As part of our Miniterm course (The Search for the Origins of Life), we selected a known planetary start system to investigate the properties of the said planets. From a list of the approximately eighty known planets, we chose a star whose properties we such that we would be able to view the star readily (these properties are detailed below). For our analysis, we selected the planetary star system HD52265. From known information about the star and its planet, we calculated several properties of the planet to help us in our analysis of it. The analysis and our conclusions about our planet are detailed in the following document.
In
order to calculate the temperature of our star, we had to know certain
properties of the star and the planet.
These properties are listed below:
|
Right Ascension |
Declination |
Apparent Magnitude |
Spectral Type |
Absolute Magnitude |
|
7h 0m 18s |
-5° 22’ 2” |
4.08 |
G0V |
4.5 |
|
Jupiter Mass |
Period (years) |
Distance from Earth |
Eccentricity |
Semimajor Axis (AU) |
|
1.13 |
0.3258 |
27.8pc |
0.29 |
0.49 |
We were able to use these values to calculate
information about our star and our planet.
In order to calculate the luminosity of our star, we used the following
equation:
![]()
M is
the absolute magnitude of the star. The
value
is the luminosity (in
watts) of our star. The absolute
magnitude of the star must be found using the spectral
type of the star. The diagram show here is used to find the absolute magnitude of the star. By finding the spectral type (G0) and then
following it to the V-line, we can find both the absolute magnitude (on the
right, approximately 4.5), the luminosity of the star, and its surface
temperature. The red lines show the
connection between the spectral type and the absolute magnitude of the
star. Since our absolute magnitude is
approximately 4.5, we used this value for M. Thus, our star’s luminosity is
watts.
Using
this luminosity value, we can find the temperature of our planet. The equation for temperature is as follows:
![]()
L is
the luminosity of the star, A is the albedo of the planet, s is a constant (
Wm-2K-4) and d is the planet’s
distance from its star (Semimajor axis, in kilometers). Albedo is a measure of the planet’s tendency
to reflect light from its star due to the presence of clouds, ice, water, and
land. Since we have no way of detecting
the presence of these factors, we used a range of albedo values (A={0.1, 0.3, 0.5} that are seen in our solar system. From this, our temperature values are as
follows:



Error in Temperature Calculation
As
with any calculation where only limited variables are known (thus only limited
information is used for the calculation), there is error. We, of course, cannot calculate this
error. However, we can predict possible
sources of error based on sources of error for planets in our solar
system. Most of the planets in our solar
system have actual temperatures similar to those calculated using the formula
referenced above. Venus, however, has a
calculated temperature much lower (approximately 500K lower) than its actual
temperature. This can
be explained because of the atmospheric composition. The atmosphere of Venus contains many
greenhouse gases that absorb the infrared radiation released on the surface of
Venus (as a result of the visible light from the
sun). This trapped radiation exerts
itself in the form of heat, thus further heating the planet. In addition to the greenhouse effect,
gravitational energy (in the form of kinetic energy) from accretion increases
the temperature. One additional source
of heat not accounted for in the aforementioned equation is heat from
radioactive decay. In our solar system,
the main source of error comes from the greenhouse effect.
Likewise,
our planet may be experiencing similar effects.
While we cannot know with certainty about the existence of greenhouse
gases or radioactive decay, we can say with relative certainty that additional
heat not accounted for is probably not a result of kinetic energy due to
accretion (being that our planet has probably exceeded its infancy). We cannot be certain of error, therefore, and
can only guess that our estimated temperatures are off by some degree,
hopefully less than 50K of difference.
Location in the Sky
Having
selected a star whose properties are such that we could view the star at the
appropriate time (approximately
Composition and Possibility of Life
The
temperature of our planet is indicative of an earth-type planet. However, calculations of mass indicate that
it is 1.13 times more massive than Jupiter.
This leads us to believe that the planet, during accretion, we initially
much farther out than it currently is, due to its relative mass. Evidence suggests that during accretion, the
planet was cool enough to condense silicates, metals and ices (such as water,
NH3 and CH4). This
means that the planet has migrated. Its
current distance from its star (0.49au) would mean that at the time of
accretion there would be too much heat to form such a massive planet comprised
of metals and ices. Therefore, the
planet probably formed at a distance similar to Jupiter’s current distance and
has now migrated towards its star.
Based
on this speculation, we do not feel that it is very likely that this planet
harbors life. The immense size (and
probably immense gravity) and composition of ices, metals and silicates would
probably lend the planet to being a totally liquid planet, like Jupiter, whose
short distance from its star would surely not be a probable location for even
the most resilient extremophiles. Therefore,
we do not feel as though HD52265 contains life.
Conclusions
Based
on our research on this planet, we do not feel that its properties, both known
and calculated, would be a probable location of life due to its composition and
location relative to its star. However,
since we cannot be entirely certain, we cannot rule this planet out as being an
important focus of study in the future.