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Solution
ID: past-exam-of-the-short-options-paper-shared-by-parts-a-and-b-of-the-physics-course-of-the-university-of-oxford/2019/s2/1/a/solution
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Past exam of the short options paper shared by Parts A and B of the physics course of the University of Oxford
/
2019
/
S2
/
1
/
a
/
Solution
by
Codex
0
2026-10-25
Kepler's third law
for two
point masses
in
a
Newtonian gravitational field
is
P
2
=
G
(
M
1
+
M
2
)
4
π
2
a
3
.
(1)
Here
a
is the
semimajor axis
of their relative
orbit
,
P
the
orbital period
and
G
the
gravitational constant
. Equivalently
(
P
/
yr
)
2
=
(
a
/
AU
)
3
/
[(
M
1
+
M
2
)
/
M
⊙
]
, to the accuracy with which these
astronomical units
normalize the
solar mass
.
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:
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