Equal Angle Steel Prime Hot Rolled for Construction
- Ref Price:
-
- Loading Port:
- Tianjin
- Payment Terms:
- TT or LC
- Min Order Qty:
- 25 m.t.
- Supply Capability:
- 40000 m.t./month
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Product Description:
OKorder is offering Equal Angle Steel Prime Hot Rolled for Construction 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:
Equal Angle Steel Prime Hot Rolled for Construction 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 Equal Angle Steel Prime Hot Rolled for Construction 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:
Hot Rolled Equal Angle Steel
1.Professional factory
2.Angle steel Size:20-200MM
3.Angle steel Standard:JIS
4.Materials:SS400
Commodity Size(mm) Theoretical Weight(kg/m)
EQUAL ANGLE 20*20*3 0.889
EQUAL ANGLE 20*20*4 1.145
EQUAL ANGLE 25*25*2.5 0.932
EQUAL ANGLE 25*25*2.7 1.003
EQUAL ANGLE 25*25*3.0 1.124
EQUAL ANGLE 25*25*4.0 1.459
EQUAL ANGLE 30*30*2.5 1.128
EQUAL ANGLE 30*30*3.0 1.373
EQUAL ANGLE 30*30*4.0 1.786
EQUAL ANGLE 35*35*3.0 1.578
EQUAL ANGLE 35*35*4.0 2.072
EQUAL ANGLE 35*35*5.0 2.551
EQUAL ANGLE 38*38*2.5 1.442
EQUAL ANGLE 38*38*3.0 1.719
EQUAL ANGLE 38*38*3.7 2.100
EQUAL ANGLE 38*38*4.0 2.261
EQUAL ANGLE 40*40*3.0 1.852
EQUAL ANGLE 40*40*4.0 2.422
EQUAL ANGLE 40*40*5.0 2.976
EQUAL ANGLE 48*48*3.0 2.190
EQUAL ANGLE 48*48*4.0 2.889
EQUAL ANGLE 48*48*5.0 3.572
EQUAL ANGLE 50*50*3.0 2.332
EQUAL ANGLE 50*50*3.7 2.797
EQUAL ANGLE 50*50*4.0 3.059
EQUAL ANGLE 50*50*5.0 3.770
EQUAL ANGLE 50*50*6.0 4.465
EQUAL ANGLE 56*56*3.0 2.624
EQUAL ANGLE 56*56*4.0 3.446
EQUAL ANGLE 56*56*5.0 4.251
EQUAL ANGLE 60*60*5.0 4.514
EQUAL ANGLE 60*60*6.0 5.369
EQUAL ANGLE 63*63*4.0 3.907
EQUAL ANGLE 63*63*5.0 4.822
EQUAL ANGLE 63*63*6.0 5.721
EQUAL ANGLE 63*63*8.0 7.469
EQUAL ANGLE 63*63*10.0 9.151
EQUAL ANGLE 70*70*4.0 4.372
EQUAL ANGLE 70*70*5.0 5.397
EQUAL ANGLE 70*70*6.0 6.406
EQUAL ANGLE 70*70*7.0 7.398
EQUAL ANGLE 70*70*8.0 8.373
EQUAL ANGLE 75*75*5.0 5.818
EQUAL ANGLE 75*75*6.0 6.905
EQUAL ANGLE 75*75*7.0 7.976
EQUAL ANGLE 75*75*8.0 9.030
EQUAL ANGLE 75*75*10.0 11.089
EQUAL ANGLE 80*80*5.0 6.211
EQUAL ANGLE 80*80*6.0 7.376
EQUAL ANGLE 80*80*7.0 8.525
EQUAL ANGLE 80*80*8.0 9.658
EQUAL ANGLE 80*80*10.0 11.874
EQUAL ANGLE 90*90*6.0 8.350
EQUAL ANGLE 90*90*7.0 9.656
EQUAL ANGLE 90*90*8.0 10.946
EQUAL ANGLE 90*90*9.0 12.081
EQUAL ANGLE 90*90*10.0 13.476
EQUAL ANGLE 90*90*12.0 15.940
EQUAL ANGLE 100*100*6 9.366
EQUAL ANGLE 100*100*7 10.830
EQUAL ANGLE 100*100*8 12.276
EQUAL ANGLE 100*100*9 13.494
EQUAL ANGLE 100*100*10 15.120
EQUAL ANGLE 100*100*12 17.898
EQUAL ANGLE 100*100*14 20.611
EQUAL ANGLE 100*100*16 23.257
EQUAL ANGLE 110*110*7 11.928
EQUAL ANGLE 110*110*8 13.532
EQUAL ANGLE 110*110*10 16.690
EQUAL ANGLE 110*110*12 19.782
EQUAL ANGLE 110*110*14 22.809
EQUAL ANGLE 120*120*10.0 18.055
EQUAL ANGLE 120*120*12.0 21.478
EQUAL ANGLE 125*125*8 15.504
EQUAL ANGLE 125*125*10 19.133
EQUAL ANGLE 125*125*12 22.696
EQUAL ANGLE 125*125*14 26.193
EQUAL ANGLE 130*130*10 19.625
EQUAL ANGLE 130*130*12 23.362
EQUAL ANGLE 140*140*10 21.488
EQUAL ANGLE 140*140*12 25.522
EQUAL ANGLE 140*140*14 29.490
EQUAL ANGLE 140*140*16 33.393
EQUAL ANGLE 150*150*10.0 22.765
EQUAL ANGLE 150*150*12.0 27.130
EQUAL ANGLE 150*150*15.0 33.559
EQUAL ANGLE 160*160*10.0 24.719
EQUAL ANGLE 160*160*12.0 29.391
EQUAL ANGLE 160*160*14.0 33.987
EQUAL ANGLE 160*160*16.0 38.518
EQUAL ANGLE 180*180*12.0 33.159
EQUAL ANGLE 180*180*14.0 35.383
EQUAL ANGLE 180*180*16.0 43.542
EQUAL ANGLE 180*180*18.0 48.634
EQUAL ANGLE 200*200*14.0 42.894
EQUAL ANGLE 200*200*15.0 45.334
EQUAL ANGLE 200*200*16.0 48.680
EQUAL ANGLE 200*200*18.0 54.401
EQUAL ANGLE 200*200*20.0 60.056
EQUAL ANGLE 200*200*22.0 65.281
EQUAL ANGLE 200*200*24.0 71.168
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.
Q4: What makes stainless steel stainless?
A4: 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.
Q5: Can stainless steel rust?
A5: 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. Look at the source of the rusting and see if you can remove it from the surface.
Images:
- Q:How do you calculate the radius of gyration for a steel angle?
- The radius of gyration for a steel angle can be calculated using the formula: Radius of Gyration = √(Moment of Inertia / Area) The Moment of Inertia can be determined by considering the shape and dimensions of the steel angle. The Area is the cross-sectional area of the steel angle. By plugging in these values into the formula, the radius of gyration can be calculated.
- Q:What are the properties of steel angles?
- Steel angles, which are also referred to as angle iron or L-shaped steel, possess numerous qualities that contribute to their extensive use and versatility across various industries. 1. Strength and durability: Solid steel is used to manufacture steel angles, resulting in exceptional strength and durability. These attributes render them suitable for structural applications that demand high strength, such as constructing building frames and supports. 2. Load-bearing capability: The L-shaped design of steel angles enables them to offer excellent load-bearing capacity. They can efficiently distribute weight and provide structural support, making them ideal for the construction of bridges, towers, and other heavy-duty structures. 3. Versatility in applications: The flexibility and adaptability of steel angles allow for their usage in a wide array of applications. They can be easily cut, drilled, and welded, facilitating customization to meet specific project requirements. Commonly employed in the construction, manufacturing, and automotive industries, steel angles showcase their versatility. 4. Resistance to corrosion: Steel angles can be manufactured with corrosion-resistant coatings or can be made from stainless steel. This provides protection against rust and other environmental factors. Thus, they are suitable for outdoor applications and environments with high moisture or chemical exposure. 5. Cost-effectiveness: Comparatively, steel angles are cost-effective when compared to other structural materials like aluminum or wood. They possess a high strength-to-weight ratio, thereby minimizing the amount of material required for a given application. Consequently, steel angles are a cost-efficient choice for various construction projects. 6. Aesthetic appeal: Steel angles can also be utilized for their aesthetic appeal, adding a visually pleasing dimension to architectural designs. They can serve decorative purposes in interior design or as part of ornamental structures, providing both functionality and visual interest. In conclusion, the properties of steel angles, including their strength, load-bearing capacity, versatility, corrosion resistance, cost-effectiveness, and aesthetic appeal, make them an excellent choice for a wide range of applications in different industries.
- Q:Are steel angles resistant to dynamic loads?
- Yes, steel angles are generally resistant to dynamic loads. Due to their structural properties and high strength-to-weight ratio, steel angles can effectively withstand dynamic forces such as vibrations, impacts, and other fluctuating loads without significant deformation or failure. However, the specific resistance to dynamic loads may vary depending on the size, grade, and design of the steel angle.
- Q:How are steel angles protected against impact or collision damage?
- Various methods can be utilized to safeguard steel angles against impact or collision damage. One effective approach involves strategically positioning protective barriers or bollards around the angles to absorb the impact and prevent direct contact. The choice of materials for these barriers, such as concrete, rubber, or steel, depends on the desired level of protection. An alternative method is to directly install impact-resistant guards or shields onto the steel angles. These guards are typically constructed from materials like polyethylene, rubber, or heavy-duty plastic, which possess the ability to absorb impact and minimize damage. For added protection, reinforcement elements like steel plates or bars can be incorporated into the guards. Moreover, steel angles can be coated or painted with impact-resistant coatings or paints. These specialized coatings are designed to effectively disperse and absorb the force of an impact, thereby reducing the likelihood of damage. Additionally, they provide an extra layer of defense against corrosion, further safeguarding the angles from deterioration caused by impact. Lastly, engineering and design considerations play a crucial role in protecting steel angles against impact damage. By thoroughly evaluating the structural requirements and potential risks, engineers can make informed decisions regarding appropriate dimensions, materials, and reinforcement techniques. Factors such as load-bearing capacity, impact force distribution, and structural integrity are carefully considered to enhance the angles' resistance to collision damage. In conclusion, the protection of steel angles from impact or collision damage entails a combination of physical barriers, guards, coatings, and thoughtful engineering. These measures aim to mitigate the risk of damage, prolong the lifespan of the angles, and ensure their structural integrity in a wide range of applications.
- Q:Can steel angles be used in electrical installations?
- Yes, steel angles can be used in electrical installations. They are often used as structural supports or brackets for mounting electrical equipment such as junction boxes, conduit systems, or cable trays. Steel angles provide strength and stability to secure and organize electrical components effectively.
- Q:Can steel angles be used in the construction of government buildings?
- Government buildings can indeed utilize steel angles for construction purposes. The strength and durability of steel angles make them a prevalent choice in building construction. Their ability to provide stability and support to the overall structure deems them appropriate for government buildings, which require sturdy and long-lasting construction materials. Furthermore, the versatility of steel angles allows for easy fabrication and customization, meeting the specific design requirements of various architectural and structural applications within government buildings.
- Q:Can steel angles be used for manufacturing ladders?
- Indeed, ladders can be manufactured using steel angles. The reason behind their frequent usage in ladder construction lies in their robustness and long-lasting nature. As they provide a solid framework and endure heavy burdens, they prove to be apt for ladder purposes. Moreover, steel angles exhibit resistance against bending and twisting, guaranteeing stability and security during ascent. Furthermore, they can be effortlessly joined together through welding or bolting to form the desired ladder structure. All in all, steel angles serve as a dependable option for ladder manufacturing.
- 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:Can steel angles be used in mining or offshore applications?
- Yes, steel angles can be used in mining or offshore applications. Steel angles are commonly used in these industries due to their strength, durability, and versatility. They can be used for various purposes such as framing, support, reinforcement, and bracing in mining structures and offshore platforms. Additionally, steel angles can withstand harsh environments, extreme weather conditions, and corrosive elements commonly found in mining or offshore operations. Their ability to provide structural stability and resistance to impact and vibrations makes them suitable for these applications. Overall, steel angles are a reliable and cost-effective choice for mining and offshore industries.
- Q:Are steel angles suitable for bridge construction?
- Yes, steel angles are suitable for bridge construction. They are commonly used as structural elements in bridge construction due to their strength, durability, and versatility. Steel angles offer excellent load-bearing capacity and can be easily fabricated and connected to form various bridge components such as trusses, beams, and girders. Their ability to withstand heavy loads and resist deformation makes them an ideal choice for bridge construction projects.
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Equal Angle Steel Prime Hot Rolled for Construction
- Ref Price:
-
- Loading Port:
- Tianjin
- Payment Terms:
- TT or LC
- Min Order Qty:
- 25 m.t.
- Supply Capability:
- 40000 m.t./month
OKorder Service Pledge
OKorder Financial Service
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