Nanoparticles - GCSE Chemistry | kayscience.com

KayScience
6 Jan 202104:23

Summary

TLDRThis video from kscience.com explains the concept of nanoparticles, which are particles ranging from 1 to 100 nanometers in size. It begins by explaining unit conversions, such as how one nanometer equals 1x10^-9 meters. The video highlights the high surface area to volume ratio of nanoparticles, making them highly reactive. By comparing the surface area and volume of two cubes (one large and one small), it demonstrates how nanoparticles' unique properties make them useful in small amounts due to their high reactivity. Viewers are encouraged to practice with questions and visit kscience.com for more resources.

Takeaways

  • πŸ”¬ Nanoscience is the study of nanoparticles, which are extremely small particles.
  • πŸ“ One nanometer equals one billionth of a meter (1 x 10^-9 meters).
  • 🧻 The thickness of paper is about 100,000 nanometers, and an animal cell is roughly 10,000 nanometers in diameter.
  • ⚫ Nanoparticles range in size from 1 to 100 nanometers.
  • βš›οΈ Individual atoms are about 0.1 nanometers in size.
  • πŸ“ Nanoparticles have a high surface area to volume ratio, which makes them highly reactive.
  • πŸ“Š A 100-nanometer cube has a surface area to volume ratio of 0.06 nanometers, while a 1-nanometer cube has a ratio of 6 nanometers.
  • βš™οΈ The higher surface area to volume ratio of smaller nanoparticles increases their reactivity.
  • πŸ’‘ Nanoparticles are used in small amounts due to their high reactivity.
  • πŸ“š The video encourages viewers to visit ksience.com for more learning resources, quizzes, and worksheets.

Q & A

  • What is a nanometer in relation to a meter?

    -A nanometer is equal to one times ten to the power of minus nine meters.

  • How thick is a sheet of paper in nanometers?

    -The thickness of a sheet of paper is approximately 100,000 nanometers.

  • What is the size range of nanoparticles?

    -Nanoparticles typically range in size from 1 to 100 nanometers.

  • How does the size of individual atoms compare to nanoparticles?

    -Individual atoms are roughly 0.1 nanometers, which is much smaller than nanoparticles.

  • Why do nanoparticles have a high surface area to volume ratio?

    -Nanoparticles have a high surface area to volume ratio because a large percentage of their atoms are exposed on their surface due to their small size.

  • How does the surface area to volume ratio affect the reactivity of nanoparticles?

    -The high surface area to volume ratio makes nanoparticles highly reactive since more of their atoms are available on the surface for interactions.

  • What is the surface area to volume ratio of a cube with a side length of 100 nanometers?

    -For a cube with a side length of 100 nanometers, the surface area to volume ratio is 0.06 per nanometer.

  • What is the surface area to volume ratio of a cube with a side length of 1 nanometer?

    -For a cube with a side length of 1 nanometer, the surface area to volume ratio is 6 per nanometer.

  • Why are nanoparticles used in small amounts in various applications?

    -Nanoparticles are used in small amounts because their high surface area to volume ratio makes them highly reactive, allowing them to be effective in tiny quantities.

  • What is an example of a biological structure that is larger than a nanoparticle?

    -An animal cell, which has a diameter of roughly 10,000 nanometers, is much larger than a nanoparticle.

Outlines

00:00

πŸ”¬ Introduction to Nanoparticles

This paragraph introduces the concept of nanoparticles within nanoscience. It explains that nanoscience studies incredibly small particles and outlines the different measurement units used to understand nanoscale objects. For example, one nanometer is equivalent to one-billionth of a meter, and the size of nanoparticles ranges from 1 to 100 nanometers, much smaller than animal cells and paper thickness. The paragraph also highlights that individual atoms are even smaller at about 0.1 nanometers.

πŸ“ Comparing Surface Area to Volume Ratio

This section focuses on the high surface area to volume ratio of nanoparticles. By using cubes of different sizes (100 nanometers and 1 nanometer), the paragraph illustrates how smaller objects, like nanoparticles, have significantly higher surface area relative to their volume compared to larger objects. The calculation of surface area and volume for both cubes is shown, leading to a clear distinction between the two ratios: 0.06 for the large cube and 6 for the smaller cube.

βš›οΈ Nanoparticles’ High Reactivity

This paragraph explains that nanoparticles' high surface area to volume ratio makes them highly reactive because a large percentage of their atoms are exposed on the surface. Due to this property, nanoparticles can be used in very small amounts in applications. The importance of reactivity is emphasized, as it leads to more efficient use of nanoparticles in various industries.

πŸ“ Practice and Recap

The paragraph provides instructions for viewers to pause the video and attempt to answer practice questions related to the concepts discussed, such as surface area to volume ratio. Viewers are encouraged to rewatch the video if needed and check their answers. It concludes with a call to visit the ksine.com website for more resources, quizzes, and videos, and to engage with the content by liking and subscribing.

Mindmap

Keywords

πŸ’‘Nanoparticles

Nanoparticles are extremely small particles that range from 1 to 100 nanometers in size. They play a key role in nanoscience, the study of matter at the nanoscale. The video highlights that nanoparticles have unique properties, such as a high surface area to volume ratio, making them highly reactive and useful in small quantities.

πŸ’‘Nanoscience

Nanoscience is the study of phenomena and manipulation of materials at the nanometer scale, usually between 1 to 100 nanometers. In the video, it is explained as the science of really small things, such as nanoparticles, which behave differently than bulk materials due to their small size.

πŸ’‘Surface Area to Volume Ratio

The surface area to volume ratio is a mathematical comparison between the surface area of an object and its volume. The video explains that nanoparticles have a high surface area to volume ratio, meaning a large percentage of their atoms are on the surface, making them more reactive compared to larger particles.

πŸ’‘Nanometer

A nanometer is a unit of length equal to one billionth of a meter (1 x 10^-9 meters). It is used to measure very small objects, such as nanoparticles. The video mentions that one nanometer is extremely small, with atoms measuring about 0.1 nanometers and nanoparticles ranging from 1 to 100 nanometers.

πŸ’‘Reactivity

Reactivity refers to how readily a substance undergoes a chemical reaction. In the context of nanoparticles, the video explains that their high surface area to volume ratio makes them more reactive because a greater proportion of their atoms are exposed on the surface, allowing them to interact more easily with other substances.

πŸ’‘Cube

A cube is a three-dimensional geometric shape with six equal square faces. In the video, cubes are used as models to explain the concept of surface area to volume ratio, comparing a large cube (100 nanometers on each side) to a smaller cube (1 nanometer on each side) to show how this ratio changes with size.

πŸ’‘Volume

Volume is the amount of space occupied by a three-dimensional object, measured in cubic units. The video calculates the volume of two cubes, one with sides of 100 nanometers and another with sides of 1 nanometer, to demonstrate how the surface area to volume ratio becomes larger as the size of the object decreases.

πŸ’‘Surface Area

Surface area is the total area that the surface of a three-dimensional object occupies. The video demonstrates how to calculate the surface area of cubes with different sizes to show how nanoparticles, with their small size, have a much larger surface area relative to their volume compared to larger objects.

πŸ’‘Atom

An atom is the basic unit of a chemical element. It consists of a nucleus surrounded by electrons. The video mentions that individual atoms are approximately 0.1 nanometers in size, giving context to the scale of nanoparticles, which are only slightly larger than atoms themselves.

πŸ’‘High Surface Area Applications

High surface area applications refer to the use of nanoparticles in areas where their high surface area to volume ratio is advantageous. The video points out that because nanoparticles are highly reactive, they are used in small amounts in applications like catalysis, medicine, and material science where such properties are beneficial.

Highlights

Nanoscience is the study of nanoparticles, or extremely small particles.

One nanometer equals 1 x 10^-9 meters, showcasing the minuscule size of nanoparticles.

The thickness of paper is around 100,000 nanometers, while an animal cell is approximately 10,000 nanometers in diameter.

Nanoparticles range from 1 to 100 nanometers in size, with individual atoms being about 0.1 nanometers.

Nanoparticles have a high surface area to volume ratio, which increases their reactivity.

A cube with a 100-nanometer side has a surface area of 60,000 square nanometers and a volume of 1 million cubic nanometers.

The surface area to volume ratio of the 100-nanometer cube is 0.06 per nanometer.

A cube with a 1-nanometer side has a surface area of 6 square nanometers and a volume of 1 cubic nanometer.

The surface area to volume ratio of the 1-nanometer cube is 6 per nanometer, which is much higher than the larger cube.

The high surface area to volume ratio of nanoparticles makes them highly reactive.

Due to their high reactivity, nanoparticles are used in very small amounts in various applications.

The high reactivity of nanoparticles stems from a large percentage of their atoms being at the surface.

Nanoparticles have diverse applications because of their unique properties.

The concept of high surface area to volume ratio is key to understanding why nanoparticles are so effective.

The video encourages viewers to review and practice their understanding of these concepts.

Transcripts

play00:00

what are nanoparticles by k science.com

play00:04

nanoscience is the science of

play00:06

nanoparticles

play00:08

or really small things to understand

play00:11

nanoscience we first need to make sure

play00:13

we understand

play00:15

the difference between different units

play00:18

so one meter equals 100 centimeters

play00:22

one centimeter equals 10 millimeters

play00:27

and one millimeter equals one

play00:30

billion nanometers one nanometer

play00:34

is equal to one times ten to the power

play00:37

of minus nine meters

play00:39

so the thickness of paper is one hundred

play00:43

000 nanometers an animal cell

play00:47

has a diameter of roughly 10 000

play00:50

nanometers

play00:52

nanoparticles represented by these dots

play00:55

have a size of 1 to 100 nanometers

play00:59

and individual atoms are roughly 0.1

play01:03

nanometers

play01:04

it's question time attempt these

play01:06

questions to check your understanding

play01:25

nanoparticles have a high surface area

play01:27

to volume ratio

play01:29

we can show what we mean by this by

play01:31

drawing two different sized cubes

play01:34

where the length on one side of the cube

play01:36

is 100 nanometers

play01:38

and the length on this side of the cube

play01:40

is one nanometer

play01:42

we're now going to use this information

play01:44

to calculate the surface area

play01:46

and volume of each cube to calculate the

play01:50

surface area of the large cube

play01:52

we do 100 times 100 times

play01:55

6 square nanometers this equals 60 000

play01:59

square nanometers the volume

play02:02

is 100 times 100 times 100

play02:06

this equals 1 million cubic nanometers

play02:10

so the surface area to volume ratio is

play02:13

60 000

play02:14

square nanometers to 1 million cubic

play02:18

nanometers this gives a surface area to

play02:20

volume ratio of 0.06

play02:23

per nanometer it's question time

play02:26

attempt these questions to check your

play02:34

understanding

play02:45

the surface area of the smaller cube can

play02:47

be calculated by doing one

play02:49

times one times six nanometers squared

play02:53

this has a total surface area of six

play02:55

nanometers squared

play02:57

the volume is one times one times one

play03:00

this equals

play03:01

one nanometer cubed and then the surface

play03:04

area to volume ratio

play03:06

is six nanometers squared to one

play03:08

nanometer cubed

play03:10

so this gives an overall surface area to

play03:12

volume ratio

play03:13

of six per nanometer

play03:18

the high surface area to volume ratio

play03:21

means

play03:22

nanoparticles are highly reactive as

play03:25

a high percentage of their atoms are at

play03:28

their surface

play03:30

so are used in very small amounts

play03:33

so nanoparticles are used in very small

play03:35

amounts

play03:36

as they are so highly reactive due to

play03:39

their very

play03:40

high surface area to volume ratio

play03:47

pause the video here to practice the

play03:49

keywords the answers will follow

play03:58

press pause to answer the questions the

play04:00

answers will follow

play04:01

if stuck just rewatch the video

play04:07

press pause to go for your answers and

play04:09

make any corrections to your mistakes

play04:14

and don't forget to visit kscience.com

play04:16

for more videos

play04:17

worksheets and quizzes at ksines.com

play04:20

and don't forget to like and subscribe

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Related Tags
NanoscienceNanoparticlesSurface areaVolume ratioReactivityK ScienceSTEM educationAtomic scaleScience learningPhysics basics