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What is a nanometer?
1. 10^‐6 cm
2. 10^‐3 mm
3. 10^‐6 m
4. 10^‐6 micron
5. 10^‐12 m
6. 10^‐7 cm
7. 1 Angstrom
8. 10^‐9 m
6. 10^‐7 cm
8. 10^‐9 m
The prefix "Nano" comes from...
a. French word meaning billion
b. Greek work meaning dwarf
c. Spanish word meaning particle
d. Latin word meaning invisible
b. Greek work meaning "dwarf"
Who first used the term "Nanotechnology and
when?
a. Richard Feynman, 1959
b. Norio Taniguchi, 1974
c. Eric Drexler, 1986
d. Sumio Iijima, 1991
b. Norio Taniguchi, 1974
If you were to shrink yourself down until you
were only a nanometer tall, how thick would a
sheet of paper appear to you?
a. 170 meters
b. 1.7 kilometers
c. 17 kilometers
d. 170 kilometers
c. 17 kilometers
(An average sheet of paper is approx. 0.1 mm thick; in other words: 100,000 nanometers. Let's assume the average height of a person to be 1.7 meters. If this person is shrunk to be only 1 nanometer tall, the thickness of a sheet of paper would be 100,000 times taller and therefore appear to be 17 km thick.)
What is graphene?
a. A new material made from carbon nanotubes
b. Thin film made from fullerenes
c. A software tool to measure and graphically
represent nanoparticles
d. A one‐atom thick sheet of carbon
d. A one‐atom thick sheet of carbon
What is nanorobots (nanobots)?
a. Do not exist yet
b. Exist in experimental form in
laboratories
c. Are already used in nanomedicine to remove plaque
from the walls of arteries
d. Will be used by NASA
a. Do not exist yet
What is grey goo?
a. A hypothetical substrance composed of
out‐of‐control self replicating nanobots
that consumes all living matter on matter
b. The feeder material used to grow grey nanoparticles in
the laboratory
c. Toxic byproduct resulting from the synthesis of carbon
nanotubes
d. Waste product from the productioin of nanoglue made
from the membranes on the feet of the Madagascan
Grey Gecko
a. A hypothetical substance composed of
out‐of‐control self replicating nanobots
that consumes all living matter on matter
Which of these consumer products is already
being made using nanotechnology methods?
a. Car tire
b. Golf ball
c. Sunscreen lotion
d. All of the above
d. All of the above
What is the 2017 budget for the U.S. National
Nanotechnology Initiative?
a. $587 million
b. $917 million
c. $1.4 billion
d. $2.1 billion
c. $1.4 billion
(The 2017 Budget for the agencies participating in the National Nanotechnology Initiative (NNI) is over $1.4 billion. The NNI's 2014 budget figures can be found here. Since 2001, the NNI's cumulative budget has been $24 billion.)
What is a buckyball?
a. A carbon molecule (C60)
b. Nickname for Mercedes‐Benz's futuristic
concept car (C111)
c. Plastic explosives nanoparticle (C4)
d. Concrete nanoparticle with a comprehensive
strength of 20 nanonewtons
a. A carbon molecule (C60).
Buckyballs are also called Fullerenes. Discovered in 1985, they are a family of carbon allotropes named after the architect Richard Buckminster Fuller because they resemble the form of his geodesic domes
What is depicted in this famous image?
a. Artist's nanoscale illustration of the
Circus Maximus in Rome
b. Scanning Tunneling Microscopy
image of electron surrounded
by iron atoms
c. Simulation of Underwater volcanoes near the
Hawaiian Islands
d. Nanoscale version of a bear trap to capture
nanoparticles.
b. Scanning Tunneling Microscope image of electrons surrounded by iron atoms.
IBM Logo
- IBM's research center manipulated 35 Xenon atoms to spell out the IBM logo
- Demonstrated the ability to precisely manipulate atoms ushered in the applied use of nanotechnology
What is the subtitle of the movie, "NanoSpace"?
a. Nanoworld
b. Atomworld
c. Nano Universe
d. The Atom Revealed
e. Microspace
d. The Atom Revealed
The telescope enables to watch;
a. Atom
b. Ants
c. Galaxy
d. Human
e. Foods
c. Galaxy
Electron microscope enables to observe:
a. Atom
b. Ants
c. Galaxy
d. Human
e. Foods
a. Atom
What instrument can you use to see microscopic world (3 right answers)?
a. Microscope
b. Binoculars
c. Electron microscope
d. Telescope
e. Tunneling microscope
a. Microscope
c. Electron microscope
e. Tunneling microscope
Where is the nanospace?
a. Pickle
b. Chopsticks
c. Sesame seeds
d. Plum
e. Everywhere
e. Everywhere
What is an example of 10^‐4 m world in the movie?
a. Fish
b. Flea
c. Human
d. Rock
e. Atom
b. Flea
(Ex: cells, a flea, bacteria and unknown forces in microscopic world)
note: fish and a human viewed in 10^‐3 m (1 mm) world
What is a microscope and what can you do with it?
- instrument used to see objects the microscopic level
- use for small sample observation
Who invented the microscope?***
Anton van Leeuwenhoek
Who is Robert Hooke?
a. He first invented microscope
b. He invented telescope
c. He is an author of Micrographia based on his observations
d. He created nanospace
e. He is the most famous modern nano‐Scientist
c. He is an author of Micrographia based on his observations
What is Hook's contribution to the current Biology?
a. He illustrated living things
b. He improved microscope
c. He inspired Biologist and other scientists
d. He found cells
e. All of the above
e. All of the above
Who is Ernst Ruska?
Created the first useful electron microscope in 1939
1/1000 mm equals to
a. 1 mm
b. 1 cm
c. 1000 m
d. 1 um
e. 1 nm
d. 1 um
Dooms are growing and disappearing in the movie, what are these?
a. Cells are growing
b. A living thing
c. Fog is appearing and disappearing
d. Water is vaporizing
e. Human breaths on cold glass
e. Human breaths on cold glass
Who use a beam of electrons for microscope applications in 1936?
a. Hans Busch
b. Albert Einstein
c. Masato Ibu
d. Thomas Edison
e. Ernst Ruska
e. Ernst Ruska
What are sources of optical and electron microscope?
a. Lights
b. Cells
c. Electrons
d. Lights and cells
e. Lights and electrons
e. Lights and electrons
What is crystallinity?
a. Ordered structure
b. Random structure
c. Portions are ordered structure
d. Microstructure structure
e. Nanostructure structure
a. Ordered structure
What is the periodic table and who made the table?
a. Most complicated chemicals, Albert Einstein
b. Chemical element, Albert Einstein
c. Ordered by atomic numbered chemical element, Dmitri Mendeleev
d. Chemical compound, Dmitri Mendeleev
c. Ordered by atomic numbered chemical element, Dmitri Mendeleev
What are symbols of Oxygen, Hydrogen, and Gold in the periodic table?
a. O, Hy, Go
b. Ox, Hy, Go
c. O, H, Au
d. Ox, Hy, Au
c. O, H, Au
Which of the following statement is true:
a. An element is made of atoms
b. An atom is made of elements
c. If universe is an atom, then all stars are elements
d. Optical microscope is enough to see an atom
a. An element is made of atoms
Why atoms are difficult to find in theory?
a. Because they are in constant motion and they do not have solid surface
b. Because they are no atoms
c. Because there are no instrument to observe
d. It is impossible to watch atoms in theory
a. Because they are in constant motion and they do not have solid surface
Who invented transmission electron microscope?
a. Professor Hatsujiro Hashimoto
b. Physicist Albert Crewe
c. Dr. Albert Einstein
d. Thomas Edison
b. Physicist Albert Crewe
Why transmission electron microscope is unique?
a. Because electrons pass through the substance and allow to image the
atom
b. Because electrons image the surface atom by generating second electrons
c. Because electrons can use to characterize chemical and physical analysis
d. Because electrons are used to generate transmitted electrons
a. Because electrons pass through the substance and allow to image the
atom
Which of the following statement is true about professor Hashimoto work?
a. Use of tiny layer and tiny holes to watch an atom
b. His team imaged a single atom in 1971
c. It took 6 months to get a single atom image by his team
d. His team attempted more 1000 times, but all failed except one experiment.
e. All the above
e. All the above
In 10^‐10 m level, what do you see ?
a. A single atom
b. A single element
c. A crystal structure
d. A diamond
a. A single atom
What is a scanning tunneling microscope?
***
a. Use a needle
b. Use a single atom
c. Use a single electron
d. Use a computer graphic
c. Use a single electron
Which of the words is the smallest in the movie?
***
a. IBM
b. JEOL
c. Peace 91
d. JEOL
a. IBM
In the movie, there were methods to make a nanostructure. Name them?
Using very sharp tiny needles to manipulate structures
Thinning the gold/gold lead physical processing
Manipulating atoms 1 at a time
Why do you want to see small size materials?
To understand how the physical, chemical, and
biological properties of materials differ in
fundamental and valuable ways from the properties
of individual atoms and molecules or bulk matter
Understanding will help in creating engineered materials with superior properties
What is nanotechnology?
Research and technology development at the atomic,
molecular or macromolecular levels, in the length
scale of approximately 1 ‐ 100 nanometer range;
1. to provide a fundamental understanding of
phenomena and materials at the nanoscale
2. to create and use structures, devices and systems
that have novel properties
and functions because of
their small and/or
intermediate size.
Moore's Law
The complexity for minimum component costs
has increased at a rate of roughly a factor of two
per year
Examples of multidisciplinary nanotechnology
Chemistry --> Chemistry/Catalysts
Physics --> Optics/precision engineering
Material Sciences --> Automotive/coatings
What is the major challenge of thing manmade?
Fabricating and combining
nanoscale building
blocks to make useful
devices, e.g., a
photosynthetic reaction
center with integral
semiconductor storage.
Micron
10^-6 m
(note: hair thickness = 50-200 micron)
Angstrom
10^-10 m or 10 nm
(note: atom 1-5 angstroms)
Choose the smallest object:
1. Single DNA
2. Single Water molecule
3. Single Protein
4. Single Atom
5. Single Bacteria
4. Single Atom (0.1 ‐ 0.5 nm)
(note:
- DNA (width): 2 nm
- Water molecule: 3 atoms
- Protein: 5-50 nm
- Bacteria: 1000-10000 nm
What are the levels of knowledge for the future of nanotechnology? Where are we now?
1. Knowing about the existence of atoms
2. Actually seeing them
3. Manipulating them
4. Truly understanding how they work
Currently: Actually seeing them
What are the grand challenges of nanotechnology in current applications?
• Nanostructured materials "by design"
• Advanced healthcare, therapeutics, diagnostics
• Environmental improvement
• Efficient energy conversion and storage
• Microcraft space exploration and industrialization
Nanotechnology has been identified as essential in solving many of
the problems facing humanity issues. Choose that is not a goal for nanotechnology.
1. Providing Renewable Clean Energy
2. Supplying Clean Water Globally
3. Improving Health and Longevity
4. Healing and Preserving the Environment
5. Controlling birth for human and animal.
6. Making Information Technology Available To All
7. Enabling Space Development
5. Controlling birth for human and animal.
What is nanotechnology?
1. Smaller than Microtechnology
2. The development and use of devices that have a size of only a few nanometers.
3. Branch of engineering that deals with things smaller than 100 nm
4. Research and technology development at the atomic, molecular or
macromolecular levels, in the length scale of approximately 1 ‐ 100 nanometer
range
5. all of the above
5. all of the above
Q3. Where is current structure of our nanotechnology?
1. Passive structure
2. Active structure
3. Systems of nanosystem
4. Molecular nanosystems
5. The singularity
3. Systems of nanosystem
The resolution of an optical microscope has a theoretical limit of resolution based on primarily on what factor?
1. Quality of optics - lenses
2. The working distance of the microscope
3. The focusing mechanism
4. Quality of an operator
5. The wavelength of light
5. The wavelength of light
A surface which is hydrophobic such as lotus will do what to a drop of water deposited on it?
1. Increase the contact angle
2. Decrease the contact angle
3. Hydrolyze the water so that it spreads out
4. Offers a low surface energy that water is absorbed
into the lotus
5. Offers a high surface energy so that water is evaporized
1. Increase the contact angle
Why does size matter?
Materials behave differently at nanoscale. It's not
just about miniaturization. At this scale‐‐‐it's all
about INTERFACES
Color depends on particle size (Ex: quantum dots
- blue emission: quantum dots 3.2 nm in diameter
- red emission: quantum dots 5 nm in diameter)
What are physical properties? List some examples.
- observed or measured
without changing the
composition of matter
- used to observe and describe matter
Examples:
- Electronic (electrostatic)
- Mechanical (absorption,
stiffness, strength)
- Color
- Melting point
- Brownian
- Combustion
- Surface area
What are chemical properties? List some examples.
- take advantage of large surface to volume ratio, interfacial and surface chemistry important, systems too small for statistical analysis
Examples:
- Oxidation states
- Flammability
- Toxicity
- Chemical stability
- Radioactivity
- Chemical bonds
- Van der Walls
What are the material properties and applications of Aluminum?
Properties:
Lightness, Strength,
Ductile
Applications:
Foil, Aircraft
What are the material properties and applications of Rubber?
Properties:
Elasticity, Flammability
Applications:
Tires, Seal, Gasket
What are the material properties and applications of Ceramics?
Properties:
Thermal resistivity,
Strength
Applications:
Furnace, Brick
What are the material properties and applications of Steel?
Properties:
Strength, Conductivity
Applications:
Pipe, Building
What are the material properties and applications of Copper?
Properties:
Conductivity, Anticorrosive
Applications:
Electrical cable
What are the material properties and applications of Wood?
Properties:
Insulation, Flammability
Applications:
Furniture, Fire
How does increasing the size affect the surface area, volume, and surface area-to-volume ratio?
- Surface area increases
- Volume increases
- S.A./V ratio DECREASES
Compare the surface area-to-volume ratio for typical macroscale and nanoscale materials. (note: typical materials have a surface density of 10^15 atoms/cm^2
and a volume density: 10^23 atoms/cm^3)
Macroscale (for cube with side length of 1 cm):
- total # of atoms=
volume density*volume of cube =
(10^23 atoms/cm^3)*(1 cm)^3=
10^23
- total # of surface atoms:
surface density*surface area of cube =
(10^15 atoms/cm^2)[6(1 cm)^2]= 6x10^15
Therefore, SA/V = 6x10^-8
Nanoscale (for cube with side length of 1 nm = 10^-7 cm):
- total # of atoms=
volume density*volume of cube =
(10^23 atoms/cm^3)*(10^-7 cm)^3= 100
- total # of surface atoms:
surface density*surface area of cube =
(10^15 atoms/cm^2)[6(10^-7 cm)^2]= 60
Therefore, SA/V = 0.6
CONCLUSION: SA/V ratio is larger at nanoscale than at macroscale.
What are benefits of high surface area?
• Improved reactivity
• Better catalysts
• Better mechanical strength
What are types of non‐covalent bonding?
- van der Waals interactions
- Dipole‐Dipole interactions
- Hydrogen bonds
- Ionic interaction
van der Waals interactions
bonds between fluctuating,
induced dipoles within the
electron clouds of interacting
molecules.
polar/nonpolar
dependent on distance of separation between molecules (significant only when electron clouds are touching)
Dipole‐Dipole interactions
result when two dipolar molecules interact
with each other through space
Ex: elevated boiling point
of water
Hydrogen bonds
noncovalent
interactions occurring between
the H atom of a dipolar
molecule such as water, and
the unshared electron pair of
another atom
What are covalent bonds?
form when two atoms come very close together and share one or more of their electrons
Extensive delocalization of valence electrons in materials with strong chemical bonding and changing structure can lead to different physical and chemical properties depending on __________
size
What physical and chemical properties can result from valence electron delocalization and structural changes in materials?
- Optical properties
- Bandgap
- Melting point
- Specific heat
- Surface reactivity
What type of property is color?
Color is a dependent property
Color
caused by the partial absorption of light by electrons in matter, resulting in the visibility of
the complementary part of the light
result of small particles absorbed that lead to some color
(note: on most smooth metal surfaces, light is totally reflected by the high density of electrons -- no color, just a mirror‐like
appearance)
Examples of color as a size dependent property
- Gold: which readily forms nanoparticles but not easily oxidized, exhibits different colors depending on particle size
- Silver and copper: give attractive colors
Equation for Deviation of melting point from the bulk value
Δθ = (2Toσ) /(ρLr)
Δθ = Deviation of melting point from the bulk value
To = Bulk melting point
σ = Surface tension coefficient for a liquid‐solid interface
ρ = Particle density
r = Particle radius
L = Latent heat of fusion
What are known nanomaterial properties?
1. Higher surface area to volume ratio , reactivity, and
surface energy
2. Reduced melting point (spacing between atoms is reduced due to a huge
fraction of surface atoms)
3. Better catalytic/chemical efficiency (due to high SA/V ratio)
4. Improved mechanical properties (due to reduced probability of defects)
5. Optical properties (Semiconductor Blue Shift due to an increased band gap; Metallic Nanoparticles Color Changes due to Surface
Plasmons Resonances)
6. Electrical conductivity (decreases due to
increased surface scattering; increases due to better ordering and ballistic transport) --> tunable with size
7. Increased perfection enhances chemical stability
8. Biological properties (increased permeability through biological barriers; improved biocompatibility)
Which of the following examples of physical properties is not
related (not affected) to nanoscale?
1. Brownian motion
2. Electrostatic
3. Gravity
4. Van der Walls
5. Quantum mechanic
3. Gravity
Which of the following statement is right about surface area to
volume ratio?
1. Surface area increase with decreased size
2. Volume increases with decreased size
3. Surface area to volume ratios decrease with size
4. Surface area to volume ratios is constant with size
5. Surface area to volume ratios in bulk materials is much larger than micro
structures.
3. Surface area to volume ratios decrease with size
Which of the following statement is right about nanoscale effect?
1. Melting point is proportional to particle radius (r)
2. Melting point is proportional to particle density
3. Melting point is not related to size of the materials
4. Melting point is proportional to 1/r
5. None of the above
4. Melting point is proportional to 1/r
Reference Equation for Deviation of melting point from the bulk value :
Δθ = (2Toσ) /(ρLr)
Choose the right statement about covalent bonding:
1. Covalent bondings include Van der Walls, dipole‐dipole, and ionic interactions
2. Covalent bondings are weak electrical bonds between molecules
3. Covalent bonding is typically ~100‐fold weaker than non‐covalent bonds
4. Covalent bonding is a form of chemical bonding that is characterized by the sharing of pairs of electrons between atoms
5. Thermal energy is greater than covalent bonding in biological system
4. Covalent bonding is a form of chemical bonding that is characterized by the sharing of pairs of electrons between atoms
Physical properties changes vary with _____ and depend on _________
size; the chemistry and
arrangement of the building blocks in dimensional
structures
Examples of physical properties
- Melting point
- Hardness
- Optical properties
- Magnetic property
- Electrical conductivity
What are finite size effects of nanostructure properties?
Electronic bands are gradually converted to molecular
orbitals.
Confining electrons to small geometries results
in "particle‐in‐a‐box" energy levels.
Nanostructures are
difficult to describe using either solid state physics (solid
materials) or quantum chemistry (molecules and atoms
What are surface and interface effects of nanostructure properties?
A high percentage of atoms in nanomaterials are on the
surface (or interface)
Ex: 5nm spherical particle: 50% of the atoms are on the surface
The electronic properties of bulk materials are
dominated by ___________.
electron scattering
(Electrons travel at a drift velocity depending on the
applied voltage (Ohm's law).
The scattering events that contribute to resistance occur
with mean free paths that are typically tens of nm in
many metals.)
Examples of 0-D Structures
- nanodots, nanoparticles
Examples of 1-D Structures
- nanowires
- nanorods
- nanotubes
Examples of 2-D Structures
- thin films
- planar wells
- super lattices
Examples of 3-D Structures
- Bulk materials
What is nanostructure?
- At least one dimension is below 100 nm
- One dimension is below 100 nm, and second dimension
is below microns.
- In general, 0‐D, 1‐D and 2‐D nanostructures/nanomaterials are _________.
nanowires
graphene
nanotubes
nanoparticles
What are classified as nanoparticles?
metals
semiconductors
non‐conductors
What are classified as nanowires?
metals
semiconductors
What are classified as nanotubes?
metals
semiconductors
What is characteristic of graphene?
metallic
semiconducting
What are nanowires?
nanoscale/microscale wires that have a width a few to a hundred nanometers in diameter (length is not limited)
1-D nanostructures
What benefit do nanowires provide in electronic device applications?
greatly reduce the size of electronic devices while allowing us to increase
the efficiency of those devices
What are applications of nanowires?
- Field effect transistors
- Thermoelectric materials
- Light emitting diodes
- Sensors