Note on Posted Slides These are the slides that I intended to show in class on Mon. Feb. 4, 2013. They contain important ideas and questions from your.

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Presentation transcript:

Note on Posted Slides These are the slides that I intended to show in class on Mon. Feb. 4, They contain important ideas and questions from your reading. Due to time constraints, I was probably not able to show all the slides during class. They are all posted here for completeness.

PHY205H1S Physics of Everyday Life Class 8: Solids Atoms, Elements Molecules, Compounds Crystal Structure Density Elasticity Tension and Compression Arches Scaling Image from Image from

Chapter 12. Pre-Class Reading Question According to Hooke's law, if you double the force when stretching a spring, the elongation of the spring is normally A.no different, the same B.twice as much C.half as much D.four times as much

Chapter 12. Pre-Class Reading Question Which has the greater outer surface area? A.An elephant B.An ant C.neither

Chapter 12. Pre-Class Reading Question Which has the greater outer surface area per volume? A.An elephant B.An ant C.neither

Atoms Atoms are the building blocks of all matter They are too small to be seen with visible light One gram of water has a volume of 1 cm 3 and contains more than atoms! = 100,000,000,000,000,000,000,000 [image from ] This is a scanning tunneling microscope image of graphite taken by Igor Fridman, a graduate student in U of T Physics The dots are individual carbon atoms

Atomic structure is composed of: An atomic nucleus, which contains nearly all the mass Orbiting electrons The nucleus is composed of protons and neutrons, which are in turn made of smaller quarks [Image retrieved Jan.10, 2013 from ] Protons have electric charge +1 Electrons have electric charge -1 All neutral atoms have the same number of protons as electrons

The nucleus of an electrically neutral iron atom contains 26 protons. How many electrons are in this iron atom? A.52 B.26 C.24 D.28 E.zero Atoms Check your neighbour

The Elements Atoms Refer to particles that make up a substance Elemental substance Composed of only one kind of atom –Lightest and most abundant is hydrogen. To date, about 115 are known. –90 occur in nature. –Others produced in laboratory are unstable. Words atom and element can be used interchangeably. [Image retrieved Feb from ]

The atomic number of an element matches the number of A.protons in the nucleus of an atom. B.electrons in a neutral atom. C.Both of the above. D.None of the above. Atoms Challenge Question: Do you know it?

Periodic Table of the Elements

Compounds are made of Molecules Molecules are two or more atoms bonded together Example: NH 3 (ammonia) 3 atoms of hydrogen and 1 atom of nitrogen

Crystal Structure Atoms in a solid are arranged in a regular array called a crystal. If you shine an X-ray beam on a solid and it produces an X-ray diffraction pattern, this is evidence of the crystalline nature of the solid. Solids that do not have atoms arranged in a regular array are called amorphous solids.

Crystal Structure The following kinds of bonds can exist between atoms in a solid: Ionic Covalent Metallic Van der Waals—the weakest The properties of a solid are dependent upon the kind of bonds that exists between the atoms. [Image retrieved Jan from ]

Density Amount of mass per unit volume of a material. Unit of density is kg/m 3 or g/cm 3. Example: Density of water is 1000 kg/m 3, or 1 g/cm 3. volume mass Density  [Image retrieved Jan. 11, 2013 from ]

If the volume of an object were to double, with no change in mass, what would happen to its density? A.It would remain unchanged. B.It would double. C.It would decrease by a factor of two. D.None of these. Atoms Check your neighbour

Elasticity A solid object subjected to external forces may undergo changes in shape and/or size. A body’s elasticity is a measure of how much it changes when a deforming force is exerted on it and how well it returns to its original shape. –Materials that do not return to their original shape are inelastic. [Image retrieved Jan from ]

Elasticity Hooke’s law: The extension of a spring is directly proportional to the force applied to it. extension ~ Force or x ~ F 

A 10-cm-long spring extends to 12 cm when a 1-kg load is suspended from it. What would be its length if a 3-kg load were suspended from it? A. 14 cm B. 16 cm C. 20 cm D. 24 cm Elasticity CHECK YOUR NEIGHBOR

Hooke’s Law: Example 1 Consider a spring that stretches an amount d when a load of mass m is suspended from it. How much will the spring stretch if two identical springs support the same single mass as shown?

Hooke’s Law: Example 2 Consider a spring that stretches an amount d when a load of mass m is suspended from it. How much will the spring stretch if two identical springs support the same single mass as shown?

Tension and Compression When something is pulled it is in tension. squashed it is in compression. [Image retrieved Jan from ]

Tension and Compression When girder is as shown, it is under lowertension on the lower side. uppercompression on the upper side.

Tension and Compression Often construction uses an I–beam, i.e., a beam with a cross-section shaped as letter I. When the beam is used as shown, the shape of the I-beam maximizes strength because the top (under tension) and bottom (under compression) have the most material. minimizes weight because the middle of the beam that is not under stress has the least material.

Suppose you drill a hole horizontally through a tree branch as shown. Where will the hole weaken the branch the least? A. Near the top B. Near the bottom C. Near the middle D. It does not matter. Tension and Compression CHECK YOUR NEIGHBOR

Arches Roofs of some older buildings needed many supporting columns. But with the discovery of arches, supporting columns were no longer needed. –Arches take advantage of the capacity of stone to withstand compression. –They use this ability of stone to increase the strength of the structure.

Arches If the arch is supporting only its own weight, then the proper shape is a catenary (e.g., Arch of St. Louis). The catenary is also the natural shape of a chain that hangs between two points. An arch rotated around is a dome (e.g., Convocation Hall). [Image retrieved Jan from ]

Scaling Scaling is the study of how the volume and shape (size) of any object affect the relationship of its strength, weight, and surface area. area of the cross section –Strength is related to the area of the cross section (which is two-dimensional and is measured in square centimeters). volume –Weight relates to volume (which is 3-dimensional and is measured in cubic centimeters).

Scaling

Scaling Example A sculptor is making a statue of a duck. She first creates a model. To make the model requires exactly 2 kg of bronze. The final statue will be 5 times the size of the model in all three dimensions. How much bronze will she require to cast the final statue? (You may find it helpful to think about the model being constructed of Lego blocks, with the final statue made of Lego blocks that are 5 times the size in each dimension as the ones used to make the model.)

When you scale up an object to 3 times its linear size, the surface area increases by A.3 and the volume by 3. B.3 and the volume by 9. C.3 and the volume by 27. D.9 and the volume by 27. E.4 and the volume by 8. Atoms Check your neighbour

So the surface area to volume ratio is Strength to Weight Ratio decreases with increasing size. size 1 Volume areaSurface 3 2 ~~ [Image is © Jiri Bohdal ] [Image retrieved Jan.11, 2013 from ]

[Image is © Jiri Bohdal ] [Image retrieved Jan.11, 2013 from ] Air resistance is proportional to surface area. Force of gravity is proportional to mass, which is proportional to volume. So the ratio of air resistance to weight decreases as size increases. Scaling

If a 1-cm 3 cube is scaled up to a cube that is 10 cm long on each side, how does the surface area to volume ratio change? A. 1/100 of original B. 1/10 of original C. 10 times original D. 100 times original Scaling CHECK YOUR NEIGHBOR

Before Class 9 on Wednesday Please read Chapter 13, or at least watch the 10-minute pre-class video for class 9 Something to think about: Where is the pressure greater, at the bottom of a large but shallow lake or a small but deep pond?