Unit 2, Part 3: Characterizing Nanostructure Size Dr. Brian Grady-Lecturer bpgrady@ou.edu - PowerPoint PPT Presentation

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Title: Unit 2, Part 3: Characterizing Nanostructure Size Dr. Brian Grady-Lecturer bpgrady@ou.edu


1
Unit 2, Part 3 Characterizing Nanostructure
SizeDr. Brian Grady-Lecturerbpgrady_at_ou.edu
2
Outline
  • Discrete Nanostructures
  • Size and Shape
  • Spheres
  • Size from microscopy and light scattering
  • Not Spheres
  • Size from microscopy
  • Composition
  • ICP/AAS for bulk concentration
  • XPS for surface concentration
  • Arrangement of atoms
  • Bonds-Raman, IR, NMR
  • X-ray diffraction

3
Nanostructure Size
  • If discrete particles, then in general particles
    are all the same general shape (all spheres or
    all ellipsoids or all cubes etc.)
  • If particles are not spheres, then unless the
    particles are all the same size it is almost
    impossible to determine anything about size
    characteristics without microscopy

4
How to use microscopy to determine nanoparticle
size
  • How electron microscopy works third unit
  • Typically, use a dilute suspension of the solids
    in a solvent and directly deposit the
    nanoparticles in the solvent on the grid that
    will go in the microscope
  • Trial and error to get particles not sitting on
    top of one another, yet having enough particles
    to get a representative image
  • Take picture, and measure size either with a
    ruler or with image analysis software
  • Figure 100 or so particles require to be
    quantified for decent statistics.

5
vv
vv
vv
vv
vv
vv
vv
vv
v
v
v
v
vv
vv
Too dilute
Too concentrated
About correct
6
Problems with Microscopy
  • Very labor intensive
  • Trial and error to concentration of nanoparticles
    and drop volume
  • Quantifying image is difficult
  • Image analysis programs are difficult to work
    correctly, typically have to confirm results
  • No image analysis program a lot of measuring
    with a magnifying glass
  • Tends to undercount really small particles
  • Can you get single particle dispersion
  • Does particle size get altered during drying
    (electron microscopy requires dry samples)

7
Non-spherical particles
  • If non-spherical particles are uniform in size,
    x-ray or light scattering (depending on particle
    size) can be used to quantify size distribution
    for some shapes
  • Probably the most common thing to do is to show
    an electron micrograph, and say this is the
    general shape and size of these non-spherical
    particles, and leave it at that. Work-benefit
    ratio to be more quantitative, with the inherent
    error especially with small particles, isnt
    usually high enough.

8
Spherical Particles
  • There is one other commonly used method to
    determine particle size, and the particle size
    distribution, for spherical nanoparticles light
    scattering
  • Requires that the material be dispersed in a
    solvent and that all nanoparticles exist
    individually
  • The machine automatically figures out the correct
    concentration to have the best signal to noise
    assumes individually dispersed particles
  • Can check assumption of individual dispersion by
    looking at particle size distribution or by
    changing concentration manually and making sure
    the result stays the same (always a good idea for
    an unknown material).

9
Particle size distribution
  • Most spherical nanoparticle size distributions
    are fit well by the log normal distribution
    (slightly asymmetric)
  • YAexp(-0.5(log(R)-log(Ro))2/b2)
  • Two parameters b (the width of the distribution)
    and Ro (the average radius). A is set by the
    fact that the area under the curve is 1.

10
Two types of light scattering
  • Static light scattering (also called Mie
    Scattering or just light scattering) and dynamic
    light scattering (also called photon correlation
    spectroscopy or quasi-elastic light scattering)
  • Static light scattering measures scattered
    intensity as a function of angle (just like xrd)
    while dynamic light scattering measures variation
    in time of scattered intensity at a fixed
    scattering angle.
  • Difficult to tell which machine is which (cant
    without reading the manual!)

11
Light Scattering (also called Static Light
Scattering)
  • Light scattering measurement of intensity as a
    function of angle.
  • Use a laser
  • Scattering from a dispersed set of spheres is
    called Mie Scattering (Mie figured out the
    mathematics that relate size and refractive index
    to observed scattering pattern)
  • Very complicated mathematics. Why?
  • Light is polarized from a laser, x-rays are not
  • Light can be transmitted at an interface but
    change direction (index of refraction), x-rays
    cannot (in a practical sense anyway).
  • Light can be reflected at an interface, x-rays
    cannot in a practical sense
  • Light scattering is due to the spheres
    themselves, not the arrangement of spheres in
    space (i.e. atoms dont cause peaks in x-ray
    scattering, the way in which they are arranged
    do!)
  • Multiple scattering is a problem
  • How get a distribution? Have to assume some
    functional form of the distribution and then
    compare the calculated scattering pattern with
    the measured pattern. If all the sizes are the
    same (monodisperse system), then the problem is
    trivial

12
Dynamic Light Scattering
  • Measures the variation of light intensity with
    time (pick an angle, typically either 90 or 175
    degrees) and measure the variation in intensity
    with time (time increment is pretty short
    usually microseconds)
  • Variation in time is caused by diffusion of
    particles which changes scattering angle slightly

13
Dynamic Light Scattering (cont.)
  • A particular shape of the distribution does not
    need to be assumed can calculate in theory the
    distribution from first principles
  • You are NOT actually measuring particle size you
    are actually measuring diffusion constant. Hence
    you must use some relationship between diffusion
    constant and particle size (Stokes-Einstein law)
  • There is a great deal of mathematics that goes
    into converting that variation in intensity to
    diffusion constant.

(k is the Boltzmanns constant, T is temperature,
r is the radius of the sphere and h is the
viscosity of the fluid)
14
Why nothing scientific to read on DLS
  • The mathematics are just too complicated
  • I have given you two things both written for the
    new person (i.e. not really at a high enough
    level for a college course)

15
Light Scattering vs. DLS
  • You will be doing light scattering in the lab
    however you will also be presented with results
    from a DLS system (http//www.bic.com/90Plus.html)
    (you cant do it yourself since it is at the
    Health Sciences Center)
  • Light scattering has higher upper limit to
    minimum particle size (20-50 nm, depending on
    particle).
  • Without the ability to change the polarization of
    incoming light, the upper limit on light
    scattering is around 500 nm.
  • DLS machines lower limit is 0.5 nm to 5 nm,
    depending on particle.

16
Problems with Light Scattering
  • Machines are essentially a black box, and will
    give you an answer no matter what almost. If you
    have non-spherical particles, this machine will
    still give you an answer. Can have multiple
    scattering, that can be an issue.
  • Materials that settle quickly cannot be measured
    easily (although our light scattering machine
    does pump the material in a circle to reduce this
    problem)
  • Works with colored materials but not as well.
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