Equal Steel Angle Q235
- Ref Price:
-
- Loading Port:
- Tianjin
- Payment Terms:
- TT OR LC
- Min Order Qty:
- -
- Supply Capability:
- -
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Specifications of Equal Angle Steel
1.Standards:GB
2.Length:6m,9m,12m
3.Material:GBQ235 or Equivalent
4. Size:
Size (mm) | Mass (mm) | Size (mm) | Mass (mm) |
| 40*40*3 | 1.852 | 45*45*5 | 3.369 |
| 40*40*4 | 2.422 | 50*50*4 | 3.059 |
| 40*40*5 | 2.976 | 50*50*5 | 3.77 |
| 45*45*4 | 2.736 | 50*50*6 | 4.465 |
Usage & Applications of Equal Anlge Steel
Trusses;
Transmission towers;
Telecommunication towers;
Bracing for general structures;
Stiffeners in structural use.
Packaging & Delivery of Equal Angle Steel
1. Transportation: the goods are delivered by truck from mill to loading port, the maximum quantity can be loaded is around 40MTs by each truck. If the order quantity cannot reach the full truck loaded, the transportation cost per ton will be little higher than full load.
2. With bundles and load in 20 feet/40 feet container, or by bulk cargo, also we could do as customer's request.
3. Marks:
Color mark: There will be color marking on both end of the bundle for the cargo delivered by bulk vessel. That makes it easily to distinguish at the destination port.
Tag mark: There will be tag mark tied up on the bundles. The information usually including supplier logo and name, product name, made in China, shipping marks and other information request by the customer.
If loading by container the marking is not needed, but we will prepare it as customer request.
*If you would like to get our price, please inform us the size, standard/material and quantity. Thank you very much for your attention.
- Q: How do steel angles contribute to the overall stiffness of a structure?
- Steel angles contribute to the overall stiffness of a structure in several ways. First and foremost, they provide additional support and rigidity to the framework of the structure. Due to their L-shape, steel angles can be used to reinforce the corners and edges of various components, such as beams, columns, and trusses. This reinforcement helps to prevent buckling, twisting, or bending that may occur under heavy loads or external forces. Moreover, steel angles can be strategically placed at key locations within a structure to resist and distribute loads more efficiently. By adding steel angles as bracing elements, the overall stiffness of the structure is enhanced, reducing the chances of excessive deflection or deformation. This is particularly important in structures that are subjected to dynamic loads, such as wind or seismic forces, as the angles help to resist and dissipate these forces throughout the structure. Additionally, steel angles can be interconnected to form a network of diagonal bracing, which significantly improves the overall stiffness and stability of the structure. This bracing system allows the angles to transfer loads from one component to another, effectively reducing the risk of failure or collapse. The use of steel angles in this manner can also help to minimize the amount of material and weight required, making the structure more cost-effective and efficient. In summary, steel angles play a crucial role in contributing to the overall stiffness of a structure by providing reinforcement, supporting key components, and distributing loads. Their versatility and strength make them an essential element in the design and construction of various types of structures, ensuring their stability, durability, and safety.
- Q: What is the maximum axial load for a steel angle?
- The maximum axial load for a steel angle depends on several factors including the dimensions and thickness of the angle, the grade and quality of the steel, and the specific application or use of the angle. However, in general, the maximum axial load for a steel angle can be determined by calculating its allowable stress or ultimate strength. The allowable stress is the maximum stress that a material can withstand without experiencing permanent deformation or failure. To calculate the allowable stress for a steel angle, you would need to know the yield strength of the steel. This is the stress at which the material begins to permanently deform or yield. The maximum axial load can then be calculated by multiplying the allowable stress by the cross-sectional area of the angle. On the other hand, the ultimate strength is the maximum stress that a material can withstand before it fractures or breaks. If the ultimate strength of the steel is known, the maximum axial load can be calculated by multiplying the ultimate strength by the cross-sectional area of the angle. It is important to note that the maximum axial load also depends on the length and support conditions of the steel angle. Longer angles or angles with inadequate support may experience additional bending or buckling, which can affect their maximum load-bearing capacity. In summary, the maximum axial load for a steel angle can be determined by calculating its allowable stress or ultimate strength, considering the dimensions, thickness, grade, and quality of the steel, as well as the specific application and support conditions. It is recommended to consult engineering handbooks or reference materials specific to the type of steel angle being used for accurate load capacity calculations.
- Q: What is the cost of a steel angle?
- The cost of a steel angle can vary depending on various factors such as size, thickness, and market conditions. It is best to check with local suppliers or online retailers to get an accurate and up-to-date price for a specific steel angle.
- Q: Where can steel angles be purchased?
- Steel angles can be purchased from a variety of sources. One option is to visit a local hardware store or building supply center that specializes in construction materials. These stores typically carry a wide range of steel products, including steel angles. Another option is to search online for suppliers or distributors that specialize in steel products. Many online retailers offer a wide selection of steel angles and provide the convenience of shopping from home. Additionally, contacting local steel fabrication companies or metal suppliers could be a good option, as they often sell steel angles in various sizes and grades. It is recommended to compare prices, quality, and reviews before making a purchase to ensure getting the best deal and product suitable for the intended use.
- Q: Can steel angles be used as bracing elements in a structure?
- Indeed, steel angles possess the capability to serve as bracing elements within a structure. Due to their remarkable strength and stability, steel angles are frequently employed in the realm of construction. Employed as bracing elements, steel angles proficiently combat lateral forces, thereby averting any potential deformation or collapse of the structure. They frequently fulfill the role of providing supplementary support and stability to structural components, such as beams or columns, by interconnecting them at precise angles. The fabrication and installation of steel angles are easily accomplished, rendering them a versatile and cost-efficient option for bracing elements in a wide array of structures, encompassing buildings, bridges, and industrial facilities.
- Q: How do you protect steel angles during transportation?
- To protect steel angles during transportation, it is important to use proper packaging and secure them tightly to prevent any movement or shifting. This can be achieved by using sturdy crates or pallets, wrapping them in protective materials such as foam or bubble wrap, and using straps or bands to secure them in place. Additionally, ensuring that the angles are properly cushioned and avoiding contact with other sharp or abrasive materials will help prevent any damage or scratches.
- Q: What are the different design considerations for steel angles in architectural applications?
- When incorporating steel angles into architectural applications, there are various factors to consider. These factors encompass load-bearing capacity, structural integrity, aesthetics, design flexibility, and corrosion resistance. Load-bearing capacity is a primary concern when using steel angles in architectural applications. They are often employed for structural support purposes, so it is essential to ensure they can withstand the anticipated loads. This necessitates calculating the maximum load they will bear and selecting angles of appropriate size and thickness to handle these loads safely. Structural integrity is another crucial consideration. Architects and engineers must take into account factors such as the angles' resistance to bending, buckling, and shear. The design must also consider their ability to distribute loads evenly, minimizing the risk of failure or deformation. Aesthetics also hold significant importance in architectural design, and steel angles can contribute to the overall visual appeal of a building. By incorporating angles with different profiles, finishes, or decorative elements, architects can enhance the design and create visually appealing structures. It is crucial for the angles to complement the overall architectural style and seamlessly blend with other building materials. Design flexibility is another vital consideration. Architects often require angles that can be easily customized or fabricated to meet their specific design requirements. Steel angles offer the ability to be cut, welded, or bent, allowing for the creation of unique shapes and angles and enabling creative architectural solutions. Lastly, it is important to evaluate the material properties and corrosion resistance of the steel angles. Architects need to assess the environmental conditions of the project site and choose angles that can withstand exposure to moisture, chemicals, or other corrosive agents. Applying proper coatings or treatments can protect the angles from corrosion and ensure their longevity. In conclusion, the design considerations for steel angles in architectural applications include load-bearing capacity, structural integrity, aesthetics, design flexibility, and corrosion resistance. By carefully examining these factors, architects can select steel angles that fulfill both the functional and visual requirements of their projects, resulting in safe, durable, and visually appealing architectural structures.
- Q: How do you determine the center of gravity for a steel angle?
- To determine the center of gravity for a steel angle, you need to consider its shape and dimensions. The center of gravity is the point where the weight of the object is evenly distributed, and finding this point is crucial for understanding its stability and balance. First, measure the length, width, and thickness of the steel angle. These measurements will help you calculate the area and volume of the angle, which are essential for determining the center of gravity. Next, locate the centroid of the steel angle. The centroid is the geometric center of the object, and it represents the point where all the weight is concentrated. For a symmetrical steel angle, the centroid will be at the intersection of the two axes of symmetry. However, if the angle is asymmetrical, finding the centroid might require more complex calculations. To calculate the centroid, use the formulas for the area moment of inertia. These formulas depend on the shape of the angle. For example, if the angle is a simple L-shape, the centroid can be determined by finding the average of the coordinates of the two legs' centroids. Once you have determined the centroid, you can then locate the center of gravity. The center of gravity coincides with the centroid of the steel angle in uniform density objects. However, for objects with non-uniform density, additional calculations might be required to account for variations in weight distribution. In summary, determining the center of gravity for a steel angle involves measuring its dimensions, calculating the centroid based on its shape, and then locating the center of gravity. This information is crucial for understanding the angle's stability and balance, especially in applications where it will be subjected to external forces or loads.
- Q: Are steel angles suitable for earthquake-prone areas?
- Due to their exceptional structural properties, steel angles find widespread use in construction, especially in areas prone to earthquakes. The L-shaped configuration of steel angles imparts significant stability and strength, rendering them ideal for withstanding seismic forces. Renowned for their high tensile strength and resistance to bending and twisting, steel angles play a vital role in earthquake situations. Moreover, steel is a ductile material capable of undergoing substantial deformation without failing, thereby absorbing a portion of the seismic energy generated. This flexibility effectively prevents catastrophic structural collapse during earthquakes. Additionally, steel angles can be easily fastened together through bolting or welding, ensuring efficient and cost-effective construction processes. Nonetheless, it is crucial to emphasize that the design and construction of structures in earthquake-prone areas must adhere to local building codes and regulations to guarantee maximum safety.
- Q: Are steel angles resistant to chemicals?
- Yes, steel angles are generally resistant to chemicals due to their high durability and corrosion resistance. However, their resistance may vary depending on the specific type of chemical and environment they are exposed to.
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Equal Steel Angle Q235
- Ref Price:
-
- Loading Port:
- Tianjin
- Payment Terms:
- TT OR LC
- Min Order Qty:
- -
- Supply Capability:
- -
OKorder Service Pledge
Quality Product, Order Online Tracking, Timely Delivery
OKorder Financial Service
Credit Rating, Credit Services, Credit Purchasing
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