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Thermal Properties of Matter

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Presentation on theme: "Thermal Properties of Matter"— Presentation transcript:

1 Thermal Properties of Matter

2 Thermal Energy Thermal energy is transferred in one of three ways: conduction, convection, and radiation. Conduction Convection Radiation

3 Conduction Conduction - is the process by which heat energy is transmitted through direct contact between neighboring molecules. 

4 Convection Convection - is heat transfer by the circular motion of a fluid such as air or water. It is caused by the hot less dense material rising and the cool more dense material sinking.

5 Radiation Radiation – is heat transfer due to emission of electromagnetic waves.

6 Change in State Endothermic – Energy is added to the system
Exothermic – Energy is removed from the system Process Change of State Energy Change Melting Solid to Liquid Endothermic Freezing Liquid to Solid Exothermic Vaporization Liquid to Gas Condensation Gas to Liquid Sublimation Solid to Gas Deposition Gas to Solid

7 Thermal Properties Some objects transfer thermal energy very easily and other object objects prevents the transfer of heat. We call these conductors or insulators.

8 Conductor Conductor – is a material that allows energy in the form of heat, to be transferred within the material, without any movement of the material itself.

9 Conductors What are some examples of objects that conduct heat easily? When is using a thermal conductor useful?

10 Insulator Insulator – is something that prevents heat from moving from one place to another.

11 Insulators What are some examples of objects that insulate the transfer of heat? When is using a thermal insulator useful?

12 Heat Capacity Heat capacity, c, is the amount of heat or energy required to raise the temperature of an object. 𝑐 = 𝑄 mΔ𝑇 Q – Energy (J) ΔT – change in temperature (K or ºC) m – mass (kg or g)

13 Heat Capacity Conductors have a low heat capacity.
Insulators have a high heat capacity. Substance Heat Capacity (J/gºC) Heat Capacity (J/kgK) Water 4.184 4184 Ice 2.010 2010 Water Vapor Dry Air 1.020 1020 Iron 0.444 444 Copper 0.385 385 Lead 0.160 160 Gold 0.129 129

14 Practice Problems A 20 g sample of an unknown metal increases its temperature from 30 ˚C to 40 ˚C when 88 J of energy is added to it. Find the specific heat and identify the metal. While hiking you find a gold colored coin. You can find out if it is real gold by finding its specific heat. You apply 20 J of energy to the 2.5 g coin and the temperature rises 5 ˚C. Is the coin gold?

15 Practice Problems You find another coin that has a mass of 2.5 g. When you apply 20 J to the coin it rises ˚C. What is the material of the coin? You are very thirsty and find a clear odorless liquid, but you’re not sure if it is water. You gather a 10 g sample of the liquid and apply J of energy to the liquid and the temperature increases 5 ˚C. Is the liquid water?

16 Thermal Energy We can also find the amount of energy required to change an objects temperature. 𝑄=𝑐𝑚Δ𝑇 Q – Energy (J) c – Specific Heat (J/gºC) m – mass (kg or g) ΔT – change in temp. (K or ºC)

17 Practice Problems You would like to cook some Macaroni and Cheese, but first you need to boil the water. How much Heat energy (J) is required in order to boil (100 ˚C) a liter (1000 g) of water from room temperature (30 ˚C)? You leave 20 pennies predating 1982, so they are solid copper. How much energy from the sun does it take to raise the temperature of the 50 g of copper pennies from 30 ˚C to 40 ˚C?

18 Practice Problems Ice cream is frozen heavy cream or other milk products, which have a specific heat of 3.1 J/g˚C. In order to make ice cream you need to remove energy by dropping the temperature from 25 ˚C to -5 ˚C. How much energy must be removed to make 1 kg of ice cream? Poultry product are not safe to eat unless cooked to 71 ˚C. If chicken has a specific heat of 2.72 J/g˚C, how much energy is necessary to cook a 170 g chicken breast from 27 ˚C?

19 Thermal Energy We can also find the change in temperature in object will have when energy is applied to the object. Δ𝑇= 𝑄 𝑐𝑚 Q – Energy (J) c – Specific Heat (J/gºC) m – mass (kg or g) ΔT – change in temp. (K or ºC)

20 Practice Problems If you add 603 J of heat to 100 g of ice will it melt if it was originally at -5 ˚C? If you add J of heat to a 500 g iron skillet that was originally 30 ˚C would the skillet be hot enough to boil water?

21 Practice Problems A 12.9 gram sample of an unknown metal at 26.5°C is placed in a Styrofoam cup containing 50.0 grams of water at 88.6°C. The water cools down and the metal warms up until thermal equilibrium is achieved at 87.1°C. Assuming all the heat lost by the water is gained by the metal and that the cup is perfectly insulated, determine the specific heat capacity of the unknown metal. The specific heat capacity of water is 4.18 J/g/°C.


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