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Chromium Carbide Overlay Plate (CCO)

  Chromium Carbide Overlay Plate (CCO) 1. What is a Chromium Carbide Overlay Plate? A Chromium Carbide Overlay (CCO) plate is one of the hardest plates available. It offers excellent resistance to: Stress Abrasion Impact High temperatures 2. How to Evaluate a Hardfacing Chromium Carbide Overlay Plate? When assessing a CCO plate, consider the following factors: Chemical composition Hardness Wear resistance properties Life expectancy These factors are crucial in determining the quality and suitability of a CCO plate. 3. How to Weld a Chromium Carbide Overlay Plate? Welding a CCO plate is straightforward and can be done with standard welding electrodes. The steps are: Preheat the base metal where the CCO plate will be attached. Position and align the CCO plate to the base. Weld the CCO plate to the substrate. 4. What is the Composition of a Chromium Carbide Overlay Plate? CCO plates typically consist of: Mild steel base Carbon Chromium Manganese Silicon Molybdenum Other elements 5. Wh...

Specifications of 3mm Stainless Steel Plates

  Specifications of 3mm Stainless Steel Plates Cold-Rolled Plates Width Options: Common: 1000mm, 1219mm Others: 1500mm, 1800mm, 2000mm Flat Plate: 1000 2000mm, 1219 2438mm Surface Finishes: 2B (Matte) BA (Bright Annealed) Brushed (Sanded, Snowflake Sand, Straight Sand) 8K Mirror Materials: Types: 201, 202, 301, 302, 304 (06Cr18Ni10), 304L (022Cr19Ni10), 316 (0Cr17Ni12Mo2), 316L (00Cr17Ni14Mo2), 309S (0Cr23Ni13), 310S (0Cr25Ni20), 321 (1Cr18Ni9Ti) Hot-Rolled Plates Width Options: Common: 1500mm Others: 1800mm, 2000mm Flat Plate: 1500*6000mm Surface Finish: Hot-Rolled Pickling Materials: Types: 201, 202, 301, 302, 304 (06Cr18Ni10), 304L (022Cr19Ni10), 316 (0Cr17Ni12Mo2), 316L (00Cr17Ni14Mo2), 309S (0Cr23Ni13), 310S (0Cr25Ni20), 321 (1Cr18Ni9Ti) Origin: Manufacturers: Zhangpu, Qingpu, TISCO, Baosteel, Baoxin, Lianzhong, Wukuang, Tangrong, Yelian Countries: Finland, Japan, Sweden, South Africa, Taiwan Weight Calculation of 3mm Stainless Steel Plate The weight of a stainless steel plate...

Aluminum Chequer Plate: Uses and Specifications

  Aluminum Chequer Plate: Uses and Specifications Overview Aluminum chequer plates, also known as chequer plates, are perforated aluminum sheets with raised patterns. They provide excellent decorative and anti-slip features, making them ideal for various applications like safety treads, architectural structures, and engineering projects. These plates are easy to process, extend, bend, and weld. They come in forms such as diamond plates, tread plates, and stair treads. Applications Aluminum chequer plates are commonly used for: Tread plates and flooring decks Anti-slip floors in industrial settings and transportation Building materials Decorative or anti-skid panels in vehicles or machines Stairs and walkways Decorative cladding and wall, ceiling, and facade protection Material Composition The plates are primarily composed of aluminum, magnesium, and silicon. They offer high slip resistance and can be customized into various designs and patterns as per client requirements. Decorativ...

Theoretical Weight Calculation Formulas

  Theoretical Weight Calculation Formulas 304 Stainless Steel Square Tube The weight of a 304 stainless steel square tube can be calculated using the formula:  Weight (kg)=(Edge Width×4/3.14−Thickness)×Thickness×0.02491\text{Weight (kg)} = (\text{Edge Width} \times 4 / 3.14 – \text{Thickness}) \times \text{Thickness} \times 0.02491 Weight (kg) = ( Edge Width × 4/3.14 − Thickness ) × Thickness × 0.02491 Density Values: 7.93 for: 201, 202, 301, 302, 304, 304L, 305, 321 7.75 for: 405, 410, 420 7.98 for: 309S, 310S, 316, 316L, 347 Stainless Steel Bar and Wire For 410, 420, 420J2, 430, 431:   Weight (kg/m)=Diameter2×0.00609\text{Weight (kg/m)} = \text{Diameter}^2 \times 0.00609 Weight (kg/m) = Diameter 2 × 0.00609   Example: Diameter 50mm   50×50×0.00609=15.23 kg/m50 \times 50 \times 0.00609 = 15.23 \text{ kg/m} 50 × 50 × 0.00609 = 15.23  kg/m For 301, 303, 304, 316, 316L, 321:   Weight (kg/m)=Diameter2×0.00623\text{Weight (kg/m)} = \text{Diameter}^2 \times...