Expand 1.00 mol of an monatomic gas initially at 5.00 kPa and 600 K from initial volume V i = 1.00 m 3 to final volume V f = 2.00 m 3 . At any instant during the expansion, the pressure p and volume V of the gas are related by p = 5.00 exp[( V i – V)/a ], with p in kilopascals, V i , and V in cubic meters, and a = 1.00 m 3 What are the final (a) pressure and (b) temperature of the gas? (c) How much work is done by the gas during the expansion? (d) What is ΔS for the expansion? ( Hint: Use two simple reversible processes to find ΔS.)
Expand 1.00 mol of an monatomic gas initially at 5.00 kPa and 600 K from initial volume V i = 1.00 m 3 to final volume V f = 2.00 m 3 . At any instant during the expansion, the pressure p and volume V of the gas are related by p = 5.00 exp[( V i – V)/a ], with p in kilopascals, V i , and V in cubic meters, and a = 1.00 m 3 What are the final (a) pressure and (b) temperature of the gas? (c) How much work is done by the gas during the expansion? (d) What is ΔS for the expansion? ( Hint: Use two simple reversible processes to find ΔS.)
Expand 1.00 mol of an monatomic gas initially at 5.00 kPa and 600 K from initial volume Vi = 1.00 m3 to final volume Vf = 2.00 m3. At any instant during the expansion, the pressure p and volume V of the gas are related by p = 5.00 exp[(Vi – V)/a], with p in kilopascals, Vi, and V in cubic meters, and a = 1.00 m3 What are the final (a) pressure and (b) temperature of the gas? (c) How much work is done by the gas during the expansion? (d) What is ΔS for the expansion? (Hint: Use two simple reversible processes to find ΔS.)
1. At 0°C a steel cable is 1km long and 1cm diameter when it is heated it expands and its resistivity
increases. Calculate the change in resistance of the cable as it is heated from 0-20°C
The temperature coefficient of resistance a, gives the fractional increase in resistance per °C.
So increase in resistance AR = Ra.AT
Where R, is the resistance at 0°C
For steel a, 0.003 °C
The coefficient of linear expansion a- gives the fractional increase in length per °C temperature
rise.
So increase in Length AL La-AT
Where L, is the length at 0°C
For steel a₁ = 12 x 10 °C-1
The resistivity of steel at 0°C = 1.2 x 10 Qm
1.
F
E
6V
10
1.1.
B
a
6V
b
C
C
Apply Kirchoff's 1st law to point C for the circuit above
Apply Kirchoff's 2nd Law to loops:
a.
ABCFA
b.
ABDEA
C.
FCDEF
d. Find values for currents a,b and c
D
2. The results of the Rutherford experiment can be categorized in 3 statements. Fill in the
missing words
Most
11.
Some
III.
A few
State which result gives evidence that the nucleus is
a. heavier than an alpha particle
b. very small compared to the size of the atom
c. positively charged
3. Using values in the diagram derive an expression for r
.0
e
m
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