Isotopic RI and dichroism Flashcards
Polarization of Light
Two methods to polarise light:
step 1
- reflection off of a non-metallic surface, such as glass or paint.
reflected beam is polarized with vibration directions parallel to the reflecting surface (perpendicular to the page)
Refracted light is polarised in the plane of the paper.
look on ppt
Polarization of Light
Two methods to polarise light:
step 2
- Light is polarised on passing through a substance that absorbs light vibrating in all directions except one.
Anisotropic crystals have this property and were used in microscopes built before ~1950
Now polarisers are made of plastic film made by the Polaroid Corporation.
long-chain organic molecules are aligned closely together in one direction forming a grid in a plastic sheet.
allows the passage of light vibrating only in the same direction as the grid. Light vibrating in all other directions is absorbed
look at ppt
Polarization of Light
Two methods to polarise light:
- reflection off of a non-metallic surface, such as glass or paint.
- Light is polarised on passing through a substance that absorbs light vibrating in all directions except one.
polarised light
linearly polarised
circularly polarized
elliptical polarized light
look at ppt
Polarised Light Microscopy :
Most important method for identification and comparison of Synthetic Fibers and Minerals:
Anisotropic and isotropic refractive index
Birefringence
Sign of elongation
fibres are anisotropic
– properties along length differ from there across width
n_iso= [n_∥+2 (n_⊥)]/3
niso = isotropic RI (similar to RI of bulk polymer)
n_∥ = RI parallel to fiber length
n_⊥ = RI perpendicular to fiber length
niso, n_∥, n_⊥ all ~ 1.5 (all polymers are made from C, H, O and RI depends on refraction of the atom)
look on ppt for correct symbols
Isotropic Refractive Index can be used to measure:
the density and hence crystallinity of a fibre
n-1= K_ρ
n = isotropic refractive index,
K = atomic refractivity of material
ρ= density (used for quality control of fibres in industry)
Orientation and Order of Fiber Polymer System.
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(a) Non Orientated Non-crystalline
(b) Non-Orientated but Sections Ordered
(c) Orientated and Crystalline.
stretch or drawing of a fibre
stretching or drawing of a fiber increases the orientation of the fiber, reduces its diameter and packs the polymer chains closer together -> higher density
amount of crystallinity and the amount of orientation of the ordered regions affects properties e.g. dye-ability, tensile strength,
Other methods of investigating extent of crystallinity
+ XRD, HTEM, DSC
look on ppt
Isotropic refractive index
used to compare identical fibers which differ only in crystallinity – useful for colourless nylon fibers in carpets
usually heat set if twisted
on heating above Tg (glass transition temperature) then cooled the isotropic RI increases
Above Tg molecules can move and be more ordered, on cooling the ordering is set in.
look at ppt
Note Γ remains constant as longitudinal order unchanged therefore can use niso to discriminate non-descript fibers
Birefringence:
- is when the refractive index depends on the polarization and propagation direction of light.
- Birefringence Γ occurs when an optical material (crystal or orientated crystalline polymer) in the path of a beam of light causes the beam to be split into two polarization components which travel at different velocities.
birefringence equation
Γ= n_∥- n_⊥ Γ= R/1000 T Where R is retardation (nm) – amount by which || ray is slowed down in c.f. to ⊥ ray T is thickness of fiber (µm) n is refractive index
Calcite .
Its birefringence is extremely large, with 𝑛⊥ and 𝑛∥ of 1.6584 and 1.4864 respectively.
This is because it has an anisotropic crystalline lattice.
Anisotropic crystals, have crystallographically distinct axes and light is refracted into two rays, each polarized so that they travel at different velocities and that their vibration directions are oriented at right angles to one another.
This phenomenon is termed “double” refraction.
birefringent crystals between crossed polarizers
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After the light rays pass through the analyzer they vibrate in the same plane,
Constructive or destructive interference occurs and a spectrum of colour is observed
michel- levy chart
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- sample is rotated to a position of maximum brightness in the microscope
- the column of colour produced gives the path difference in nm e.g. magenta (1st order) has a path difference of 570nm
- the nearest vertical line to the colour is followed to the nearest horizontal line to the known thickness.
- Birefringence is determined by following the diagonal line at the intersection of the colour and thickness value.
- An interactive Michel Levy Chart can be found at
- This chart can also be used to find thickness if birefringence and colour are known