vải ĐKT và số lượng hạt bị tổn thất trong thí nghiệm.
8.7 Cân những hạt thủy tinh lọt qua mẫu thử, độ chính xác + 0,05 g và ghi lại số liệu.
8.8 Lắp mẫu thử tiếp theo để thử nghiệm với cỡ hạt lớn hơn một cấp đường kính (trình tự thử nghiệm được lặp lại từ 8.1 đến 8.7). Quá trình thử nghiệm lặp lại cho đến khi khối lượng của những hạt lọt qua mẫu thử không lớn hơn 5 %.
CHÚ THÍCH: Thực hiện các thử nghiệm sao cho tỷ lệ trọng lượng phần trăm hạt tiêu chuẩn lọt qua giảm dần từ giá trị trên 5 % xuống bằng hoặc nhỏ hơn 5 %.
9. TÍNH TOÁN
9.1 Tính các giá trị của mẫu riêng lẻ
Đối với mỗi cỡ hạt được thử nghiệm với từng mẫu thử tính tỷ lệ phần trăm (%) khối lượng tới số nguyên gần nhất của cỡ hạt đã lọt qua mẫu thử bằng công thức:
B =100x P/T (1)
trong đó: B là tỷ lệ phần trăm khối lượng hạt lọt qua mẫu thí nghiệm, %;
P là khối lượng hạt thủy tinh trong khay hứng, g;
T là tổng khối lượng hạt thủy tinh đã sử dụng, g.
Ghi lại các tính toán và tỷ lệ phần trăm số hạt lọt qua. Gán cho mỗi mẫu thử kích thước lỗ hổng biểu kiến bằng cỡ hạt quy định tính bằng mm của những hạt trong đó 5% trở xuống lọt qua mẫu thử.
9.2 VẼ ĐỒ THỊ
Từ kết quả thử nghiệm trên 5 mẫu thử, vẽ đồ thị biểu diễn mối quan hệ giữa tỷ lệ phần trăm (%) khối lượng hạt lọt qua mẫu tương ứng với mỗi đường kính hạt (mm) trên hệ tọa độ bán logarite.
![](data:image/png;base64,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)
CHÚ DẪN:
- AB là đường thẳng có giá trị hàm lượng hạt lọt sàng 5%;
- B là giao điểm của đường AB với đường cong thành phần hạt;
- BC là đường thẳng vuông góp với trục hoành;
- C là giá trị đường kính hạt ứng với lượng lọt sàng 5%.
Hình 2 – Đường cong quan hệ giữa phần trăm lọt sàng và đường kính hạt
9.3 Xác định kích thước lỗ hổng biểu kiến
Trên đồ thị (xem hình 2) xác định kích thước lỗ hổng biểu kiến theo các bước sau:
- Kẻ một đường thẳng qua điểm A có tung độ 5 % vuông góc với trục tung giao cắt với đường đồ thị tại điểm B (giao điểm);
- Tại B, kẻ đường thẳng vuông góc với trục hoành, giao điểm C của đường thẳng BC với trục hoành là giá trị đường kính hạt tương ứng với 5 % khối lượng hạt lọt qua mặt mẫu thử. Giá trị tại điểm C trên trục hoành chính là kích thước lỗ hổng biểu kiến của mẫu thử, tính bằng mm.
CHÚ THÍCH: Kết quả thử nghiệm theo tiêu chuẩn này có thể so sánh với kết quả thử theo tiêu chuẩn ASTM D 4751 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) Kiểu, chủng loại thiết bị thử nghiệm;
5) Giá trị kích thước lỗ hổng biểu kiến O95, tính bằng mm;
6) Biểu đồ quan hệ giữa tỷ lệ phần trăm (%) khối lượng hạt lọt qua mẫu tương ứng với mỗi kích cỡ hạt (mm) trên hệ tọa độ bán logarite (hình 2).
7) Các giá trị riêng lẻ: tỷ lệ khối lượng lọt qua mẫu thử của từng kích thước hạt chuẩn đã thử nghiệm, tính bằng %;
8) Người thí nghiệm;
9) Người kiểm tra;
10) Ngày thí nghiệm;
11) Điều kiện về nhiệt độ, độ ẩm khi thử nghiệm;
12) Các thay đổi về điều kiện, qui trình thử so với tiêu chuẩn này nếu có;
13) 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
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