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A bar of copper is heated at atmospheric pressure
PHYSICS · Subjective · CBSE · Physics · Thermodynamics · Thermodynamics
Problem
A
1.0
kg
1.0\text{ kg}
1.0
kg
bar of copper is heated at atmospheric pressure
(
1.01
×
10
5
N/m
2
)
(1.01\times10^5\text{ N/m}^2)
(
1.01
×
1
0
5
N/m
2
)
. If its temperature increases from
20
∘
C
20^\circ\text{C}
2
0
∘
C
to
50
∘
C
50^\circ\text{C}
5
0
∘
C
, calculate the change in its internal energy.
α
=
7.0
×
10
−
6
/
∘
C
\alpha=7.0\times10^{-6}\,/{}^\circ\text{C}
α
=
7.0
×
1
0
−
6
/
∘
C
,
ρ
=
8.92
×
10
3
kg/m
3
\rho=8.92\times10^3\text{ kg/m}^3
ρ
=
8.92
×
1
0
3
kg/m
3
, and
c
=
387
J/(kg
⋅
∘
C)
c=387\text{ J/(kg}\cdot{}^\circ\text{C)}
c
=
387
J/(kg
⋅
∘
C)
.
Related theory
Specific Heat Capacity
Heat Capacity
Internal Energy
Thermodynamics
First law of thermodynamics
Heat internal energy and work
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