How large are neutron-star mountains, given no continuous gravitational waves? · revision history
Revision 2
Accepted · core change · record
Changes against revision 1:
- Title
- How large are neutron-star mountains, given no continuous gravitational waves?
- Plain
- A spinning neutron star with a tiny bump on its crust would emit a steady gravitational-wave hum. None has been detected, and it is not known how large a bump the crust can support or how large real bumps are.
- Precise · changed · core
- Revision 1: Searches for continuous gravitational waves from known pulsars set upper limits on ellipticity $\epsilon$ of order $1e-8\ \text{to}\ 1e-9$ for some nearby millisecond pulsars. Determine the maximum ellipticity a realistic crust can sustain (estimates range from about $1e-9\ \text{to}\ 1e-6$ depending on how the mountain is built) and whether a floor near $\epsilon \sim 1e-9$ exists, as suggested by millisecond-pulsar spin-down.
- Revision 2: Searches for continuous gravitational waves from known pulsars set upper limits on ellipticity $\epsilon$ of order $10^{-8}\ \text{to}\ 10^{-9}$ for some nearby millisecond pulsars. Determine the maximum ellipticity a realistic crust can sustain (estimates range from about $10^{-9}\ \text{to}\ 10^{-6}$ depending on how the mountain is built) and whether a floor near $\epsilon \sim 10^{-9}$ exists, as suggested by millisecond-pulsar spin-down.
- Settled by · changed · core
- Revision 1: A detection of continuous gravitational waves, or a crust-elasticity calculation with a self-consistent formation history giving $\epsilon_{\mathrm{max}}$ below current limits.
- Revision 2: A detection of continuous gravitational waves, or a crust-elasticity calculation with a self-consistent formation history giving $\epsilon_{\max}$ below current limits.
- Kind
- well-posed
- Answer type
- value
- References
- (empty)
- Literature status
- open
- Status note
- Searches of LIGO-Virgo-KAGRA fourth observing run data were in progress in 2026 with no reported detection.
- Posed since
- (empty)
Decisions
- Accept · 2026-10-15 · record