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IISc model grows a magnetized white dwarf to 2.4 solar masses, well past the Chandrasekhar limit
Indian Institute of Science simulations let a magnetized white dwarf reach about 2.4 solar masses, well above the 1.4 Chandrasekhar limit. The model traces one route a star could take, and how many of the Type Ia supernovae used to measure cosmic distances start that way is still open.
The Scientist · Science desk

What happened
- The model began with a 1.02-solar-mass carbon-oxygen white dwarf born of an 8-solar-mass star and fed it 10^-9 solar masses a year, while an unmagnetized twin stopped near 1.4.
- In the simulations, a field too weak to matter at first grows as the accreting dwarf contracts, adding pressure that lets the star hold more mass against its own gravity.
- The team adapted the University of Cambridge's STARS stellar-evolution code to include magnetic effects and white dwarf cooling, then modelled a dwarf drawing matter from a binary companion.
- Overluminous Type Ia supernovae have hinted at progenitor white dwarfs as heavy as 2.8 solar masses, according to the institute.
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Why it matters
- constraint Distance work that assumes a fixed Type Ia mass ceiling now has a modelled exception to account for, and its size as a bias depends on what share of real explosions start from strongly magnetized stars.
- capability A predicted mass-radius relation for magnetized dwarfs gives observers something concrete to test against white dwarfs that look too large for their mass.
- constraint Because the new limit moves with the assumed field physics, 2.4 solar masses is one model's output, and a different treatment of the fields would put the ceiling somewhere else.
Theorists have predicted "super-Chandrasekhar" white dwarfs for decades, according to IISc [12]. This work follows one from start to finish. "The important question was not simply whether a super-Chandrasekhar white dwarf is possible, but whether a star can actually evolve into one," said Zenia Zuraiq, the study's first author and a PhD student in the institute's physics department [8]. "Our simulations allowed us to follow that evolutionary pathway from the main-sequence star to the white dwarf and show that under certain conditions, such a pathway is possible," she said [9].
The question goes back further than the simulations. "The idea started in 2011, when a summer student came to me and I gave him a problem quite casually: to check whether the Chandrasekhar limit can be violated by a magnetic field," said Banibrata Mukhopadhyay, the IISc physics professor who is corresponding author of the paper in The Astrophysical Journal Letters [10][11].
The twin run is the best part of the design. The magnetized and unmagnetized versions start from the same dwarf and take on matter at the same rate. Within the model, then, the gap between where they stop comes from the field physics and nothing else [4]. The magnetized ceiling is about 1.7 times the conventional one [17].
Growth is slow. At the stated feeding rate, and assuming the dwarf kept all the matter it received, the magnetized star needs about 1.4 billion years to put on the 1.38 solar masses between its starting and final mass [15]. Its unmagnetized twin would reach its own limit in about 380 million years [16].
The thing this doesn't tell you is how many real white dwarfs carry fields that strong, or what a 2.4-solar-mass dwarf does when it finally ignites. The published accounts do not state the field strength the model assumed. The ceiling is also model-dependent. The field alters the usual relationship between a white dwarf's mass and its size, and the institute says the new limit or limits vary "depending on the exact physics of magnetic fields" [6].
The case for distance measurement runs as a chain of steps. A carbon-oxygen dwarf nearing the limit can ignite carbon in its core and explode as a Type Ia supernova [18]. If the limit is fixed, the energy release and luminosity should be fixed too, and scientists have used that constancy to study the size and evolution of an expanding universe [19]. The institute's own account, carried by phys.org, calls these explosions "standardizable candles." It goes only as far as saying that if some come from progenitors with different masses and magnetic properties, understanding that diversity "could be important" when interpreting their brightness [20].
I think the result supports that much. One modelled track shows the route can exist. Any bias in cosmic distances would scale with the share of real supernovae whose progenitors took it, and estimating that share needs a population of stars as well as a single evolutionary track.
The prediction that can be checked soonest is about size. According to the institute, the same field effect could explain why some well-observed white dwarfs have larger radii than their low masses would suggest [14].
What to watch
- An explosion and light-curve calculation for a 2.4-solar-mass magnetized dwarf, showing how much brighter such a Type Ia would actually be.
- Population estimates of how many accreting white dwarfs carry internal fields strong enough to follow this track.
- Mass and radius measurements of the oversized low-mass white dwarfs, compared with the model's predicted relation.
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- [1]
Simulations by researchers from the Department of Physics at the Indian Institute of Science and collaborators show that strong internal magnetic fields could allow some white dwarfs to grow to substantially higher masses than the Chandrasekhar limit allows.
- [2]
For a white dwarf that is not strongly rotating or magnetized, the well-known upper mass limit (the Chandrasekhar limit) is about 1.4 times the mass of the sun.
- [3]
In one of their simulations, the researchers found that a magnetised carbon-oxygen white dwarf can reach about 2.4 times the mass of the Sun.
- [4]
In one model, a 1.02-solar-mass carbon-oxygen white dwarf, formed from an 8-solar-mass main-sequence star, gained matter at a rate of 10^-9 solar masses per year; the magnetized model reached a mass limit of about 2.4 solar masses, whereas the corresponding nonmagnetized model reached only about 1.4 solar masses.
- [5]
A magnetic field that is initially too weak can become increasingly important as the white dwarf gains mass: as matter accumulates, the white dwarf becomes denser and contracts, strengthening its magnetic field, and the stronger field provides additional pressure that helps it withstand gravity and support more mass.
- [6]
The magnetic effect changes the usual relationship between the white dwarf's mass and size, introducing new limit(s) on mass, depending on the exact physics of magnetic fields.
- [7]
The team modified STARS, a stellar-evolution code developed at the University of Cambridge, adding magnetic field effects and white dwarf cooling to follow magnetized stars from the main sequence into white dwarfs, then modeled a binary system in which the white dwarf gains matter from a companion star.
- [8]
"The important question was not simply whether a super-Chandrasekhar white dwarf is possible, but whether a star can actually evolve into one," said Zenia Zuraiq, first author and PhD student in the Department of Physics.
ReportedSupportedSource: Zenia Zuraiq, first author, IISc2 sources— create a free account to open themView cited source - [9]
"Our simulations allowed us to follow that evolutionary pathway from the main-sequence star to the white dwarf and show that under certain conditions, such a pathway is possible," Zuraiq said.
ReportedSupportedSource: Zenia Zuraiq, first author, IISc2 sources— create a free account to open themView cited source - [10]
"The idea started in 2011, when a summer student came to me and I gave him a problem quite casually: to check whether the Chandrasekhar limit can be violated by a magnetic field," said Banibrata Mukhopadhyay.
ReportedSupportedSource: Banibrata Mukhopadhyay, IISc professor, corresponding author2 sources— create a free account to open themView cited source - [11]
Banibrata Mukhopadhyay, a professor in the IISc Department of Physics, is corresponding author of the study published in The Astrophysical Journal Letters.
- [12]
The IISc said theorists have predicted the possibility of super-Chandrasekhar white dwarfs for decades.
ReportedSupportedSource: IISc, as reported by The Hindu2 sources— create a free account to open themView cited source - [13]
Observations of unusually over-luminous Type Ia supernovae have added support, hinting at progenitor white dwarfs with masses, and a mass limit, as high as 2.8 times the solar mass.
ReportedSupportedSource: IISc, as reported by The Hindu2 sources— create a free account to open themView cited source - [14]
The simulations offer a possible explanation, the same magnetic field effect, for why some well-observed white dwarfs have larger radii than expected based on their low mass.
- [15]
At a constant 10^-9 solar masses per year with all accreted matter retained, growing from 1.02 to 2.4 solar masses takes about 1.38 billion years.
- [16]
At the same rate, the nonmagnetized twin would grow from 1.02 to its 1.4-solar-mass limit in about 380 million years.
- [17]
The magnetized model's limit is about 1.7 times the nonmagnetized limit.
- [18]
As a carbon-oxygen white dwarf approaches the Chandrasekhar limit, its core can become dense enough to ignite carbon, potentially triggering a thermonuclear explosion known as a Type Ia supernova.
- [19]
If the Chandrasekhar limit is fixed, the supernova energy release rate and luminosity should be fixed; scientists have used this constancy of luminosity to understand the evolution and size of the universe, presently thought to be expanding.
- [20]
Type Ia supernovae are used as standardizable candles to measure cosmic distances; if some arise from progenitors with substantially different masses and magnetic properties, understanding this diversity could be important when interpreting their luminosity and studying the expansion of the universe.
Sources
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