THORby CI
Technology · Air Classifier

Air Classifier
Technology

Below 45 microns, physical screen sieving becomes highly inefficient or mechanically impossible — mesh blinds, throughput collapses, and the screen itself becomes the weak point Air classification bypasses these mechanical limits entirely It is a screenless, dynamic aerodynamic process that suspends particles in a controlled gas stream and fractionates dry bulk powders into fine and coarse streams with exceptional precision, high mass flow and minimal maintenance

Mechanism
Aerodynamicseparation
Cut point
2 – 150µm
Primary control
RPM+ airflow
Capacity
Up to 35TPH
Working principle

A tug-of-war between spin and suction

Inside the classifier, every suspended particle is caught between two opposing force fields — the outward centrifugal force of the rotating turbine, and the inward aerodynamic drag of the suction air flow Coarse particles, heavy for their drag, are flung outward and rejected; fines are carried with the air in through the rotor The one size at which the two forces balance exactly is the cut point

Screenless separationCentrifugal vs dragFine + coarse streams
Why screenless

Where the sieve stops

In fine and ultra-fine powder processing, physical screen sieving fails below 45 µm for three compounding mechanical reasons — and a dynamic classifier sidesteps all of them

Screen blinding

Fine mesh clogs severely in continuous duty Apertures blind, effective open area collapses, and the separation drifts off-spec

Fragile mesh

The finer the aperture, the thinner the wire Below 45 µm a screen is structurally weak — short service life and constant risk of breakage and contamination

Restricted throughput

Open area shrinks with aperture size, so capacity falls exactly where industry needs volume Air classification instead delivers high mass flow with minimal maintenance

The physics

Two forces decide every particle's fate

In the separation zone, each suspended particle feels a physical tug-of-war — the rotating turbine throws it outward while the suction air flow drags it inward Which force wins depends on particle size, and that is the entire working principle

Centrifugal Force
F = m ω² r

For a sphere, mass is (π⁄6) d³ ρₚ — it scales with the cube of diameter Double the particle size and the outward throw is eight times stronger, so coarse grains are rejected back outward

Where
m
Particle mass — (π⁄6) d³ ρₚ for a sphere
ω
Angular velocity of the rotor — rad/s
r
Outer radius of the classifier wheel — m
Stokes Drag Force
F = 3π µ d vᵣ

In the laminar regime (Re < 1), drag scales only linearly with diameter — so for fine particles the inward pull of the air wins, and they ride the flow through the rotor into the fines stream

Where
µ
Dynamic viscosity of the gas — Pa·s
d
Particle diameter — m
vᵣ
Radial air velocity at the rotor perimeter — V₀ / 2π r H
The governing equation

The cut size, derived

Set the two forces equal and a single particle size sits in perfect equilibrium — the theoretical cut size d₅₀ Everything an operator controls appears in one expression

Cut Size (d₅₀)
d₅₀ = √18 µ vᵣρₚ ω² r

Substituting vᵣ = V₀ / 2π r H gives the practical form d₅₀ ∝ √V₀ / vₜ — finer cuts come from higher rotor tip speed or lower airflow; coarser cuts from the reverse

Where
µ
Gas viscosity
vᵣ
Radial air velocity — V₀ / 2π r H
ρₚ
Particle density
ω
Angular velocity — π n / 30 at n RPM
r
Rotor radius
Process control

Two levers move the cut point

The cut-size equation reduces day-to-day operation to two independent controls — rotor speed and airflow — with the material itself setting the baseline

Rotor tip speed (vₜ)

The dominant lever d₅₀ scales inversely with tip speed — ramp the motor RPM up and the cut moves finer; back it off for a coarser top size

Volumetric airflow (V₀)

d₅₀ scales with the square root of airflow More air drags larger particles through the rotor for a coarser cut; less air sharpens the cut finer

Particle density (ρₚ)

Denser materials feel a stronger centrifugal throw, so the same settings cut them finer Every material needs its own operating point

Gas viscosity (µ)

Higher viscosity means more drag per particle Gas choice and temperature shift the cut — relevant in heated or inert-gas (N₂ / Ar) loops

Scaling up

Why fine cuts demand multiple rotors

A fine cut of 1 – 5 µm needs rotor tip speeds of 60 – 80 m/s Scale a single rotor large enough for production airflow and the centrifugal stress can deform or shatter a standard steel turbine — while axial flow variations along its height let coarse grains bypass the field The multi-rotor architecture (as in the THOR-AC-HM Series) resolves both, at feed capacities up to 35 TPH

  1. Minimized diameter

    Several small rotors run in parallel Each can spin at the extreme RPM needed for high tip speed — safely inside its mechanical stress limit

  2. Expanded surface area

    Total classification area multiplies, so high volumetric airflow passes without raising the radial velocity — the fine cut survives at massive feed rates

  3. Synchronized VFD control

    A synchronized variable-frequency drive holds every rotor at an identical tip speed — no partition-curve tilting, and a sharp, secure top-cut

Process engineering

Close the loop, stop over-grinding

In closed-circuit milling — hammer, ball or jet — the classifier continuously vacuums material from the mill housing and immediately removes correctly sized fines, returning only oversize The grinding chamber stays clear, over-grinding stops, and specific energy consumption drops 30 – 40 % versus an open grinding loop For combustible, pyrophoric or reactive powders — lithium-ion battery carbon and graphite anodes among them — the same loop runs on recirculated nitrogen or argon, monitored by continuous oxygen sensors