Binary A possible binary companion to R136a1, HSH95-17, has been resolved, although there is a 25% possibility that it is a chance alignment.
X-ray emission was detected from R136 using the
Chandra X-ray Observatory. R136a and R136c were both clearly detected, but R136a could not be resolved. Another study separated the R136a1/2 pair from R136a3. R136a1/2 showed relatively soft x-rays not thought to indicate a colliding winds binary. Rapid
Doppler radial velocity variations would be expected from a pair of equal mass stars in a close orbit, but this has not been seen in the R136a1
spectrum. A high orbital inclination, a more distant binary, or a chance alignment of two distant stars cannot be completely ruled out but is thought to be unlikely. Highly unequal binary components are possible, but would not affect the modelling of R136a1's properties.
Mass Current estimates, as of 2025, place the mass of R136a1 at around . This estimate relies on the star's helium abundance. model atmosphere. R136a1 closely matches the expected properties for an initially rapidly rotating star with LMC
metallicity after shining for about a million years. A current mass of is found in similar analysis using PoWR (Potsdam Wolf–Rayet) atmospheric models with optical and ultraviolet spectra and a
mass–luminosity relation, If it replaced the Sun in the Solar System, it would outshine the Sun in visible light by 164,000 times (MV = −8.2), because most of its electromagnetic radiation is UV. It would therefore appear from Earth at magnitude −40. Its brightness at a distance of 10 parsecs, the absolute visual magnitude, would be −8.18, three magnitudes brighter than Venus ever appears from Earth. Its brightness at the distance of the nearest star to Earth,
Proxima Centauri (just over a parsec), would be about the same as the
full moon. R136a1 supplies c. 7% of the
ionizing flux of the entire
30 Doradus region, as much as 70
O7 main-sequence stars. Along with
R136a2,
a3, and
c, it produces 43–46% of the
Lyman continuum radiation of the whole R136 cluster. The classical Eddington luminosity limit is not applicable to stars such as R136a1 that are not in hydrostatic equilibrium, and its calculation is extremely complex for real stars. The empirical Humphrey-Davidson limit has been identified as a luminosity limit for observed stars, but recent models have attempted to calculate useful theoretical Eddington limits applicable to massive stars. R136a1 is currently around 70% of its Eddington luminosity.
Temperature R136a1 has a surface temperature of around , eight times as hot as the
Sun, and with peak radiation in the
extreme ultraviolet. R136a1 has a
B–V index of about 0.03, which is a typical colour for an
F-type star. The "U–V" colour from the
HST WFPC2 and filters is −1.28, more indicative of an extremely hot star. This variation of different colour indices relative to a
blackbody is the result of interstellar dust causing reddening and extinction. The
reddening (EB–V) can be used to estimate the level of visual extinction (AV). EB–V values of 0.29–0.37 have been measured, with considerable uncertainty due to contamination from close neighbours such as
R136a2 0.1" away, leading to AV around 1.80 and a de-reddened B–V (B–V0) of −0.30. The
effective temperature of a star can be approximated from the colour, but this is not very accurate and spectral fitting to an atmospheric model is necessary to derive the temperature. Temperatures of 53,000–56,000 K are found for R136a1 using different atmospheric models. Older models had produced temperatures around and hence dramatically lower luminosities. The extreme temperature of the star causes its
peak radiation to be around and nearly 99% of the radiation to be emitted outside the visual range (a
bolometric correction around −5).
Size R136a1 is over forty times the radius of the Sun () which corresponds to a volume nearly 80,000 times larger than the Sun. R136a1 does not have a well-defined visible surface like the Earth or the Sun. The
hydrostatic main body of the star is surrounded by a dense atmosphere being accelerated outwards into the stellar wind. An arbitrary point within this wind is defined as the surface for measuring the radius, and different authors may use different definitions. For example, a
Rosseland optical depth of 2/3 corresponds approximately to a visible surface while a Rosseland depth of 20 or 100 corresponds more closely to a physical photosphere. Stellar temperatures are typically quoted at the same depth so that the radius and temperature correspond to the luminosity. R136a1's dimensions are far smaller than the largest stars:
red supergiants are , tens of times larger than R136a1. Despite the large mass and modest dimensions, R136a1 has an average density less than 1% of the Sun's. At about 5
kg/
m3, it is around 4 times denser than Earth's
atmosphere at
sea level; alternatively, less than a hundredth the density of
water.
Rotation The rotation rate of R136a1 cannot be measured directly since the
photosphere is hidden by the dense
stellar wind and the photospheric absorption lines used to measure rotational doppler broadening are not present in the spectrum. A NV emission line at 2.1 μm is produced relatively deep in the wind and can be used to estimate rotation. In R136a1 it has a
FWHM of about
15 Å, indicating a slow or non rotating star, although it could be aligned with its pole facing Earth. R136a2 and a3 are rotating rapidly and the closest evolutionary models for R136a1 match a star still rotating with an equatorial speed of c. 200 km/s after c. 1.75 Myr. ==Evolution==