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Brand Name : | Lonroy |
Model Number : | LRZK |
Certification : | Includes Calibration Certification |
Price : | Negotaible |
Payment Terms : | L/C,D/A,D/P,T/T,Western Union,MoneyGram |
Supply Ability : | 200 |
Delivery Time : | 5-8 work days |
1.Description:
This instrument is suitable for determining the maximum value of
the capillary pores in porous ceramics according to GB/T1967-1996
"Test Method for Pore Diameter of Porous Ceramics". The instrument
is mainly composed of an air supply cylinder, an electrical control
box, and a sample fixture. It uses a precise low-range digital
pressure measurement system to accurately measure the test pressure
value. The test gas is compressed air or nitrogen; the sample
fixture is suitable for samples with a cylindrical cross-section,
and the fixture ensures that the Xiangtan Xiangke DZK porous
ceramic pore diameter tester
This instrument is suitable for determining the maximum value of
the capillary pores in porous ceramics according to GB/T1967-1996
"Test Method for Pore Diameter of Porous Ceramics". The instrument
is mainly composed of an air supply cylinder, an electrical control
box, and a sample fixture. It uses a precise low-range digital
pressure measurement system to accurately measure the test pressure
value. The test gas is compressed air or nitrogen; the sample
fixture is suitable for samples with a cylindrical cross-section,
and the fixture ensures that during the test, the gas can only pass
through the capillary pores of the sample and will not leak from
the edge of the sample.
Working Principle:
This method employs the gas bubble pressure technique, utilizing
the principle of capillary action to measure the pore size of the
membrane. The surface tension of the wetting agent affects the size
of the measured pore. According to the principle of capillary
action, when a capillary tube with a radius of r is wetted by a
liquid A with a surface tension of σ, and when the relative
pressure P2 of the capillary liquid reaches a static equilibrium
with the gas phase pressure P1 (liquid B is the gas phase), the
relationship between P2 and P1 can be described by the Laplace
equation:
ΔP = P2 - P1 = 2σcosθ/r. Here, θ is the contact angle (the
cylindrical contact angle is 0).
When the pressure difference between the two ends of the pore is
greater than 2σcosθ/r, the liquid in the capillary tube will be
removed. The gas bubble pressure method is based on this principle
to measure the pore size of porous materials. During the actual
measurement process, the liquid with known surface tension is fully
(saturated) wetting the pores of the porous ceramic material
(vacuuming or boiling), the pressure at one end of the porous
material is fixed, and a pressure difference is generated at the
other end using air or nitrogen. When the pressure difference
reaches a certain value, the maximum pore diameter of the porous
material is first opened, and the pore size is calculated according
to the above formula.
2.Technical Parameter
Parameter | Specification |
Flow Measurement Range | 6 ml/min to 3600 ml/min |
Test Pressure | 0-2 MPa (adjustable) |
Digital Pressure Gauge | |
- Accuracy | ±1% FS |
- Unit | Pascal (Pa) |
Standard Specimen | |
- Diameter | Ø30 ±0.5 mm |
Power Supply | 220V AC, 50Hz |
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