Nano Science And Applications Lec 1 Q and A

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69 Terms

1
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What is the size range that defines nanoscience?

1 to 100 nanometers (nm)

2
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Define Nanoscience?

the study of structures and materials at a very small scale, specifically 1 to 100 nanometers (nm)

3
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What distinguishes the properties of materials at the nanoscale compared to larger amounts of the same material?

Unique physical, chemical, and biological properties

4
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Define nanotechnology?

The practical use of nanoscience to design, create, and use materials, devices, and systems at the nanoscale

Involves manipulating matter at an atomic or molecular level

5
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What is the goal of nanotechnology?

To develop new materials with enhanced properties for use in various fields like medicine, electronics, and energy

6
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How large is one nanometer?

One billionth of a meter (10⁻⁹ m)

7
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Besides small size, what other key aspect defines nanoscience?

Materials show new physical phenomena called quantum effects

8
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What is a characteristic of quantum effects at the nanoscale?

They are size-dependent

They cause nanoscale materials to behave differently from macro-scaled or bulk materials

9
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List some of the properties that can be changed in nanoscale materials due to quantum effects?

Color,Solubility,Strength Electronic conductivity,Thermal conductivity,

Magnetic behavior ,Mobility ,Chemical activities ,Biological activities

10
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What is the approximate diameter of a human hair?

80,000 nm

11
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What is the approximate diameter of a red blood cell?

2000 nm

12
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What is the approximate length of 10 compact hydrogen atoms?

1 nm

13
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What is the approximate length of a water molecule?

0.1 nm

14
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Approximately how many gold atoms positioned adjacently equal 1 nm?

Three and a half

15
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What gap do nanoparticles bridge?

The gap between the atomic/molecular scale and the bulk material scale

16
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What is the size range of the atomic scale?

0.1–1 nm

17
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What is involved at the atomic scale?

Individual atoms and small molecules

18
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What is the size range of the nanoparticle scale?

1–100 nm

19
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What is the size of the bulk material scale?

>100 nm

20
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What governs the properties of materials at the bulk material scale?

Classical physics, not quantum effects

21
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Give an example of the early use of nanomaterials?

Ancient Romans using gold and silver nanoparticles in glassmaking for colours in church windows

22
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Who introduced the idea of manipulating atoms in the 20th century and in what lecture?

Physicist Richard Feynman in his 1959 lecture, "There’s Plenty of Room at the Bottom"

23
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What invention in the 1980s allowed scientists to see and move atoms?

The Scanning Tunneling Microscope (STM)

24
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What is the defining characteristic of a nanomaterial based on its dimensions?

An object with at least one dimension in the nanometer scale (approximately 1-100nm)

25
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What are zero-dimensional (0D) nanomaterials? Provide an example

All dimensions are confined to the nanoscale Example: Nanoparticles (e.g., quantum dots)

26
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What are one-dimensional (1D) nanomaterials? Provide examples

One dimension is in the nanoscale range, while the other two are larger than the nanoscale

Examples: Nanotubes, nanowires

27
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What are two-dimensional (2D) nanomaterials? Provide examples

Two dimensions are in the nanoscale range, while the third dimension is larger Examples: Nanosheets, graphene

28
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What are three-dimensional (3D) nanomaterials? Provide examples

All three dimensions are beyond the nanoscale but contain nanoscale building blocks

Examples: Nanocomposites, bulk nanomaterials

29
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Give examples of carbon-based nanomaterials?

Examples: graphene, carbon nanotubes (CNTs), carbon nanodots

30
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What is a Property of carbon-based nanomaterials?

High electrical and thermal conductivity mechanical strength, biocompatibility

31
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What is a application of carbon-based nanomaterials?

Batteries, sensors, drug delivery, composites, water purification

32
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Give examples of metal-based nanomaterials?

Gold (Au), silver (Ag), platinum (Pt), copper (Cu) nanoparticles

33
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What is a Property of metal-based nanomaterials?

Strong surface plasmon resonance, catalytic activity, antimicrobial properties.

34
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What is a application of metal-based nanomaterials?

Biomedical imaging, catalysis, sensors, antimicrobial coatings.

35
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Give examples of metal oxide-based nanomaterials?

Titanium dioxide (TiO₂), zinc oxide (ZnO), aluminum oxide (Al₂O₃), silicon dioxide (SiO₂)

36
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What is a Property of metal oxide -based nanomaterials?

High photocatalytic activity, optical transparency, chemical stability

37
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What is a application of metal oxide -based nanomaterials?

Photocatalysis, UV-blocking coatings, environmental remediation, semiconductors

38
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Give examples of polymer-based nanomaterials?

polymeric micelles, nanogels.

39
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What is a Property of polymer-based nanomaterials?

Biodegradability, flexibility, chemical tunability

40
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What is a application of polymer-based nanomaterials?

Drug delivery, tissue engineering, nanocomposites

41
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what is the definition of composite nanomaterials?

Combination of two or more different nanomaterials to enhance properties

42
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Give examples of composite nanomaterials?

polymer-metal composites, ceramic nanocomposites

43
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What is a Property of composite nanomaterials?

Improved mechanical, electrical, and thermal properties

44
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What is a application of composite nanomaterials?

Aerospace, automotive industry, energy storage, biomedical applications

45
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What is a key characteristic of nanomaterials that makes them special?

Their properties like electrical, mechanical, thermal, and optical properties can change at the nanometer scale compared to their bulk form

46
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How can the properties of bulk silver differ from silver nanoparticles?

Bulk silver is non-toxic, but silver nanoparticles can kill viruses

47
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How can the conductivity of a semiconductor change at the nanoscale?

A semiconductor can become a good conductor

48
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How do the mechanical properties of nano phase ceramics compare to bulk ceramics?

Nano phase ceramics are more ductile than bulk ceramics

49
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How does the melting temperature of gold nanoparticles (2.5 nm) compare to bulk gold?

Gold nanoparticles (2.5 nm) melt at a much lower temperature (300˚C) than bulk gold (1064˚C)

50
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How do the mechanical properties of carbon nanotubes compare to the bulk material?

They are better than the bulk material

51
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What happens to the optical properties of nanoparticles when their size is changed? Provide an example.

Their optical properties alter

Example: Observed in CdSe semiconductor nanoparticles and Gold nanoparticles

52
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What two main factors give rise to the unique properties of nanotechnology?

Small size

High surface area-to-volume ratio

53
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How do quantum mechanics affect material behavior at the nanoscale?

It leads to novel optical, electrical, and magnetic properties

54
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What effect does the high surface area-to-volume ratio have on the chemical reactivity of nanomaterials?

It enhances chemical reactivity and catalytic properties

55
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How can the mechanical strength of nanomaterials compare to their bulk counterparts? Give an example.

Nanomaterials can be stronger and more durable Example: Carbon nanotubes are stronger than steel

56
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How can quantum dots demonstrate enhanced optical properties?

They can emit different colours depending on their size

57
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Provide an example of a nanomaterial with exceptional electrical conductivity?

Graphene

58
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How does the surface area of nanomaterials compare to the same amount of material in bulk form?

Nanomaterials have a greater surface area

59
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Why are nanomaterials excellent catalysts?

The increased chemical reactivity due to high surface area

60
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Explain the concept of surface area-to-volume ratio in nanomaterials compared to bulk materials?

Nanomaterials have a much higher surface area compared to their volume A significant portion of their atoms are on the surface

61
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If the size of a material decreases 1000 times, how does its surface area-tovolume ratio change?

The surface area-to-volume ratio increases by the same factor (1000 times)

62
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For a cube of side length L, what is the formula for its surface area (SA)?

SA = 6L²

63
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For a cube of side length L, what is the formula for its volume (V)?

V = L³

64
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For a cube of side length L, what is the ratio of surface area to volume (SA/V)?

6/L

65
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Why is a high surface area crucial for nanomaterials?

Increases Chemical Reactivity: More surface atoms are exposed, leading to faster chemical reactions

Influences Mechanical Properties: Can exhibit unique and enhanced strength, flexibility, and durability

Benefits Energy Applications: Improves the efficiency of batteries, fuel cells, and solar panels

66
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What is one type of imperfection that tends to be reduced in nanomaterials?

Fewer imperfections

67
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What process allows impurities and internal defects in nanomaterials to move towards the surface?

Thermal annealing

68
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What is the result of the self-purification process in nanomaterials?

An increased level of perfection

69
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What property of nanomaterials is contributed to by their increased perfection?

Very high chemical stability