Consider a classical particle connected to the origin by a spring with force constant k in 1D. The energy for such a system can be written as H (x, p) kg s and At a value of T-300 K, k-3.344 18 = to kx² + m = 1.66 x 10-27 kg what is the value of the partition function for this system? Assume that p and x can take on values from ∞ p² 2m and don't forget to include h in the one direction. You will need to use h = 6.626 × 10-³4 m² kg-s-1
Consider a classical particle connected to the origin by a spring with force constant k in 1D. The energy for such a system can be written as H (x, p) kg s and At a value of T-300 K, k-3.344 18 = to kx² + m = 1.66 x 10-27 kg what is the value of the partition function for this system? Assume that p and x can take on values from ∞ p² 2m and don't forget to include h in the one direction. You will need to use h = 6.626 × 10-³4 m² kg-s-1
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Transcribed Image Text:Consider a classical particle connected to the
origin by a spring with force constant
k
in 1D. The energy for such a system can be
written as
H (x, p)
and
-∞
At a value of T-300 K, k-3.344
kg. s-2
to
=
8
m = 1.66 × 10-27
kg what is the value of the partition function
for this system? Assume that p and x can
take on values from
2²kx²
h =
+
p²
2m
and don't forget to include h in the one
direction. You will need to use
m² kg-s-1
6.626 × 10-34
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