Spherical Boron Nitride Powder Description
Spherical Boron Nitride Powder has isotropic thermal conductivity due to its special particle structure, which overcomes the disadvantages of anisotropic thermal conductivity of flake boron nitride. It achieves good planar thermal conductivity at a lower filling ratio. It also has the advantages of low density and low dielectric constant as regular boron nitride. At the same filling amount, the thermal conductivity of Spherical Boron Nitride is more than three times that of Standard Platelet Boron Nitride Powder.
The density of SSBNL series products is lower than that of SSBN, and the viscosity of SSBNL is high when used in the system. Under the same filling amount, the thermal conductivity value of SSBNL is high. Therefore, SSBN can achieve the request of high filling, while SSBNL meets the demands of high thermal conductivity value.
Spherical Boron Nitride Powder Specifications
SSBN Typical Properties
|
Technical Item
|
Unit
|
SSBN-60
|
SSBN-100
|
SSBN-120
|
SSBN-160
|
|
Particle Size D50
|
μm
|
65
|
100
|
120
|
180
|
|
Specific Surface Area
|
m2/g
|
≤4
|
≤4
|
≤4
|
≤4
|
|
Electrical Conductivity
|
μS/cm
|
≤100
|
≤100
|
≤100
|
≤100
|
|
pH
|
-
|
≤10.0
|
≤10.0
|
≤10.0
|
≤10.0
|
|
Tap Density
|
g/cm3
|
0.45
|
0.45
|
0.45
|
0.45
|
|
BN Content
|
%
|
≥99.3
|
≥99.3
|
≥99.3
|
≥99.3
|
SSBNL Typical Properties
|
Technical Item
|
Unit
|
SSBNL-120
|
SSBNL-200
|
SSBNL-250
|
|
Particle Size D50
|
μm
|
120
|
200
|
260
|
|
Specific Surface Area
|
m2/g
|
≤4
|
≤4
|
≤4
|
|
Electrical Conductivity
|
μS/cm
|
≤100
|
≤100
|
≤100
|
|
pH
|
-
|
≤10.0
|
≤10.0
|
≤10.0
|
|
Tap Density
|
g/cm3
|
0.45
|
0.45
|
0.45
|
|
BN Content
|
%
|
≥99.3
|
≥99.3
|
≥99.3
|
*The above information is based on theoretical values. For specific customization requirements, please feel free to contact us. Custom-made based on the provided drawing.
Spherical Boron Nitride Powder Applications
1. Thermal Conductive Materials: Used in the production of thermal interface materials and heat spreaders due to its high thermal conductivity and ability to enhance heat dissipation in electronic devices.
2. Advanced Composites: Incorporated into polymer and metal matrices to improve thermal conductivity and mechanical strength, benefiting from its spherical shape that provides uniform dispersion and enhances material properties.
3. Lubricants: Added lubricants to reduce friction and wear, especially in high-temperature and high-pressure environments, leveraging its low friction coefficient and stability.
4. Electronics: Utilized in electronic substrates and insulating layers where high thermal conductivity and electrical insulation are essential.
5. Coatings: Applied in protective coatings to improve wear resistance, thermal stability, and chemical resistance.
6. Optoelectronics: Employed in optoelectronic devices for its high thermal conductivity and stability, supporting the performance and longevity of components.
7. Aerospace and Defense: Used in high-performance aerospace and defense applications where thermal management, mechanical strength, and durability are critical.
Spherical Boron Nitride Powder Packaging
Our products are packaged in customized cartons of various sizes based on the material dimensions. Small items are securely packed in PP boxes, while larger items are placed in custom wooden crates. We ensure strict adherence to packaging customization and the use of appropriate cushioning materials to provide optimal protection during transportation.
<img src="data:image/png;base64,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
Specification
|
Technical Item
|
Unit
|
SSBN-60
|
SSBN-100
|
SSBN-120
|
SSBN-160
|
|
Particle Size D50
|
μm
|
65
|
100
|
120
|
180
|
|
Specific Surface Area
|
m2/g
|
≤4
|
≤4
|
≤4
|
≤4
|
|
Electrical Conductivity
|
μS/cm
|
≤100
|
≤100
|
≤100
|
≤100
|
|
pH
|
-
|
≤10.0
|
≤10.0
|
≤10.0
|
≤10.0
|
|
Tap Density
|
g/cm3
|
0.45
|
0.45
|
0.45
|
0.45
|
|
BN Content
|
%
|
≥99.3
|
≥99.3
|
≥99.3
|
≥99.3
|
*The above information is based on theoretical values. For specific customization requirements, please feel free to contact us. Custom-made based on the provided drawing.
CUSTOMER REVIEWS
No reviews for current products.