5/16 x 3-1/2 Hex Lag Screws
Categories: Hot Dip Galvanized Hex Lag Screws
- Finish: Hot Dipped Galvanized
- Material: Steel
- Color: Gray
- Brand: Midwest
- Scale: Standard
- Length: 3-1/2"
- Head Type: Hex
- Drive Size: 1/2" Wrench/Socket
- Drive Type: Wrench/Socket
- Thread Type: Coarse
- Package Type: Box
Product Description:
These 5/16 x 3-1/2 Hex Lag Screws from Midwest are crafted from high-strength steel and feature a hot-dip galvanized finish for excellent corrosion resistance and durability in outdoor and heavy-duty applications. Designed with a large hexagonal head, they allow for high torque installation using wrenches or sockets, ensuring a secure fastening in wood, lumber, and structural materials. The deep, coarse threads provide superior holding power, making these screws ideal for demanding construction projects.
Commonly used in woodworking, heavy timber construction, and outdoor building projects, these lag screws excel in scenarios where strength and long-lasting performance are essential. Pre-drilled pilot holes help reduce wood splitting and ensure precise alignment during installation. Midwest’s lag screws are a reliable choice for professionals and DIY enthusiasts looking to securely fasten heavy timber and structural components in environments exposed to the elements.
Features:
- Made from high-strength steel with a hot-dip galvanized coating for excellent corrosion resistance and long-lasting performance in outdoor and heavy-duty applications.
- Large hexagonal head allows for high torque installation with wrenches or sockets, ensuring secure fastening in wood and structural materials.
- Deep, coarse threads provide superior holding power in wood, lumber, and heavy timber applications.
- Pre-drill pilot holes for efficient driving, reducing wood splitting and ensuring accurate alignment.
- Ideal for demanding construction projects, these lag screws deliver exceptional strength and corrosion resistance, making them perfect for securely fastening heavy timber in outdoor environments where durability is critical.
