1. Product introduction
WDW-20KN microcomputer-controlled ceramic tile flexural testing machine is used for three-point and four-point flexural testing of tiles and glass, and can detect the flexural strength of tiles or glass and similar plate samples. WDW-20KN microcomputer-controlled ceramic tile bending testing machine system adopts microcomputer closed-loop control, has wide and accurate loading speed and force measurement range, and has high precision and sensitivity for the measurement and control of load and displacement. The design of the main body of the testing machine has the characteristics of beautiful appearance, convenient operation, stable and reliable performance, no pollution, low noise and high efficiency. The design of the auxiliary equipment matches the main engine, and the structure is wedge-type translation type, manual rotation clamping, and the sample is not subject to additional force. The clamping is convenient, reliable and non-slip.
This machine is suitable for testing the mechanical properties of various metals, non-metals and composite materials, and fully meets the requirements of relevant national standards. This machine is widely used in material inspection and analysis of building materials, aerospace, machinery manufacturing, wire and cable, rubber and plastics, automobile manufacturing, shock absorption systems and other industries. Ideal test equipment for other departments.
2.specifications
No | Item | Specification |
1 | Force capacity | 20KN and lower |
2 | Measuring range | 1%-100%FS |
3 | Accuracy of force value | Less than ±1% of set value |
4 | Precision of displacement | 0.01mm |
5 | Accuracy of displacement value | ±1% |
6 | Deformation measuring range | 0.4%-100%FS |
7 | Accuracy of deformation measuring | ±0.5% |
8 | Resolution of deformation | 0.01mm |
9 | Force speed range | 0.005-5%FS/S |
10 | Accuracy of force speed | Less than ±1% of set value |
11 | Deformation speed range | 0.02-5%FS/S |
12 | Accuracy of deformation speed control | When set value is less than 0.05%FS,error is less than ±2.0% of set value When set value is more than 0.05%FS,error is less than ±0.5% of set value |
13 | Displacement speed range | 0.001-500mm/min |
14 | Accuracy of displacement speed | When speed is less than 0.01mm/min,error is less than ±1.0% of set value When set value is more than 0.01mm/min,error is less than ±0.2% of set value |
15 | Range of constant force, constant deformation, constant displacement control | 0.5%~100%FS |
16 | Accuracy of constant force, constant deformation, constant displacement control | When set value is less than 10%FS,error is less than ±1.0% of set value When set value is more than 10%FS,error is less than ±0.1% of set value |
17 | Accuracy of deformation speed | When set value is less than 0.05%FS,error is less than ±2.0% of set value When set value is more than 0.05%FS,error is less than ±0.5% of set value |
18 | Tension space | 700mm |
20 | Voltage | Single phase,220V±10%,50Hz(110V) |
21 | Motor power | 0.75KW |
22 | Dimension | 750x480x1700mm |
23 | Weight | 280kg |
rubber tensile testing | elastomer testing | rubber elongation test | rubber stress strain curve | rubber hardness testing | ASTM D412 rubber test | rubber sample preparation | tensile modulus of rubber
How to Select the Right Tensile, Compression, Bending, Shear, Peel, and Tear Testing Machine: Calculation Formulas with Examples
Selecting the appropriate testing machine for tensile, compression, bending, shear, peel, and tear tests requires careful consideration of multiple factors, including the force range, specimen dimensions, test standards, and machine capabilities. Below are the key calculation formulas to help determine the necessary machine specifications, along with examples for better understanding.
1. Tensile Testing Machine Selection
Tensile testing machines measure the maximum tensile strength and elongation of materials.
Key Formula:
Fmax=σmax × A
Where:
Fmax = Maximum required force (N)
σmax = Ultimate tensile strength of the material (MPa)
A = Cross-sectional area of the specimen (mm²)
Example: For a steel specimen with σmax =400MPa and cross-sectional area A =100mm²:
Fmax=400 × 100=40,000N (40kN)
A 50 kN tensile testing machine would be suitable.
2. Compression Testing Machine Selection
Compression tests determine a material's resistance to compressive forces.
Key Formula:
Fmax=σc × A
Where:
Fmax = Maximum required force (N)
σc = Compressive strength of the material (MPa)
A = Cross-sectional area of the specimen (mm²)
Example: For a concrete cube with σc =30MPa and A =1502=22,500mm²:
Fmax=30 × 22,500=675,000N (675kN)
A 1000 kN compression testing machine would be ideal.
3. Bending Testing Machine Selection
Bending tests evaluate the flexural strength of materials.
Key Formula for Three-Point Bending:
Where:
σf = Flexural stress (MPa)
F= Applied force (N)
L= Span length (mm)
b= Width of the specimen (mm)
h= Thickness of the specimen (mm)
Example: For a wooden beam with L=500mm, b=50mm, h=25mm, and requiring a stress of 10 MPa:
A 5 kN bending tester would be suitable.
4. Shear Testing Machine Selection
Shear tests determine the shear strength of materials.
Key Formula:
Fmax=τ × A
Where:
Fmax = Maximum shear force (N)
τ= Shear strength of the material (MPa)
A = Shear area (mm²)
Example: For an aluminum sheet with τ=90 MPa and A=200mm²:
Fmax=90×200=18,000N(18kN)
A 20 kN shear testing machine is recommended.
5. Peel Testing Machine Selection
Peel tests measure the adhesion strength between bonded materials.
Key Formula:
Where:
P= Peel strength (N/mm)
F= Measured force (N)
W= Width of the specimen (mm)
Example: For a tape with F=50N and W=25mm:
A peel testing machine with at least 5 N force capacity is required.
6. Tear Testing Machine Selection
Tear tests determine the resistance of a material to tearing forces.
Key Formula:
Where:
Ftear= Tear strength (N/mm)
F= Measured force (N)
t= Thickness of the specimen (mm)
Example: For a rubber sheet with F=100N and t=2mm:
A tear testing machine with 100 N capacity is needed.
When selecting a testing machine, ensure that the maximum force capacity of the machine is at least 1.2 to 1.5 times the calculated force to account for safety margins and unexpected variations. Additionally, consider compliance with relevant test standards (ASTM, ISO, GB, EN, JIS) and machine features such as speed control, data acquisition, and test automation.
By using the above formulas and examples, engineers and manufacturers can accurately determine the appropriate testing machine specifications for their specific material and application requirements.