33
Drop Test: A New Method to Measure the Adhesion Force of Particles Umair Zafar, Colin Hare, Ali Hassanpour, Mojtaba Ghadiri 1

Drop Test: A New Method to Measure the Adhesion Force of ... · PDF fileDrop Test: A New Method to Measure the Adhesion Force of Particles Umair Zafar, Colin Hare, Ali Hassanpour,

Embed Size (px)

Citation preview

  • Drop Test: A New Method to Measure the Adhesion Force of

    Particles

    Umair Zafar, Colin Hare, Ali Hassanpour, Mojtaba Ghadiri

    1

  • Introduction

    Interactions between particles, and between particles and surfaces,influence many processes such as powder flow, powder dispersion ingases and liquids, filtration and cleaning.

    Approximately 60% of chemical plants world wide handle powders.

    Adhesion can generate desirable or undesirable effects across different industries.

    It becomes very important to determine the magnitude of adhesion forces between a surface and particles with different properties.

    Arching & Blockage

    Storage Transport Pharmaceutical

    Segregation Tableting 2

  • Introduction

    Control particle size and interparticle forces (van der Waals, capillary) in order

    to form good mixtures.

    Formulation Detachment of API from carriers

    3

  • Mechanisms of Adhesion

    a) Surface and Field Forces at direct contact-Van der Waals forces

    -Electrostatic forces

    -Magnetic forces

    b) Material bridge between contacts-Organic macromolecules

    -Recrystallisation of liquid bridges

    -Contact fusion by sintering

    -Chemical solid-solid reaction

    H

    H

    H

    c) Interlocking by hook-link bonds

    4

  • Adhesion Force

    Single particle detachment method

    Multi-particle detachment method

    AFM Pendulum Micro-balance Centrifuge Electrical field

    Vibration Tensile Strength

    Adhesion Force Measurement

    5

  • Why New Technique

    Cost Effective

    Easy to setup

    Quick estimation for bulk particles

    Method Disadvantages

    AFM Time consuming, expensive, expertise/skills and prone to noise.

    Centrifuge Expensive, difficult to balance weights with high rpm.

    Electrical field

    Dependent on particle resistivity

    Requirements

    6

  • Experimental Setup

    7

  • velocity Impactv =

    time Contactt =

    force DetachmentF =

    Drop Test: Analysis

    tvm

    F

    =

    Force of detachment can be determined by using Newtons second law of motion:

    8

  • Drop Test: Analysis

    After testBefore test

    Particle 3 and 4 has not been detached

    The largest particle which has not been detached is particle 4 and smallest particle which has been detached is particle 1

    Critical Diameter = Diameter particle 1 + Diameter particle 42

    9

  • Drop Test: Analysis

    JKR theory of adhesion:

    force AdhesionFad =

    radius ParticleR =

    energy Interface =

    R23Fad = L

    R23

    tvm

    FF

    ad

    d =

    =

    detaches Particle 1L If >

    detachment No 1L If

    10

  • Size and Shape Analysis

    Morphologi G3 digital image analyzer was used to analyse the size and shape of the particles.

    Measures materials from 0.5m to 3000m.

    Fast and easy to use.

    For the measurement of emulsions, suspensions and dry powders

    Control of dispersion pressure, injection time and settling time

    11

  • G3 Morphology analysis of particles

    Before test

    After test

    Dispersion unit of G3

    Malvern G3 Morphology

    12

  • Change in Critical diameter of glass beads with Impact Velocity

    Silanised Glass beads (25-125micron) adhered to silanised glass slides

    At higher impact velocities percentage of particles detached goes on increasing.

    Salazar-Banda, R.G. et al. 2007 used the Centrifuge method had same observations13

  • sizeAn overall view on the interface energy for all the impact velocities used so far

    There is no change in the interface energy values (Zafar et al., 2010)

    The seven different impact velocities were created as a result of the dropping the samples

    from various tube heights

    0

    5

    10

    15

    20

    25

    30

    35

    0 1 2 3 4 5 6 7

    Inte

    rface

    ene

    rgy(

    mJ/

    m)

    Impact velocity(m/sec)

    14

  • Materials for experiment

    Figure: (a) Salinised glass beads (b) Starch (c) Avivel (d) Lactose 15

  • sizeComparison of interface energy for regular and irregular particles

    The particles had similar size distribution of 45-125micron and were dispersed on glass slides

    Mizes, H. et al 2000 concluded from their experiments using centrifugal detachment

    method that the increase in the sharpness at the contact points between the particle and

    the substrate the reduces force of adhesion significantly. 16

    0

    5

    10

    15

    20

    25

    30

    35

    Glass Beads Starch Avicel Lactose

    Surf

    ace

    ener

    gy (m

    J/m

    2)

  • size

    Among the three rough particles Avicel shows the lowest interface energy and Lactose the

    highest for all the three surfaces.

    Comparison in interface energy of irregular particles on different surfaces

    17

  • Effect of functional Group

    05

    101520253035404550

    Hexane NH2 CH3 CF3

    Inte

    rfac

    e En

    ergy

    (mJ/

    m2)

    Functional Group

    The interface energy calculated using drop test technique is different for different saline coatings.

    However, the trends of the order was similar to measurements done by IGC.

  • Conclusions

    Study shows the drop test methodology can be used to estimate the effective interface energy between fine particles to a surface.

    According to the results, the same interface energy has been obtained for each sample at different impact velocities.

    Drop test Technique can detect variation of size , shape and particle-surface roughness

    Improvement plan

    Use of piezoelectric device for measurement of contact time.

    19

  • Acknowledgements

    20

  • Thank You

    Any questions

    21

  • Piezoelectric Ceramics

    -0.2

    -0.15

    -0.1

    -0.05

    0

    0.05

    0.1

    0.15

    -0.3 0.2 0.7 1.2 1.7 2.2 2.7

    Volt

    age

    (V)

    Time (s)

    22

  • Adhesion Force

    23

  • Atomic Force Microscopy

    laserdiode

    split photodiode

    transparentelectrode

    particle

    piezoelectric:moves upand down

    cantilever20 m

    Probes adhesion and attraction of single particles to surfaces with high precision

    24

  • As deposited After 8.9 kRPM spin After 20 kRPM spin

    Probes adhesion of heterogenous particles to a surface and any spatial effects.

    Centrifugal Detachment

    25

  • VDonor ReceiverV

    Uses evanescent waves to monitor the particle removed from a plate by an applied electric field.

    Electric Field Detachment

    26

  • Three different granules (A, B, C) with size range 2-3mm are mixed with a

    white powder with the sieve size range 45-325 m, using shaking device at

    20Hz frequency for 2 minutes

    A CB

    Sample Materials

  • ==tmv

    Fd 0.14 mN

    12

    34

    1

    Drop Test: Analysis

    D= 350 m

    3D6

    v

    = mass

    P= 976 kg/m3

    Image Pro Plus

    V= 4.26 m/s t = 0.66 ms

    200 m

  • Drop Test: Analysis

    JKR theory of adhesion:

    force AdhesionFad =

    radius ParticleR =energy Interface =

    R23

    Fad = LR

    23

    tmv

    FF

    ad

    d ==

    detaches Particle 1LIf >

    detachment No 1LIf

    12

    3 4

    1

    (Particle 1)

    (Particle 2)

    Before the test After the test200 m

  • Sample Height 1 Height 2

    Particle A 10.3 1.6 (mJ/m-2) 10.5 1.4 (mJ/m-2)

    Particle B 57.1 1.4 (mJ/m-2) 55.1 0. 9 (mJ/m-2)

    Particle C 34.3 1.3 (mJ/m-2) 35.4 0. 8 (mJ/m-2)

    Effective Interface Energy

  • sizeChange in interface energy due to aging of the silane coat

    Silanised Glass beads on Silanised glass slides dried for 16hrs at 30C

    There is no significant change in the interface energy.31

  • DMT Mechanics Derjaguin, Muller, Toporov 1975 Applies to high modulus, low adhesion, small radii of curvature systems Sphere/plate geometry remains at initial loading, from surface forces) At equilibrium attractive surface forces balanced by repulsive. DMT result coincides with a non-deformable sphere

    equilibrium pull-off

    Theories of Adhesion

    RP OffPull = 2

    32

    radius ParticleR =

    energy Interface =

  • JKR Mechanics Johnson, Kendall, Roberts, 1971 Applies to low modulus, high adhesion, large radius of curvature systems Upon pull-off a neck forms between adhering surfaces resulting in adhesion

    hysteresis Note: Predicted force of adhesion is 75% of that predicted by DMT model

    equilibrium pull-off

    Theories of Adhesion

    RP OffPull = 23

    33