1000KN computer control electro-hydraulic servo universal testing machine(four columns two screws type)
1. Brief introduction
l Suitable for tension, compress, shear, peeling, tear, test
l Attractive appearance, easy operating, stable and reliable
l Dual test space, upper space for tension test, bottom space for compress test
l Crossbeam speed can reach up to 1000mm/min, suitable for most test speed
l Low noise during test
l Suitable for industries of metal manufacturing, non-metal manufacturing, industrial and mining enterprises, technical supervision, commodity inspection and arbitration and other departments
2.relative test method
GB/T 2611-2007 general requirement for testing machines
GB/T 3159-2008 hydraulic universal testing machines
GB/T 16826-2008 electro-hydraulic servo universal testing machine
JJG 1063-2010 electro-hydraulic servo universal testing machines
GB/T 16825.1-2008 verification of static uniaxial testing machines---part 1: tension/ compression testing machines---verification and calibration of the force measuring system
ISO 7500-1:2004 metallic materials-verification of static uniaxial testing machine-Part 1:tension/compression testing machines-verification and calibration of the force-measuring system
JJG 139-1999 tension, compression and universal testing machines
JB/T 6146-2007 specification for the extensometers
GB/T 228.1-2010 metallic materials---tensile testing---part 1: method of test at room temperature
ISO 6892-1:2016 metallic materials-tensile testing-part 1:method of test at room temperature
GB/T 7314-2017 metallic materials--- compression test method at room temperature
GB/T 232-2010 metallic materials---bend test
ISO 7438:2016 metallic materials-bend test
3. Specifications
machine frame | four columns two screws |
loading mode | auto loading |
Force capacity (kN) | 1000 |
Force measuring range (kN) | 20-1000 |
Relative error of indicating force value | 0.5% |
Force resolution | 1/600000 |
constant stress rate | 2~60 (N/mm2•S-1) |
error of stress rate | ≤±0.5% |
constant displacement rate | 0.05-100(mm/min) |
error of displacement rate | ≤±0.5% |
Tensile test space (mm) | 700 |
Compression test space (mm) | 700 |
clamping thickness of flat specimen (mm) | 0-15,15-30 |
clamping width of flat specimen (mm) | 110 |
Clamping diameter of round specimen (mm) | Ф13-Ф26 Ф26-Ф40 Ф40-Ф60 |
Specimen clamping length (mm) | 110 |
Piston stroke (mm) | 250 |
Compression plate diameter (mm) | Ф160 |
Distance between columns (mm) | 530 |
Max. raising speed of working table (mm/min) | 120 |
Max. speed of moving crossbeam (mm/min) | 200 |
Overall motor power (kW) | ≈2.5 |
Dimension of main loading frame (mm) | 1030×850×2350 |
Weight (kg) | 3200 |
Diameter of column (mm) | 70 |
Diameter of screw (mm) | 90 |
System pressure (Map) | 27 |
Grips clamping mode | Hydraulic clamping |
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.