In the process of laboratory and industrial dispersion, the impeller, as the core working component of the disperser, directly determines the flow field characteristics, shear strength, and the uniformity and stability of the final dispersion system. The dispersion effect is usually based on particle size distribution, aggregate depolymerization degree and system stability as key evaluation indicators. This article will explore how different impeller structure parameters affect these indicators, providing a reference for selection and optimization in practical applications.
Impeller structure
The structural characteristics of the impeller can be described by geometric parameters that together determine its hydrodynamic behavior in the medium. The main parameters include blade shape, number of blades, blade angle, diameter to tank diameter ratio (D/T), and impeller mounting height. Changes in these parameters can significantly change the shear rate and circulation capacity of the flow field, which in turn affects the dispersion efficiency.
Shear and loop
Efficient dispersion processes require the breakage of aggregates in high-shear areas while relying on adequate fluid circulation to continuously transport untreated material to the area. The impeller structure acts as a balance between the two. For example, radial flow impellers typically produce higher localized shear forces, while axial flow impellers are better at providing strong overall circulation. Many modern impeller designs are designed to do both things.
Common impeller construction types
According to the blade shape and the direction of the flow field generated, the impellers commonly used in laboratories and production can be divided into several typical types. The following is a brief comparison of its structural characteristics and corresponding dispersion tendency.
| Impeller type | Main dispersion characteristics |
| Straight blade disc turbine | Produces strong radial flow and high shear, suitable for initial crushing |
| Oblique blade turbine | Both radial and axial flow are available, balancing shear and circulation |
| Paddle impeller | Provides strong axial circulation with relatively gentle shear |
| Toothed dispersion disc | The blade edges are toothed, which greatly enhances local turbulence and shear |
Effects on hydromechanical properties
The impeller's performance can be quantified by hydrodynamic parameters. where the power number (Np) and the number of displacements (Nq) is an important indicator. The number of power is related to the power consumed and indirectly reflects the shear strength. The number of displacement reflects the pumping capacity of the impeller, that is, the cycle efficiency. The relationship between these parameters and the impeller structure can be described by empirical formulas, for example, for a standard turbine impeller, the number of its power can be expressed as:
Np = P / (ρ N3 D5)
where P is the power, ρ is the fluid density, N is the speed, and D is the impeller diameter. An increase in the number of blades or an increase in blade angle usually increases the power number.
Dispersion tasks require the selection or optimization of impeller structure based on material properties such as viscosity, particle hardness, solids content. For high-viscosity systems, impellers that promote overall circulation, such as anchor or frame impellers, are often used in combination with serrations to introduce shear. For ultrafine dispersion in low-viscosity systems, high rotational speeds with special toothed discs may be required to generate microscale turbulence.
Conclusion
Impeller structure is one of the decisive factors affecting the dispersion effect, and there is no universal design for all scenarios. In practical application, the shear generation capacity and fluid circulation efficiency of the impeller should be comprehensively considered based on the rheological properties of the target system and the requirements of the dispersion endpoint. By adjusting the blade geometry, selecting the appropriate type, and matching the correct operating conditions (e.g., rotational speed, installation position), an efficient, stable, and energy-efficient dispersion process can be achieved.
