Hot Rolled Steel Angel ASTM Or GB Q235 Or Q345
- Ref Price:
-
- Loading Port:
- Tianjin
- Payment Terms:
- TT OR LC
- Min Order Qty:
- 25 m.t.
- Supply Capability:
- 2000000 m.t./month
OKorder Service Pledge
OKorder Financial Service
You Might Also Like
Specification
Product Description:
OKorder is offering high quality Hot Rolled Steel Angel ASTM Or GB Q235 Or Q345 at great prices with worldwide shipping. Our supplier is a world-class manufacturer of steel, with our products utilized the world over. OKorder annually supplies products to European, North American and Asian markets. We provide quotations within 24 hours of receiving an inquiry and guarantee competitive prices.
Product Applications:
According to the needs of different structures, Angle can compose to different force support component, and also can be the connections between components. It is widely used in various building structures and engineering structures such as roof beams, bridges, transmission towers, hoisting machinery and transport machinery, ships, industrial furnaces, reaction tower, container frame and warehouse etc
Product Advantages:
Hot Rolled Steel Angel ASTM Or GB Q235 Or Q345 are durable, strong, and resist corrosion.
Main Product Features:
· Premium quality
· Prompt delivery & seaworthy packing (30 days after receiving deposit)
· Corrosion resistance
· Can be recycled and reused
· Mill test certification
· Professional Service
· Competitive pricing
Product Specifications:
Manufacture: Hot rolled
Grade: Q195 – 235
Certificates: ISO, SGS, BV, CIQ
Length: 6m – 12m, as per customer request
Packaging: Export packing, nude packing, bundled
Sizes: 25mm-250mm | ||||||||||||
a*t | ||||||||||||
25*2.5-4.0 | 70*6.0-9.0 | 130*9.0-15 | ||||||||||
30*2.5-6.6 | 75*6.0-9.0 | 140*10-14 | ||||||||||
36*3.0-5.0 | 80*5.0-10 | 150*10-20 | ||||||||||
38*2.3-6.0 | 90*7.0-10 | 160*10-16 | ||||||||||
40*3.0-5.0 | 100*6.0-12 | 175*12-15 | ||||||||||
45*4.0-6.0 | 110*8.0-10 | 180*12-18 | ||||||||||
50*4.0-6.0 | 120*6.0-15 | 200*14-25 | ||||||||||
60*4.0-8.0 | 125*8.0-14 | 250*25 | ||||||||||
FAQ:
Q1: Why buy Materials & Equipment from OKorder.com?
A1: All products offered byOKorder.com are carefully selected from China's most reliable manufacturing enterprises. Through its ISO certifications, OKorder.com adheres to the highest standards and a commitment to supply chain safety and customer satisfaction.
Q2: How do we guarantee the quality of our products?
A2: We have established an advanced quality management system which conducts strict quality tests at every step, from raw materials to the final product. At the same time, we provide extensive follow-up service assurances as required.
Q3: How soon can we receive the product after purchase?
A3: Within three days of placing an order, we will begin production. The specific shipping date is dependent upon international and government factors, but is typically 7 to 10 workdays.
- Q: Are steel angles suitable for architectural applications?
- Yes, steel angles are suitable for architectural applications. They are commonly used in construction projects to provide structural support, such as in building frames, facades, and bridges. Steel angles offer excellent strength and durability, making them a reliable choice for architects seeking a versatile and long-lasting material for their designs.
- Q: What are the different grades of steel used in manufacturing steel angles?
- Steel angles used in manufacturing can be found in various grades. These grades differ in terms of composition, strength, and other properties. The selection of a grade is based on the specific requirements of the application. One commonly used grade is mild steel, which is also known as low carbon steel or A36 steel. This grade is widely accessible and frequently utilized due to its affordability and ease of machining. It is often employed in general construction and fabrication projects. Another grade is high-strength low-alloy steel (HSLA), which contains small amounts of alloying elements such as copper, phosphorus, niobium, or vanadium. HSLA steels provide higher strength and improved corrosion resistance compared to mild steel. This makes them suitable for structural applications in heavy machinery or marine environments. There are also higher-strength steels, such as high-strength steel angles (HSS) or ultra-high-strength steel angles (UHSS). These grades are specifically engineered to offer exceptional strength and durability. They are commonly used in demanding applications like bridges, high-rise buildings, or automotive components. Stainless steel is another frequently used grade in the manufacturing of steel angles. Its excellent corrosion resistance makes stainless steel angles ideal for food processing, chemical, or marine applications where resistance to rust and staining is crucial. The specific grade of steel employed in manufacturing steel angles depends on factors like load-bearing requirements, corrosion resistance, and cost considerations. Consulting with a structural engineer or steel supplier can aid in determining the most suitable grade for a particular application.
- Q: What is the maximum span for a steel angle?
- The maximum span for a steel angle depends on various factors, such as the size and thickness of the angle, the load it will be subjected to, and the type of support it has. Therefore, it is difficult to provide a specific answer without more information.
- Q: Can steel angles be drilled?
- Yes, steel angles can be drilled. Steel angles are commonly used in construction and fabrication projects, and drilling holes in steel angles is a common practice. However, drilling steel angles may require specialized drilling equipment, such as a drill press or a high-speed steel drill bit, due to the hardness of the steel. Additionally, using cutting lubricants or coolants during the drilling process can help to reduce heat and extend the life of the drill bit. Overall, with the right tools and techniques, steel angles can be easily drilled to accommodate various construction and fabrication needs.
- Q: How do you calculate the shear force on a loaded steel angle?
- In order to determine the shear force on a loaded steel angle, one must take into account the applied load, the angle's geometry, and the steel's material properties. The term "shear force" refers to the force that acts parallel to the angle's cross-sectional area. Firstly, it is crucial to ascertain the applied load that is acting upon the steel angle. This load can be either concentrated, distributed, or a combination of both. It is of utmost importance to accurately determine the load's magnitude and location. Subsequently, the steel angle's geometry should be considered. The angle consists of two legs, each possessing specific measurements of length, width, and thickness. Precise measurements of these dimensions are necessary. Once the load and angle dimensions are obtained, the shear force can be calculated by employing the following formula: Shear Force = Load / Cross-sectional Area To calculate the cross-sectional area, one must take into account the angle's shape. Typically, the cross-sectional area of a steel angle is calculated by adding together the areas of both legs and then subtracting the area of the corner radius. In the case of unequal legs, the cross-sectional area can be calculated by adding together the areas of the longer and shorter legs and subtracting the area of the corner radius. After determining the cross-sectional area, divide the applied load by this value to determine the shear force acting on the loaded steel angle. It is important to note that the aforementioned calculation assumes that the steel angle is solely subjected to pure shear. In practical scenarios, additional factors such as bending moments and torsion may need to be taken into consideration, which would necessitate more intricate calculations and analysis. Therefore, it is advisable to consult relevant design codes, principles of structural engineering, or seek the guidance of a professional engineer for accurate and reliable results.
- Q: How do steel angles perform in cold weather conditions?
- Steel angles perform well in cold weather conditions due to their high durability and strength. The properties of steel, such as its ability to withstand extreme temperatures and resist deformation, make it an ideal material for various applications in cold environments. Steel angles are commonly used in construction, infrastructure, and manufacturing industries, where they provide structural support and stability. In cold weather, steel angles maintain their structural integrity, ensuring the safety and longevity of the structures they are used in. Additionally, steel has a low thermal expansion coefficient, meaning it does not contract or expand significantly with temperature changes, making it less susceptible to warping or cracking in freezing conditions. Overall, steel angles are a reliable choice for cold weather conditions, offering excellent performance and reliability.
- Q: How do you calculate the deflection of a steel angle?
- To calculate the deflection of a steel angle, you need to use the principles of structural engineering and specifically apply the formulas for calculating deflection in beams. These formulas typically take into account the material properties of the steel angle, such as its Young's modulus and moment of inertia, as well as the applied load and span length. By plugging these values into the appropriate equation, you can determine the deflection of the steel angle under the given conditions.
- Q: Can steel angles be drilled or machined?
- Drilling or machining steel angles is indeed possible. Their strength and durability make them popular in the construction and manufacturing sectors. Creating holes or shaping them to specific sizes is easily achievable through drilling or machining. However, it is crucial to employ suitable tools and techniques due to their tough composition, necessitating the use of high-speed drilling or machining equipment. Moreover, employing lubricants or coolant during the process can minimize friction and heat accumulation, resulting in a seamless and efficient operation.
- Q: What are the different types of steel angles used in transmission towers?
- There are primarily three types of steel angles that are commonly used in transmission towers: equal angles, unequal angles, and back-to-back angles. 1. Equal Angles: These steel angles have equal sides and are commonly denoted as L-shaped sections. They are often used as cross-arms in transmission towers, providing stability and support to the structure. Equal angles are suitable for carrying horizontal loads and are frequently used in the middle and upper sections of the tower. 2. Unequal Angles: As the name suggests, unequal angles have unequal sides. These angles are used in transmission towers to provide extra strength and stability in areas where the load distribution is not uniform. The longer side of the unequal angle is usually placed on the side where more strength is required. Unequal angles are commonly found in the lower sections of transmission towers. 3. Back-to-back Angles: Back-to-back angles are two equal angles joined together to form a single section. These angles are used in transmission towers to provide additional strength and rigidity to the structure. Back-to-back angles are often used in areas where the load distribution is not uniform, or where the tower needs to support heavier loads. They are commonly found in the base sections of transmission towers. The choice of steel angles used in transmission towers depends on various factors such as the tower's height, load requirements, and the specific design considerations. Engineers carefully analyze these factors to determine the most suitable type of steel angles for each section of the tower, ensuring the overall stability and strength of the transmission tower structure.
- Q: How do you calculate the critical buckling load for a steel angle?
- To calculate the critical buckling load for a steel angle, you would use the Euler buckling formula, which states that the critical buckling load is equal to the Euler buckling stress multiplied by the cross-sectional area of the angle. The Euler buckling stress can be determined by using the formula σ = (π^2 * E) / (l / r)^2, where σ is the Euler buckling stress, E is the elastic modulus of the steel, l is the length of the angle, and r is the radius of gyration of the angle's cross-section.
Send your message to us
Hot Rolled Steel Angel ASTM Or GB Q235 Or Q345
- Ref Price:
-
- Loading Port:
- Tianjin
- Payment Terms:
- TT OR LC
- Min Order Qty:
- 25 m.t.
- Supply Capability:
- 2000000 m.t./month
OKorder Service Pledge
OKorder Financial Service
Similar products
Hot products
Hot Searches
Related keywords
