charles law

39
Gases Charles’ Law

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DESCRIPTION

An introduction to Charles' Law: The relationship between the volume of a trapped gas and its temperature at constant pressure and amount of gas.

TRANSCRIPT

Page 1: Charles law

Gases

Charles’ Law

Page 2: Charles law

How does the

of a gas affect t

temperature

Page 3: Charles law

volume

?its

How does the temperature

of a gas affect t

Page 4: Charles law

Amount

have

Pressure

Gases

TemperatureVolume

Page 5: Charles law

TemperatureVolume

have

Gases

Amount

Pressure

Page 6: Charles law

have

Temperature

PressureAmount

Gases

Volume

Type

Amount

Page 7: Charles law

have

Temperature

PressureAmount

Gases

Volume

Type

Amount

Page 8: Charles law

T

T

T

T

Page 9: Charles law

T

T

T

T

V

V

V

V

Page 10: Charles law

by same factor

proportion

Direct

yx

Page 11: Charles law

measured in

Kelvin (K)

Temperature

(T)

Page 12: Charles law

measured in

Kelvin (K)

Temperature

(T)is directly proportional to

Page 13: Charles law

is directly proportional to

Temperature

(T)measured in

Kelvin (K)

average kinetic energy

Page 14: Charles law

is directly proportional to

Temperature

(T)measured in

Kelvin (K)

molecules

average kinetic energyof the gas

Page 15: Charles law

Temperature

(T)measured in

Kelvin (K)

molecules

average kinetic energyof the gas

is directly proportional to

Page 16: Charles law

is amount of

space

Volume

(V)

Page 17: Charles law

is amount of

space

measured in

Volume

(V)

Page 18: Charles law

measured in

Volume

(V)is amount of

spacecm3

Page 19: Charles law

measured in

Volume

(V)is amount of

spacecm3

dm3

Page 20: Charles law

measured in

cm3

dm3

Volume

(V)is amount of

space

Page 21: Charles law

TemperatureVolume

(cm3) k =

(°C) (K)

1 274 34 0,12

14 287 36 0,13

53 326 37 0,11

76 349 41 0,12

1

2

3

4

Page 22: Charles law

= k = k

Page 23: Charles law

= k = k=

Page 24: Charles law

TemperatureVolume

(cm3) k =

(°C) (K)

1 274 34 0,12

14 287 36 0,15

53 326 37 0,11

76 349 41 0,12

90 ?

1

2

3

4

5

Page 25: Charles law

TemperatureVolume

(cm3) k =

(°C) (K)

1 274 34 0,12

14 287 36 0,15

53 326 37 0,11

76 349 41 0,12

90 363 ?

1

2

3

4

5

Page 26: Charles law

=

Page 27: Charles law

TemperatureVolume

(cm3) k =

(°C) (K)

1 274 34 0,12

14 287 36 0,15

53 326 37 0,11

76 T1=349 V1=41 0,12

90 T2=363 V2=?

1

2

3

4

5

Page 28: Charles law

==

349•V2 = 41•363

V2 =

= 42,64 cm3

Page 29: Charles law

==

349•V2 = 41•363

V2 =

= 42,64 cm3

Page 30: Charles law

==

349•V2 = 41•363

V2 =

= 42,64 cm3

Page 31: Charles law

==

349•V2 = 41•363

V2 =

= 42,64 cm3

Page 32: Charles law

==

349•V2 = 41•363

V2 =

= 42,64 cm3

Page 33: Charles law

volume

?its

How does the temperature

of a gas affect t

Page 34: Charles law

volume

in Kelvin.to its

The

temperature

is directly proportional

of a gas

Page 35: Charles law

Temperature (K)

Volu

me

Page 36: Charles law

Temperature (K)

Volu

me

Page 37: Charles law

Temperature (K)

Volu

me

Page 38: Charles law

Temperature (K)

Volu

me

Page 39: Charles law

Temperature (K)

Volu

me

More

gas t

rapped