The Formation of Merging Double Compact Objects
Examining the role of mass transfer in compact object mergers.
― 6 min read
Table of Contents
- The Process of Formation
- Types of Compact Objects
- Stable Mass Transfer
- Key Factors in Mass Transfer
- Investigating Conditions for Stable Mass Transfer
- Models and Predictions
- The Role of Angular Momentum
- Angular Momentum Loss Mechanisms
- Observations of Gravitational Waves
- Observations and Predictions
- Limitations of Current Understanding
- The Importance of Population Synthesis
- Stable Mass Transfer and Compact Object Pairings
- Pair Formation Results
- Future Directions for Research
- Modeling Approaches
- Comparison with Observations and Real-World Data
- Known Compact Object Systems
- Conclusions
- Original Source
- Reference Links
Merging double compact objects are the results of certain types of stars working together in pairs, known as binary systems. These objects are significant because they are connected to the gravitational waves we detect. Understanding how these double compact objects form helps scientists learn more about how stars evolve and the nature of gravity itself.
The Process of Formation
In binary systems, one star can give mass to another in a process called mass transfer. This process can happen when one star expands and fills its Roche lobe, which is the area around it where its gravitational pull dominates. If the stars are close enough, the outer layers of the donor star can move to the second star, creating a tighter orbit and a pair of compact objects.
Types of Compact Objects
There are three main types of compact objects involved in these systems:
- Black Holes (BHS): Extremely dense objects formed from the collapse of massive stars.
- Neutron Stars (NSS): Remains of massive stars that have exploded in supernovae and are made mostly of neutrons.
- White Dwarfs (WDs): The leftover cores of medium-sized stars that have shed their outer layers.
The main focus of research is how these objects interact through mass transfer and how these interactions can lead to mergers.
Stable Mass Transfer
Stable mass transfer is important in forming double compact objects. In some cases, mass transfer can happen without leading to instability, which can destroy the binary system. This stable process allows the two stars to gradually become closer together over time, eventually leading to a merger. In this study, we look at the conditions necessary for stable mass transfer between a donor star and a compact object.
Key Factors in Mass Transfer
Orbital Period: The time it takes for one star to orbit the other plays a significant role in how mass transfer occurs. Certain orbital periods favor stable mass transfer.
Mass Ratios: The relative sizes of the two stars also affect stability. If one star is significantly more massive than the other, the dynamics of mass transfer change.
Evolved Stars: The evolutionary stage of the donor star impacts how it responds to losing mass. An evolved star might behave differently than a younger star during mass transfer.
Investigating Conditions for Stable Mass Transfer
Scientists investigate various parameters to determine the likelihood of stable mass transfer leading to merging double compact objects. By examining different scenarios, they establish boundaries for what is considered stable.
Models and Predictions
By using existing scientific models, researchers can predict how stars in binary systems will behave during mass transfer. These models help establish parameters that lead to stable systems, such as the evolution of the stars' sizes in response to rapid mass loss.
Angular Momentum
The Role ofAngular momentum refers to the amount of motion in a rotating system. When mass is transferred between stars, the way they spin and move also changes, which plays a role in how stable the system remains. Angular momentum loss can lead to a tighter orbit, further allowing mass transfer to occur.
Angular Momentum Loss Mechanisms
Isotropic Re-emission: This idea suggests that material is thrown out evenly in all directions, which affects the orbital dynamics of the system.
Mass Outflow: When mass is lost in a specific direction, such as through the second Lagrangian point, it can enhance the shrinkage of the orbit and stabilize the system.
Observations of Gravitational Waves
Ground-based observatories such as LIGO and Virgo have successfully detected gravitational waves from merging compact objects. These signals provide insights into the properties of these systems and help confirm theoretical predictions. The gravitational wave catalog is expanding rapidly, and future observatories are expected to uncover even more binary systems.
Observations and Predictions
As the observational data increases, it reveals new possibilities for how binaries form and evolve. The relationship between the detected gravitational waves and the theoretical models allows scientists to refine their understanding of compact object mergers.
Limitations of Current Understanding
Despite progress, there remain gaps in understanding the evolutionary pathways leading to merging double compact objects. The mechanisms responsible for forming these systems can vary significantly, and researchers are actively working to understand the processes involved better.
The Importance of Population Synthesis
Population synthesis methods are essential for studying large numbers of massive stars and their interactions. These simulations are vital for understanding the formation rates of different types of binaries and compact objects. By analyzing large groups of stars, scientists can evaluate how different conditions influence the creation of merging double compact objects.
Stable Mass Transfer and Compact Object Pairings
Research shows that stable mass transfer can lead to various pairings of compact objects. Most notably, stable mass transfer can produce pairs of black holes, neutron stars, and white dwarfs, except for pairs involving a neutron star and a black hole.
Pair Formation Results
Upon analyzing the data from simulations, researchers found:
- Certain mass ratios allow for a variety of pairings, but specific configurations are less likely.
- The formation of merging pairs of neutron stars is limited to specific initial mass ratios and orbital periods.
Future Directions for Research
The study of merging double compact objects is ongoing, with several avenues for future research. Scientists aim to develop more detailed models that take more variables into account, including conservation effects during mass transfer and how these affect the properties of the compact objects.
Modeling Approaches
By refining existing models and conducting new simulations, researchers hope to achieve a more accurate understanding of the evolution of binary systems. Future studies involving wide-area surveys will provide valuable data to help confirm the predictions made through theoretical work.
Comparison with Observations and Real-World Data
An essential part of validating theoretical models is comparing them with real-world data. Observational data from known binaries is crucial in showing whether the conditions proposed by models are met in nature.
Known Compact Object Systems
Known systems of compact objects can offer clues about how stable mass transfer leads to mergers. Studying the properties of these sources can help identify potential existing systems that have similar characteristics to those predicted by models.
Conclusions
Stable mass transfer plays a critical role in forming merging double compact objects. Understanding the underlying processes helps to clarify how these objects come together and how they might evolve over time. As our observational capabilities increase, we expect to gain further insights into the formation of these fascinating astronomical phenomena, contributing to our broader understanding of the universe.
Title: Forming merging double compact objects with stable mass transfer
Abstract: Merging double compact objects (CO) represent the inferred sources of every detected gravitational wave (GW) signal, thus modeling their progenitors is important to constrain stellar evolution theory. Stable mass transfer (MT) between a donor star and a black hole is one of the proposed tightening mechanisms to form binary black holes merging within the age of the universe. We aim to assess the potential of stable non conservative mass transfer to produce the pairings of COs: black holes (BHs), neutron stars (NSs) and white dwarfs (WDs). We study the conditions required for mass transfer between a star and a CO to be stable and to lead to merging binary COs. We use published results for the response of the stellar radii to rapid mass loss; coupled with analytical models for orbital evolution, we determine the boundary for unstable MT and the post interaction properties of binaries undergoing stable MT. We investigate the impact of angular momentum loss prescription in the hardening by accounting for isotropic re emission from the accretor vicinity and mass outflow from the Lagrangian point L2. Stable MT in systems with a CO + Roche lobe filling star, in the limit of isotropic re-emission, is shown to be able to form any pair of merging COs apart from WD + BH. Considering mass outflow from L2, the resulting parameter space for GW progenitors is shifted towards smaller initial mass ratios, ruling out the formation of NS + NS while allowing the production of merging WD + BH pairs. We compare our results with single-degenerate binaries and find that conditions for stable MT to operate are present in nature. We show that stable MT in the isotropic re-emission limit can produce merging binary BHs with mass ratios consistent with the majority of inferred sources of the third Gravitational Wave Transient Catalogue. Angular momentum loss from L2 lifts the achievable final mass ratio.
Authors: Annachiara Picco, Pablo Marchant, Hugues Sana, Gijs Nelemans
Last Update: 2023-09-11 00:00:00
Language: English
Source URL: https://arxiv.org/abs/2309.05736
Source PDF: https://arxiv.org/pdf/2309.05736
Licence: https://creativecommons.org/licenses/by/4.0/
Changes: This summary was created with assistance from AI and may have inaccuracies. For accurate information, please refer to the original source documents linked here.
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