• Equal Angle Steel or Unequal Angle Steel 20mm-250mm System 1
  • Equal Angle Steel or Unequal Angle Steel 20mm-250mm System 2
  • Equal Angle Steel or Unequal Angle Steel 20mm-250mm System 3
Equal Angle Steel or Unequal Angle Steel 20mm-250mm

Equal Angle Steel or Unequal Angle Steel 20mm-250mm

Ref Price:
get latest price
Loading Port:
Tianjin
Payment Terms:
TT OR LC
Min Order Qty:
25 m.t.
Supply Capability:
20000000 m.t./month

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Product Description:

OKorder is offering high quality Hot Rolled Steel I-Beams 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:

OKorder's Steel I-Beams 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: How soon can we receive the product after purchase?

A1: 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.

Q2: What makes stainless steel stainless?

A2: Stainless steel must contain at least 10.5 % chromium. It is this element that reacts with the oxygen in the air to form a complex chrome-oxide surface layer that is invisible but strong enough to prevent further oxygen from "staining" (rusting) the surface. Higher levels of chromium and the addition of other alloying elements such as nickel and molybdenum enhance this surface layer and improve the corrosion resistance of the stainless material.

Q3: Can stainless steel rust?

A3: Stainless does not "rust" as you think of regular steel rusting with a red oxide on the surface that flakes off. If you see red rust it is probably due to some iron particles that have contaminated the surface of the stainless steel and it is these iron particles that are rusting. 

Equal Angle Steel or Unequal Angle Steel 20mm-250mm

Equal Angle Steel or Unequal Angle Steel 20mm-250mm


Q: Can steel angles be used in marine environments?
Yes, steel angles can be used in marine environments. Steel angles are commonly used in the construction industry due to their strength and versatility. In marine environments, where corrosion and exposure to saltwater can be a concern, it is important to use corrosion-resistant materials. Stainless steel angles or galvanized steel angles are often used in marine applications as they offer excellent resistance to corrosion. These materials have protective coatings or alloys that prevent rusting and degradation, ensuring their durability and longevity in marine environments. Additionally, steel angles can be designed and fabricated to meet specific requirements and regulations for marine structures such as shipbuilding, offshore platforms, and marine piers.
Q: What are the different fabrication techniques used for steel angles?
Steel angles can be fabricated using various techniques, depending on specific requirements and desired outcomes. Some commonly used techniques include: 1. The most common fabrication technique for steel angles is hot rolling. In this process, the steel is heated above its recrystallization temperature and shaped into the desired angle profile by passing it through a series of rollers. Hot rolling improves the mechanical properties of the steel and provides a smooth surface finish. 2. Cold rolling, similar to hot rolling, is performed at room temperature. It is often used to produce steel angles with tighter dimensional tolerances and improved surface finish, while also enhancing the mechanical properties of the steel. 3. Laser cutting is a precise and efficient method used to cut steel angles into the desired shape and size. A high-powered laser beam melts or vaporizes the material along the cutting path, offering excellent accuracy, speed, and versatility. 4. Welding is commonly employed to join steel angles together or attach them to other structural components. Various welding techniques, such as arc welding, gas metal arc welding (MIG), or tungsten inert gas (TIG) welding, can be used depending on the application and desired joint strength. 5. Bending is another technique utilized to fabricate steel angles. It involves applying force to bend the steel into the desired angle shape. Bending can be achieved using press brakes, rollers, or hydraulic machines. This technique is particularly useful when precise angle measurements and specific radius requirements are necessary. 6. CNC machining, a highly precise and automated technique, is employed to produce steel angles with complex shapes and intricate details. Computer-controlled tools remove material from the steel, creating the desired angle profile. Each fabrication technique has its own advantages and limitations. The choice of technique depends on factors such as angle dimensions, tolerances, surface finish requirements, and the intended application of the steel angles.
Q: Angle iron specifications 125 * 80 * 101 m multiple
Angle iron specifications 125 * 80 * 10 weight: 15.3075kg/m.Angle called angle, the steel strip is perpendicular to each other on both sides into the corner. There are equal angles and unequal angles. The two sides of an equal angle steel are equal in width. The specifications are expressed in millimeters of edge width * edge width * edge thickness. Such as "/ 30 x 30 x 3", that is 30 mm width equal angle, edge thickness of 3 mm. Also available models that model is the number of centimeters wide, such as angle 3#. The model does not mean the size of the different edges and sizes of the same model. Therefore, the width, the edge and the thickness of the angle iron should be filled out in the contract and other documents, so as not to be indicated by the model alone. Standard Specification for hot-rolled equal angle iron is 2#-20#. The angle iron can be made up of different force components according to the different structure, and can also be used as the connecting piece between the components. Widely used in a variety of architectural and engineering structures, such as beams, bridges, towers, hoisting and conveying machinery, ships, industrial furnace, reaction tower, container frame and warehouse.
Q: How do you calculate the shear force on a loaded steel angle?
To calculate the shear force on a loaded steel angle, you need to determine the applied load on the angle and consider the angle's cross-sectional properties. Shear force can be calculated by multiplying the applied load by the appropriate factor of safety, and dividing it by the cross-sectional area of the angle.
Q: How do you calculate the deflection of a steel angle under load?
If you want to determine the deflection of a steel angle when it is under load, you can utilize the principles of structural engineering and the concept of beam deflection. Beam deflection refers to the extent to which a beam bends or sags when a load is applied. To begin with, you must ascertain the properties of the steel angle, including its cross-sectional area, moment of inertia, and modulus of elasticity. These properties can be acquired through testing or by referring to the manufacturer's specifications. Afterward, you should identify the type of loading that the steel angle will experience, whether it is a uniformly distributed load or a concentrated load. The magnitude and distribution of the load will impact the deflection. Once you have gathered the necessary information, you can employ various equations and formulas to calculate the deflection. One frequently used equation is the Euler-Bernoulli beam equation, which establishes a relationship between the deflection of a beam, the applied load, the beam's length, and the material properties. The equation for computing the deflection of a simply supported beam, such as a steel angle, under a uniformly distributed load, is as follows: δ = (5 * w * L^4) / (384 * E * I) Here: δ represents the deflection w denotes the uniform load per unit length L signifies the length of the beam E represents the modulus of elasticity of the steel angle I represents the moment of inertia of the steel angle about its neutral axis For a concentrated load, the equation will have slight variations. Furthermore, if the steel angle does not have simple support but rather different boundary conditions, such as being fixed at one end, the equations will differ accordingly. It is important to note that these equations offer an estimation of the deflection, assuming that the steel angle behaves linearly and elastically. In reality, there may be other factors that affect the deflection, such as material imperfections or non-linear behavior under high loads. Therefore, it is always advisable to consult a structural engineer or utilize specialized software for a more accurate and comprehensive calculation of deflection.
Q: What are the common applications of steel angles in architecture?
Steel angles are widely used in architecture for various applications due to their versatility and strength. Some common applications of steel angles in architecture include: 1. Structural support: Steel angles are often used as structural support elements in building construction. They can be welded or bolted together to form a sturdy framework that provides strength and stability to the structure. 2. Framing: Steel angles are commonly used in framing applications such as door and window frames, as well as in the construction of roof trusses. They provide rigidity and support to the overall structure, ensuring that it remains stable and durable. 3. Reinforcement: Steel angles are often used to reinforce concrete structures. They can be embedded into concrete walls, columns, and beams to enhance their load-bearing capacity and resistance to deformation. 4. Staircases and handrails: Steel angles are frequently used in the construction of staircases and handrails. They provide a strong and durable framework that ensures the safety and stability of these architectural elements. 5. Architectural detailing: Steel angles are also utilized for architectural detailing purposes. They can be used to create decorative elements such as cornices, brackets, and ornamental features that add aesthetic appeal to the building. 6. Industrial applications: Steel angles find application in industrial settings, such as factories and warehouses, where they are used to create sturdy platforms, mezzanines, and equipment supports. Overall, steel angles are a versatile and reliable material that offers numerous benefits for architectural applications. Their strength, durability, and flexibility make them an ideal choice for a wide range of architectural structures and features.
Q: Are steel angles suitable for load-bearing walls?
Yes, steel angles can be suitable for load-bearing walls. Steel angles are commonly used in construction for their structural strength and stability. They are designed to bear heavy loads and provide support to the walls. Steel angles are often used as lintels above doors and windows to transfer the load from above to the surrounding walls. They can also be used as vertical supports in walls to bear the weight of the floors and roof. However, it is important to consult with a structural engineer or a professional builder to determine the appropriate size and placement of steel angles for load-bearing walls, as the specific requirements may vary depending on the building design and load conditions.
Q: Can steel angles be used for manufacturing vehicle frames?
Indeed, vehicle frames can be manufactured using steel angles. Owing to their robustness and capacity to offer structural reinforcement, steel angles are frequently employed in construction and engineering. By welding or bolting them together, a resilient and long-lasting frame for vehicles can be effortlessly created. These angles can be conveniently tailored and contoured to meet precise design specifications, enduring the diverse strains and pressures that a vehicle frame may face while in operation. Moreover, steel angles are easily accessible and economical, rendering them a favored option for vehicle frame production.
Q: How do you determine the shear capacity of a steel angle?
To determine the shear capacity of a steel angle, several factors need to be considered. The shear capacity is the maximum load that the angle can sustain without failure in shear. The first step in determining the shear capacity is to identify the properties of the steel angle, such as the material grade and dimensions. The grade of the steel determines its strength properties, which are crucial for calculating the shear capacity. The dimensions of the angle, including the length, width, and thickness, will also play a significant role in the calculations. Next, it is necessary to determine the critical shear area of the angle. This area represents the portion of the angle that will experience the highest shear stress during loading. The critical shear area can be calculated by considering the location of the applied load and the geometry of the angle. Once the critical shear area is determined, the next step is to calculate the shear stress acting on this area. The shear stress is calculated by dividing the applied load by the area. It is important to ensure that the shear stress does not exceed the allowable shear stress for the specific grade of steel being used. The allowable shear stress is typically provided by design codes or standards. Finally, the shear capacity of the steel angle can be calculated by multiplying the shear stress by the critical shear area. This calculation provides the maximum load that the angle can sustain without failure in shear. It is important to note that the shear capacity of a steel angle may be influenced by other factors such as the presence of holes or welds, which can weaken the structure. In such cases, additional calculations or considerations may be required. Overall, determining the shear capacity of a steel angle involves considering the properties of the steel, calculating the critical shear area, determining the shear stress, and ensuring that it does not exceed the allowable shear stress for the material grade.
Q: Can steel angles be used in bridges or elevated walkways?
Bridges and elevated walkways can indeed utilize steel angles. Construction projects often employ steel angles because of their strength and versatility. These angles offer structural support and stability, making them perfect for applications like bridges and elevated walkways. By utilizing steel angles, one can establish a framework and support system that guarantees durability and safety for these structures. Furthermore, the ease of welding or bolting steel angles together enables efficient installation and maintenance. In conclusion, the construction of bridges and elevated walkways frequently leans towards steel angles due to their strength, dependability, and user-friendly nature.

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