Particle Adhesion and Removal 2015
DOI: 10.1002/9781118831571.ch1
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Fundamental Forces in Particle Adhesion

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Cited by 13 publications
(12 citation statements)
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“…Thus, storage can affect the flowability of the material within feeding mechanisms and break-up during aerosolization (Gό rny et al 2002;Masuda 2009). Irrespective of storage conditions, particles <10 mm have high attractive forces between particles and to surfaces that must be overcome for efficient dispersal (Beaudoin et al 2015), and these effects are highly sensitive to humidity (Inizan 2018). Preparation method can affect the size of the dried particles, for example, milling parameters influenced the final size of Bacillus thuringiensis particles used as a biopesticide (Kim and Je 2012).…”
Section: Laboratory Dry Bioaerosol Generation and Validitymentioning
confidence: 99%
“…Thus, storage can affect the flowability of the material within feeding mechanisms and break-up during aerosolization (Gό rny et al 2002;Masuda 2009). Irrespective of storage conditions, particles <10 mm have high attractive forces between particles and to surfaces that must be overcome for efficient dispersal (Beaudoin et al 2015), and these effects are highly sensitive to humidity (Inizan 2018). Preparation method can affect the size of the dried particles, for example, milling parameters influenced the final size of Bacillus thuringiensis particles used as a biopesticide (Kim and Je 2012).…”
Section: Laboratory Dry Bioaerosol Generation and Validitymentioning
confidence: 99%
“…In order to determine an effective Hamaker constant distribution, the van der Waals adhesion force of model spherical particles against a flat substrate [38] was calculated using the well-established approximate relationship:…”
Section: Approach For Determination Of Size-dependent Effective Hamakmentioning
confidence: 99%
“…[26] To remedy this, and instead of using a pairwise additive approach, Lifshitz predicts the van der Waals interactions based on quantum electrodynamics by treating the bodies as a continuum and including a third intervening non-vacuum medium. [13] This approach is convenient since we measure the forces at a continuum level. The Hamaker constant for material i interacting with material j across medium k, can be estimated using: [26;87] A ikj ≈ A iki A jkj (2.5) where A iki denotes the Hamaker constant of material i interacting with itself 12 2.…”
Section: Van Der Waals Forcesmentioning
confidence: 99%
“…The relative humidity of air can therefore significantly affect the particle-particle and particle-wall interactions, and thus the capillary force should be taken into account for particulate systems. [13] Two equations are fundamentally important to understand the capillary force.…”
Section: Capillary Forcesmentioning
confidence: 99%
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