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Thermal Energy

Thermal Energy. Thermal energy: kinetic energy of the particles of a substance due to their constant, random motion. Heat: Three Methods of Heat Transfer:

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Page 1: Thermal Energy. Thermal energy: kinetic energy of the particles of a substance due to their constant, random motion. Heat: Three Methods of Heat Transfer:

Thermal Energy

Page 2: Thermal Energy. Thermal energy: kinetic energy of the particles of a substance due to their constant, random motion. Heat: Three Methods of Heat Transfer:

Thermal energy: kinetic energy of the particles of a substance due to their constant, random motion.

Heat:

Three Methods of Heat Transfer:

1

2.

3.

Page 3: Thermal Energy. Thermal energy: kinetic energy of the particles of a substance due to their constant, random motion. Heat: Three Methods of Heat Transfer:

Thermal energy: kinetic energy of the particles of a substance due to their constant, random motion.

Heat: transfer of thermal energy fast-moving particles colliding with slower-moving ones

Three Methods of Heat Transfer:1. Conduction

2. Convection

3. Radiation

Page 4: Thermal Energy. Thermal energy: kinetic energy of the particles of a substance due to their constant, random motion. Heat: Three Methods of Heat Transfer:

Heat and Temperature Temperature (T): A measure of the average

kinetic energy of the particles of a substance

Celsius (C): Anders Celsius used the freezing and boiling points of _________.

Kelvin (K): T(K) = William Thomson (Lord Kelvin) theoretically devised absolute zero - substance has zero kinetic energy, no movement of particles.

Fahrenheit (F): Daniel Fahrenheit used the lowest temperature of an ________ bath to be zero.

Page 5: Thermal Energy. Thermal energy: kinetic energy of the particles of a substance due to their constant, random motion. Heat: Three Methods of Heat Transfer:

Heat and Temperature Temperature (T): A measure of the average

kinetic energy of the particles of a substance

Celsius (C): Anders Celsius used the freezing and boiling points of water.

Kelvin (K): T(K) = T(C) + 273 CWilliam Thomson (Lord Kelvin) theoretically devised absolute zero - substance has zero kinetic energy, no movement of particles.

Fahrenheit (F): Daniel Fahrenheit used the lowest temperature of an ice-salt bath to be zero.

Page 6: Thermal Energy. Thermal energy: kinetic energy of the particles of a substance due to their constant, random motion. Heat: Three Methods of Heat Transfer:

Specific Heat Capacity

Page 7: Thermal Energy. Thermal energy: kinetic energy of the particles of a substance due to their constant, random motion. Heat: Three Methods of Heat Transfer:

Specific Heat Capacity

Specific heat capacity, c, is the amount of heat energy that is needed to increase the temperature of 1 kg of a particular substance by 1°C.

Units (J/kg°C)Pg 260

Page 8: Thermal Energy. Thermal energy: kinetic energy of the particles of a substance due to their constant, random motion. Heat: Three Methods of Heat Transfer:

Heat Transfer Dependence on:

- Temperature difference (∆T)- Mass of substance (m)- Type of substance (c)

The amount of energy absorbed/lost when a mass m changes in temperature by T is:

Page 9: Thermal Energy. Thermal energy: kinetic energy of the particles of a substance due to their constant, random motion. Heat: Three Methods of Heat Transfer:

Heat Transfer Dependence on:

- Temperature difference (∆T)- Mass of substance (m)- Type of substance (c)

The amount of energy absorbed/lost when a mass m changes in temperature by T is:

EH mcT

Page 10: Thermal Energy. Thermal energy: kinetic energy of the particles of a substance due to their constant, random motion. Heat: Three Methods of Heat Transfer:

A 0.50 kg block of iron at 80.0°C is cooled by removing 2.28 x104 J of heat energy. What will the final temperature of the metal be?

Page 11: Thermal Energy. Thermal energy: kinetic energy of the particles of a substance due to their constant, random motion. Heat: Three Methods of Heat Transfer:

Thermal Energy

Page 12: Thermal Energy. Thermal energy: kinetic energy of the particles of a substance due to their constant, random motion. Heat: Three Methods of Heat Transfer:

Principle of Heat ExchangeWhen heat is transferred from one body to another, the amount of heat lost by the hot body equals the amount of heat gained by the cold body.

Page 13: Thermal Energy. Thermal energy: kinetic energy of the particles of a substance due to their constant, random motion. Heat: Three Methods of Heat Transfer:

Principle of Heat ExchangeWhen heat is transferred from one body to another, the amount of heat lost by the hot body equals the amount of heat gained by the cold body.

0lost gainedQ Q

1 1 1 2 2 2 0m c T m c T

Heat Lost Heat Gained

Page 14: Thermal Energy. Thermal energy: kinetic energy of the particles of a substance due to their constant, random motion. Heat: Three Methods of Heat Transfer:

Red & Blue: 0.80 kg of red hot water at 90°C is allowed to mix with 0.70 kg of cold blue water at 5°C.a) What will happen when the divider is removed?b) What is the final temperature of the mixture?

Page 15: Thermal Energy. Thermal energy: kinetic energy of the particles of a substance due to their constant, random motion. Heat: Three Methods of Heat Transfer:

A 200-g piece of iron was heated and was submerged in 150 g of water at 20°C to be cooled quickly. The final temperature of the iron and the water is _____°C. Determine the initial temperature of the iron.

(Assume two significant digits.)

Page 16: Thermal Energy. Thermal energy: kinetic energy of the particles of a substance due to their constant, random motion. Heat: Three Methods of Heat Transfer:

Calorimetry the careful and precise measurement of heat transfer 1 cal = 4.1858 J

Page 17: Thermal Energy. Thermal energy: kinetic energy of the particles of a substance due to their constant, random motion. Heat: Three Methods of Heat Transfer:

Changes of State and Latent Heat

Page 18: Thermal Energy. Thermal energy: kinetic energy of the particles of a substance due to their constant, random motion. Heat: Three Methods of Heat Transfer:

Changes of state for water

Page 19: Thermal Energy. Thermal energy: kinetic energy of the particles of a substance due to their constant, random motion. Heat: Three Methods of Heat Transfer:

Latent heat of Fusion (Lf): is the amount of heat

required/released per unit of mass to melt a solid/freeze a liquid.

Latent heat of Vapourization (Lv): is the amount of heat

required/released per unit of mass to vapourize a liquid/condensate a gas.

where EH is the heat in joules and m is the mass in kilograms. Lf, LV are measured in joules per kilogram (J/kg).

Page 20: Thermal Energy. Thermal energy: kinetic energy of the particles of a substance due to their constant, random motion. Heat: Three Methods of Heat Transfer:

Table 8.5 lists the latent heats of fusion and vapourization for some common substances.

Page 21: Thermal Energy. Thermal energy: kinetic energy of the particles of a substance due to their constant, random motion. Heat: Three Methods of Heat Transfer:

Ex. One danger of leaving a tea kettle unattended on the stove is having it boil dry. How much heat is required to change 0.20 kg of water (about the amount for a good cup of tea) from room temperature of 20ºC to vapour? Calculate the cost if electricity in Ontario cost around $0.12 kW.h.[5.3 x 105 J, $0.02]

Page 22: Thermal Energy. Thermal energy: kinetic energy of the particles of a substance due to their constant, random motion. Heat: Three Methods of Heat Transfer:

What would be the total amount of energy released in cooling 3.00 kg of nitrogen gas at room temperature, 20.0ºC to liquid nitrogen at -201ºC? cN-gas = 1.04x103 J/kgoC; cN-liquid = 1.10x103 J/kgoC