How do giant molecules wiggle? Ashish Lele National Chemical - - PowerPoint PPT Presentation

how do giant molecules wiggle
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How do giant molecules wiggle? Ashish Lele National Chemical - - PowerPoint PPT Presentation

How do giant molecules wiggle? Ashish Lele National Chemical Laboratory Acknowledgement: Chirag, Omkar, NCL Academy Contents Giant molecules and their applications Unusual flow behaviour Solids, liquids and. Wiggling motions


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How do giant molecules wiggle?

Ashish Lele National Chemical Laboratory

Acknowledgement: Chirag, Omkar, NCL Academy

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Contents

Giant molecules and their applications Unusual flow behaviour Solids, liquids and…. Wiggling motions

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Giant molecules

C C H H H X C C H H H X

n n

Polymers OR Macromolecules

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Giant molecules

7300 >106 DNA 100 400,000 Silk 100 50,000 – 5,000,000 Polyethylene 10 720 Fullerene C60 2.8 78 Benzene 1.7 28 Ethylene 3.3 44 CO2 3.0 32 O2 1.5 2 H2

Molecular size (Å) Molecular weight (g/mol) Molecule

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Long chains?

Hermann Staudinger 1881-1965

Proposed the concept of polymers in 1920. Colloidal chemists rejected the idea.

  • Awarded Nobel Prize in Chemistry in 1953.

Rightfully called the father of polymer chemistry.

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Can we live without them ?

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Why are they so popular?

Excellent properties Easy to shape into products Cheap Reusable Good service life …..

We consumed 7 million tons in 2008 !! (Mutha et al, 2006)

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How are they shaped?

Plastics Melt Shaping

heating flowing

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How are they shaped?

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How are they shaped?

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How are they shaped?

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Flow behaviour demos…

Rod climbing Extrudate swell Melt fracture Filament stretching Dilatency and yield stress

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Is this solid or liquid?

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Solids (Elastic)

x k F − =

Recovery (memory) Energy storage Hooke’s law

Homework: Can you render water elastic?

Robert Hooke 1635-1703

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Molecular origin of elasticity

Bond stretching Enthalpic Bond rotation Entropic

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Molecular origin of elasticity

R Nb T k F

B 2

3 =

0.1 0.2 0.3 0.4 2 4 6 8 10

R

probability distribution

N steps b R

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Liquids (Viscous)

Zero recovery (no memory) Energy dissipation Newton’s law

dy dv A F η − =

Sir Isaac Newton 1642-1727

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Viscoelasticity

Fading memory Short time elastic, long time viscous “Mountains flow before the Lord”

p

t De λ =

James Clerk Maxwell 1831-1879

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Wiggling in solutions

Robert Brown 1773-1858

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Wiggling in solutions

2 2

N T k b

B

ζ λ ≈

Rouse, P.E. Jr., 1953

Plucked string of a guitar

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Wiggling in melts

3 2

~ N D L N T k D

c bead B c

= = λ ζ

Pierre de Gennes 1932-2007

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Why are wiggling motions important?

Choosing the right polymer for an application. Choosing the right equipment for a polymer. Influence on solidification processes. Biological processes.

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THANK YOU!

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Rod climbing

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Extrudate swell

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Melt fracture

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Filament stretching