Published by Applied Physics Corporation · Manufacturer since 1992Technical sales: 719-428-4042 · Sales@AppliedPhysicsUSA.com
Silica particle technical guide

Silica Particle Count Estimator

A transparent order-of-magnitude model for converting silica particle size and mass into an idealized particle count.

Planning calculation

Estimate idealized silica particles from size and mass.

Enter the nominal diameter, assumed particle density, silica mass concentration and sample volume. The calculator treats every particle as a solid sphere of one diameter.

Model

The geometry behind the estimate

Sphere volume = (4/3)πr³    |    mass per particle = density × volume    |    count = total silica mass ÷ mass per particle
AssumptionWhy it can failBetter evidence
One exact diameterReal particles have a distributionLot-specific distribution and count method
Solid nonporous spherePorosity or coatings change effective densityProduct-specific density / structure evidence
All silica mass is particlesResiduals or formulation components may be includedCertified solids or chemical analysis
No aggregatesAssociation changes effective entitiesDLS, microscopy or application-specific count
No transfer lossParticles can adsorb, settle or remain in vesselsValidated recovery study
Use and misuse

Use the estimate for scale—not release decisions.

Appropriate

  • Order-of-magnitude planning
  • Comparing ideal counts across sizes
  • Designing an initial dilution range
  • Estimating whether a direct count method is feasible

Not appropriate

  • Certifying number concentration
  • Replacing a lot certificate
  • Assigning deposited wafer count
  • Proving all powder redispersed
  • Setting a regulated release value

Upgrade the model

  • Use a measured size distribution
  • Use product-specific density
  • Measure solids concentration
  • Validate recovery and aggregation
  • Compare against an independent count method
Questions engineers ask

Frequently asked questions

Is the estimated count a certified number concentration?

No. It is a geometric estimate based on ideal spheres, one diameter and user-entered density and mass concentration.

Why does count change so sharply with diameter?

Ideal sphere volume and mass scale with diameter cubed. Doubling diameter produces eight times the mass per particle at constant density.

Can I use bulk silica density for porous particles?

Only as a rough assumption. Effective particle density can differ with porosity, coating and structure.

Sources and verification

Technical basis

Commercial specifications should be confirmed against the current Applied Physics quotation, certificate, lot documentation and product page before purchase or protocol use.

Continue the research

Related technical guidance

Particle distribution

Replace single-diameter assumptions with a population.

Open guide →

Applied Physics technical pathway

Need a particle specification reviewed?

Send the target size, medium, concentration, application, certificate requirements and shipping destination. Applied Physics can evaluate the appropriate silica family or custom pathway.