Astrophysical Models
BBH Range
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BBN PLI
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BNS Range
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Binary Black Holes Model
M(chirp mass) [1MΘ, 2.5MΘ]: λ(mass fraction) [0, 1MΘ-1]: η(mass ratio) [0, 0.25] χ(spin parameter) [-0.85, 0.85]
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Binary Neutron Star Model
M(chirp mass) [1MΘ, 2.5MΘ]: λ(mass fraction) [0, 1MΘ-1]:
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CMB PLI
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Core Collapse to Black Hole- Complete
a(model detail 1)[5, 150] b(model detail 2)[40, 400] λ(mass fraction)[0, 1MΘ-1] E_v(energy carried away by neutrinos) <q>(luminosity weighted average neutrino anisotropy)
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Core Collapse to Black Hole- Ringdown
epsilon (efficiency) alpha (fraction of mass converted to black hole) a (spin factor) Minimum Progenitor Mass (in units of solar mass) Maximum Progenitor Mass (in units of solar mass)
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Magnetar Model
B-Field[7e13G, 1e17G]: ε(ellipticity) [1e-6 - 1e-2]: P0(rot period) [1e-3s,5e-3s]: λ(mass fraction) [1e-4MΘ-1, 1e-2MΘ-1]: Iz(moment of inertia) [in g·cm2]:
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Metallicity Dependent CCBH (slow)
a (spin factor) epsilon (efficiency)
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NS-BH Model
M(chirp mass) [1MΘ, 2.5MΘ]: λ(mass fraction) [0, 1MΘ-1]:
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NSBH Upper Limit
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Neutron Star Turbulence Model
d0m(Crust core differential shear) [1e-4,1e3]: N(NS Fraction) [1e-6,1]: v(kinematic viscosity) [0.1,10]: M_star(NS mass) [1MΘ,2MΘ]: R_star(NS radius) [7km,20km]:
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Supermassive Binary Black Holes
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White Dwarf Binary
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D. Hils and P. L. Bender, Ap. J., 360, 75-94 (1990)
bar-mode Model
P0(period) [0.5ms, 10ms]: λ(mass fraction) [0, 1e-2MΘ-1]:
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r-mode Model
P0(period) [0.5ms, 10ms]: λ(mass fraction) [0, 1e-2MΘ-1]:
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Cosmological Models
Axion Inflation Model
p(potential form) 1 or 2: ξcmb; (ξ at Φcmb)[1.2 2.7]: Ncmb(Number of e-foldings)[45 65]:
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Cosmic String Model
P(probability)[1e-3, 1]: ε(size)[1e-13, 1]: Gμ[1e-12,1e-6]:
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Inflation Model
r (Tensor-to-Scalar Ratio)
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Phase Transition
T(critical temperature) , GeV g(relativistic d.o.f) v(bubble wall velocity)[0,1] Beta/H(energy density parameter)[10, 1000]
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Phase Transition (2018)
Case # (1: non-runaway bubbles
2: runaway bubbles in a plasma
3: runaway bubbles in vacuum): α: β/H*: T*:
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Pre-Big-Bang Model
μ(0, 2]: F1[1e8, 1e11]: Fs[1, 1e11]:
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Stiff Equation of State
r (Tensor-to-Scalar Ratio) w (Effective Equation of State Parameter) n (Effective Tensor Index)
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Experimental Limits
BBN
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CMB+LSS
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COBE
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LIGO S6 1000-1726 Hz
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LIGO S6 600-1000 Hz
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Pulsar Timing 2015
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Projected sensitivities
Cosmic Explorer
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Cosmic Explorer PLI
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Design A+
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Design HLV
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Einstein Telescope
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Voyager
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eLisa
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Old Results
Hanford Detectors (LIGO S5)
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LIGO O1+O2
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LIGO S3
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LIGO S4
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LIGO S6 170-600 Hz
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Pulsar Timing (2006)
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Pulsar Timing 2013
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Up to Date Results
LIGO O1+O2+O3
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LIGO S5
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LIGO S6 41.5-169.25 Hz
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