Hot Rolled Steel Angle Euqal Angle Bar Uneuqal Angle Bar Made In China
- Ref Price:
-
- Loading Port:
- Tianjin
- Payment Terms:
- TT OR LC
- Min Order Qty:
- 50 m.t.
- Supply Capability:
- 30000 m.t./month
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Product Description:
OKorder is offering Hot Rolled Steel Angle Euqal Angle Bar Uneuqal Angle Bar Made In China
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:
Hot Rolled Steel Angle Euqal Angle Bar Uneuqal Angle Bar Made In China are ideal for structural applications and are widely used in the construction of buildings and bridges, and the manufacturing, petrochemical, and transportation industries.
Product Advantages:
OKorder's Hot Rolled Steel Angle Euqal Angle Bar Uneuqal Angle Bar Made In China
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:
1.Standards:GB,ASTM,BS,AISI,DIN,JIS
2.Invoicing on theoretical weight or actual weight as customer request
3.Material: JIS G3192,SS400;SS540.
4. Payment terms:
1).100% irrevocable L/C at sight.
2).30% T/T prepaid and the balance against the copy of B/L.
3).30% T/T prepaid and the balance against L/C
5.Sizes:
Name | Stainless Steel Angles | ||||||
Standard | ASTM A554, A312, A249, A269 and A270 | ||||||
Material Grade | 304,316,201,202, 316L,430 | ||||||
Length | 6m or as customers' request | ||||||
Tolerance | a) thickness: +/-0. 15mm | ||||||
b) Length:+/-4. 5mm - 0mm | |||||||
Surface | 180G, 320G, 400G Satin / Hairline(Matt Finish, Brush, Dull Finish) 400G, 500G, 600G or 800G Mirror finish | ||||||
Application | Decoration construction, upholstery, industry instruments | ||||||
Test | Squash test, Extended test, Water pressure test, Crystal rot test, Heat treatment, NDT | ||||||
Chemical Composition of Material |
Composition
Material | 201 | 202 | 304 | 316L | 430 | |
C | ≤0.15 | ≤0.15 | ≤0.08 | ≤0.08 | ≤0.12 | ||
Si | ≤1.00 | ≤1.00 | ≤1.00 | ≤1.00 | ≤1.00 | ||
Mn | 5.5-7.5 | 7.5-10 | ≤2.00 | ≤2.00 | ≤1.00 | ||
P | ≤0.06 | ≤0.06 | ≤0.045 | ≤0.045 | ≤0.040 | ||
S | ≤0.03 | ≤0.03 | ≤0.030 | ≤0.030 | ≤0.030 | ||
Cr | 16-18 | 17-19 | 18-20 | 16-18 | 16-18 | ||
Ni | 3.5-5.5 | 4-6 | 8-10.5 | 10-14 | |||
Mo | 2.0-3.0 | ||||||
Mechanical Property | Material Item | 201 | 202 | 304 | 316L | ||
Tensile Strength | ≥535 | ≥520 | ≥520 | ≥520 | |||
Yield Strength | ≥245 | ≥205 | ≥205 | ≥205 | |||
Extension | ≥30% | ≥30% | ≥35% | ≥35% | |||
Hardness (HV) | <253 | <253 | <200 | <200 | |||
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: What are the typical lengths of steel angles?
- Steel angles come in a range of lengths depending on their intended purpose and use. Generally, they are found in standard sizes of 20 feet or 6 meters, which are favored by manufacturers and construction firms for their convenience and easy transport. Moreover, steel angles can be tailored to meet the specific length requirements of a particular project.
- Q: How do you connect two steel angles together?
- Two steel angles can be connected together using various methods such as welding, bolting, or using steel angle connectors. Welding involves melting the steel angles together to form a strong bond. Bolting involves using bolts, washers, and nuts to secure the angles together. Steel angle connectors are pre-fabricated brackets that can be used to connect the angles securely. The choice of method depends on the specific application and the desired strength and durability of the connection.
- Q: Are steel angles suitable for architectural applications?
- Yes, steel angles are suitable for architectural applications. Steel angles are often used in construction and architectural projects for their versatility, strength, and aesthetic appeal. They can be used to create structural frames, supports, and connections, as well as for decorative purposes. Steel angles come in a variety of sizes, thicknesses, and finishes, allowing architects to choose the most suitable option for their specific design requirements. Additionally, steel angles can be easily welded, drilled, and manipulated to fit different angles and shapes, making them a versatile and cost-effective choice for architectural applications.
- Q: How do you calculate the moment of inertia for a steel angle?
- To calculate the moment of inertia for a steel angle, you need to know the dimensions and shape of the angle. The moment of inertia is a measure of an object's resistance to changes in rotation. It depends on the mass distribution and the distance of the object's mass from the axis of rotation. For a steel angle, the moment of inertia can be calculated using the parallel axis theorem, which states that the moment of inertia about an axis parallel to the original axis is equal to the sum of the moment of inertia about the original axis and the product of the mass and the square of the distance between the two axes. To calculate the moment of inertia for a steel angle, you can follow these steps: 1. Measure the dimensions of the steel angle, including the length, width, and thickness. 2. Calculate the area of the angle by multiplying the length by the thickness. 3. Determine the centroid of the angle, which is the point at which the mass is evenly distributed. For a symmetrical angle, the centroid is at the intersection of the two legs. For an unsymmetrical angle, the centroid can be calculated using the geometric properties of the shape. 4. Calculate the moment of inertia about the centroid axis using the formula for a rectangle: I = (1/12) * width * thickness^3. This assumes that the angle is a thin-walled section. 5. Calculate the distance between the centroid axis and the axis about which you want to calculate the moment of inertia. This can be done by measuring the perpendicular distance between the two axes. 6. Use the parallel axis theorem to calculate the moment of inertia about the desired axis. The formula is: I_total = I_centroid + mass * distance^2. By following these steps, you can calculate the moment of inertia for a steel angle. It is important to note that these calculations assume a simplified model of the angle and may not be accurate for complex or irregular shapes.
- Q: How do steel angles contribute to the overall aesthetic of a structure?
- There are numerous ways in which steel angles can enhance the overall aesthetic of a structure. Firstly, their sleek and tidy lines can bring a modern and contemporary touch to the design. The sharp edges and precise angles of steel angles can generate a feeling of strength and solidity, resulting in a bold and industrial atmosphere for the structure. Furthermore, steel angles offer the opportunity to create captivating and dynamic shapes within the architecture. Their versatility allows for the development of unique and attention-grabbing designs, such as cantilevered balconies or intricate lattice patterns. These visually pleasing features can become focal points of the structure, enhancing its overall aesthetic appeal. In addition, steel angles can be utilized to establish a sense of rhythm and repetition in the design. By incorporating them in a consistent pattern or arrangement, they can create a visual harmony and balance. This repetition can be particularly effective in large-scale structures, where the steel angles can break up the monotony of the façade and add visual interest. Moreover, steel angles contribute to the durability and longevity of the structure, which, in turn, enhances its aesthetic value. Steel is renowned for its strength and resilience, and when used in angles, it provides structural support and stability. This durability ensures that the structure remains visually appealing for many years without compromising on safety or integrity. Overall, steel angles play a significant role in the aesthetic of a structure, adding a sense of modernity, strength, and versatility. Their clean lines, dynamic shapes, and durability all contribute to creating a visually appealing and impactful architectural design.
- Q: What are the different surface treatments available for galvanized steel angles?
- Some of the different surface treatments available for galvanized steel angles include powder coating, painting, and hot-dip galvanizing. Additionally, there are options for epoxy coating and zinc-rich primers to enhance corrosion resistance and provide a desired aesthetic finish.
- Q: Can steel angles be used for solar panel installations?
- Yes, steel angles can be used for solar panel installations. Steel angles provide structural support and stability for solar panels when they are mounted on rooftops or other structures. They are commonly used to create a framework or mounting system that securely holds the panels in place. Steel angles are strong and durable, able to withstand the weight of the panels and any external forces such as wind or snow loads. Additionally, steel angles can be easily fabricated and customized to fit specific installation requirements, making them a versatile choice for solar panel installations.
- Q: 6# specification for angle iron
- 6# angle steel refers to equal angles, 60 * 60.
- Q: What is a steel angle?
- A steel angle, also known as an angle iron or L-shaped bar, is a structural steel product that features two perpendicular legs joined together at a 90-degree angle. It is commonly used in construction and engineering applications as a support or reinforcement for various structures due to its strength and versatility. Steel angles are typically made from carbon steel or stainless steel and come in various dimensions, thicknesses, and lengths to suit different project requirements. They can be easily cut, welded, and bolted, making them a popular choice for framing, bracing, and supporting beams, columns, and other structural elements. Additionally, steel angles are also frequently utilized in the manufacturing of shelves, brackets, frames, and other metalwork applications.
- Q: How do you calculate the radius of gyration for a steel angle?
- When calculating the radius of gyration for a steel angle, one must consider the dimensions and properties of the angle. This measure determines how the mass of an object is distributed around its axis of rotation, indicating the distance of the mass from the axis and its impact on rotational stability. The formula for determining the radius of gyration of a steel angle is as follows: k = √(I / A) In this formula: - k represents the radius of gyration - I denotes the moment of inertia regarding the angle's axis of rotation - A represents the cross-sectional area of the steel angle The moment of inertia (I) signifies an object's resistance to changes in rotational motion and depends on its shape and size. The cross-sectional area (A) of the steel angle refers to the total enclosed area within its shape. To calculate the moment of inertia, one can utilize the specific formula for the steel angle's shape. For instance, if the angle possesses equal flanges, the formula becomes: I = (b1 * h1³ + b2 * h2³) / 12 In this formula: - b1 and b2 denote the widths of the angle's flanges - h1 and h2 represent the thicknesses of the angle's flanges After determining the moment of inertia and the cross-sectional area, these values can be substituted into the radius of gyration formula to obtain the radius of gyration (k). It is essential to acknowledge that the radius of gyration is a theoretical value assuming the object possesses a perfect, homogeneous shape. In reality, factors like material imperfections, loading conditions, and connection details can impact the actual behavior and stability of a steel angle. Therefore, it is always advisable to consult engineering resources or professionals for accurate and specific calculations pertaining to structural design and analysis.
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Hot Rolled Steel Angle Euqal Angle Bar Uneuqal Angle Bar Made In China
- Ref Price:
-
- Loading Port:
- Tianjin
- Payment Terms:
- TT OR LC
- Min Order Qty:
- 50 m.t.
- Supply Capability:
- 30000 m.t./month
OKorder Service Pledge
OKorder Financial Service
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