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New Approaches for Teaching the Chemical Principles of Engineering Phil Westmoreland University of M

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Chemical and biological treatment. Air, water, soil properties ... understand the chemical principles of engineering because we all need properties. ... – PowerPoint PPT presentation

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Title: New Approaches for Teaching the Chemical Principles of Engineering Phil Westmoreland University of M


1
New Approaches for Teaching the Chemical
Principles of EngineeringPhil
WestmorelandUniversity of Massachusetts
Amherstwestm_at_ecs.umass.edu
2
What are the chemical principles of engineering?
  • Principles that underlie the useful properties of
    atoms, molecules, macromolecules, continuum
    ensembles, materials
  • Is it chemistry? Is it physics? Is it biology?
  • Biochemistry? Physical chemistry? Chemical
    physics?
  • Physical organic chemistry? Biophysical
    chemistry?
  • Quantum mechanics? Statistical mechanics?
  • Semiconductor physics? Organic semiconductors?
  • I dont care! These are all molecular
    sciences.
  • Student need to master these principles - and
    can.
  • Molecular modeling and computer visualization
    helps greatly!

3
ChE is the engineering profession that focuses
on applying chemistry.
  • Phase and reaction equilibria
  • Bond and interaction energies
  • Ideal-gas thermochemistry
  • Thermochemistry and equations of state for real
    gases, liquids, solids, mixtures
  • Adsorption and solvation
  • Reaction kinetics
  • Rate constants, products
  • Metabolic pathways
  • Transport properties
  • Interaction energies, dipole
  • µ, kthermal, DAB
  • Analytical information
  • Spectroscopy Frequencies, UV / Vis /IR
    absorptivity
  • GC elution times
  • Mass spectrometric ionization potentials and
    cross-sections, fragmentation patterns
  • NMR shifts
  • Protein folding and misfolding, docking, ADME,
    drug discovery
  • Mechanical properties of hard and soft condensed
    matter
  • Electronic optical properties

4
Yes, ChE is the engineering profession that
focuses on applying chemistry.
  • But mechanical engineers use many properties that
    are molecular in origin.
  • Basic thermochemistry ?fHº, Cpº, Sº
  • P-V-T relations
  • Strength of materials
  • So do civil and environmental engineers
  • Chemical and biological treatment
  • Air, water, soil properties
  • Effects of environment on materials
  • And likewise electrical and computer engineers
  • Band gap as collective HOMO-LUMO differences.

5
We all need to understand the chemical principles
of engineering because we all need properties.
  • Maybe accurate, precisely known numbers.
  • Necessary for accurate design, costing, safety
    analysis.
  • Cost and time for calculation may be secondary.
  • Maybe just accurate trends and estimates.
  • Often more valuable.
  • Correlate with data to get high-accuracy
    predictions.
  • Use to identify relationships between structure
    and properties.
  • Enormous value for product and process
    development, operations, and troubleshooting.
  • Great data are best, but we must understand
    enough theory to predicting unmeasured properties.

6
1. Most property predictions are by
correlations, wholly empirical or theory-based.
  • Arrhenius kinetics
  • Ideal gas law
  • Ideal gas mixtures (P?xiP ?Pi)
  • Ideal solutions
  • Activity coefficients

Ken Jolls, www.public.iastate.edu/jolls/gibbsPics
/pvtn.jpg
7
2. Property correlations require a grasp of
underlying principles.
8
3. Molecular visualization helps develop this
grasp.
Compare the descriptions (C33N3H43)FeCl2, a
liganded di(methyl imide xylenyl) aniline ...
9
See functionality with the 3-D structure.
10
A key tool for describing molecular biology
11
Such as enzymatic docking.
12
5. For getting and using quantitative
correlations properly, use the appropriate theory.
1 m
100 ?m
0.1 ?m
10 nm
Length
1 nm
1 ps
10 ns
1 hr
Time
(After Maroudas, 2002)
13
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14
6. We can use these computational tools to help
us teach about theory and applications.
  • The educational principle
  • Easy visualization and successful predictions
    motivate students to study useful underlying
    theories.

15
Example Sketch ethylene Calculate optimized
structure/frequencies/thermo Compare to data.
Electron density
HOMO LUMO
  • Calculations and graphics at HF/3-21G with
    MacSpartan Plus (Wavefunction Inc.).

16
Then theyll tackle How -- the needed theory.
  • Maxwell-Boltzmann and Bose-Einstein statistics.
  • Ideal-gas thermochemistry for Cpº and Sº, broken
    down into additive translation, rotation,
    vibration
  • Compare with group additivity correlations.
  • Can develop transition-state theory quickly,
    logically.

17
Get bond lengths, bond angles, frequencies from
analogies -- or from quantum chemistry.
  • Efficiently explain the underlying quantum
    chemistry.
  • Easiest to think of a small, covalently bonded
    molecule like H2 or CH4 in vacuo.
  • Most simply, the goal of electronic structure
    calculations is energy.
  • However, usually we want energy of an optimized
    structure and the energys variation with
    structure.

18
For quantum mechanics, a Hamiltonian operator is
used for translational kinetic energy.
  • Obtain a Hamiltonian function for a wave using
    the Hamiltonian operator

to obtain
where Y is the wavefunction, an eigenfunction
of the equation
  • Born recognized that Y2 is the probability
    density function

19
H-atom eigenfunctions y correspond to hydrogenic
atomic orbitals.
20
Construct each MO yi by LCAO.
  • Lennard-Jones (1929) proposed treating molecular
    orbitals as linear combinations of atomic
    orbitals (LCAO)
  • Linear combination of s orbital on one atom with
    s or p orbital on another gives s bond
  • Linear combination of p orbital on one atom with
    p orbital on another gives p bond

21
Simulate the real functionality with gaussians.
  • Start with a function that describes hydrogenic
    orbitals well.
  • Slater functions are best e.g.,
  • Gaussian functions are better e.g.,
  • No s cusp at r0
  • However, all analytical integrals
  • Linear combinations of
    gaussians e.g., STO-3G
  • 3 Gaussian primitives to simulate a STO
  • (Minimal basis set)

22
Then explain Hartree-Fock, density functional
theory, compound methods, and then...
23
7. Use them to solve some small, real problems
that reinforce the point.
  • Heat of combustion for dimethyloxirane safety.
  • Rate constant for simple reaction like C2H4OH.
  • Heat of solvation for small molecules in various
    solvents.
  • Fit Lennard-Jones parameters for simple potential.

24
Safety / reactor engineering example
25
Simplest properties are interaction energies
Here, the van der Waals well for an Ar dimer.
26
In conclusion,We can use these tools effectively
to teach the chemical principles our students
will need.
  • Build on students chemistry education and their
    prior use of properties to solve problems.
  • Refresh their recognitions of molecule types
    using sketching / visualization codes.
  • Have them predict structures and properties.
  • With them motivated, build the underlying theory.
  • Have them obtain properties for use.

27
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