2009
DOI: 10.1088/0004-637x/695/2/1289
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An ATLAS FOR INTERPRETING Γ-Ray PULSAR LIGHT CURVES

Abstract: We have simulated a population of young spin-powered pulsars and computed the beaming pattern and light curves for the three main geometrical models: polar cap emission, two-pole caustic ("slot gap") emission and outer magnetosphere emission. The light curve shapes depend sensitively on the magnetic inclination α and viewing angle ζ. We present the results as maps of observables such as peak multiplicity and γ-ray peak separation in the (α, ζ) plane. These diagrams can be used to locate allowed regions for rad… Show more

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Cited by 220 publications
(336 citation statements)
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“…This result is in broad agreement with the value estimated by scaling the γ-ray flux of the pulsar (Saz Parkinson (Watters et al 2009). By applying this relation, we have a γ-ray efficiency of 0.04, an X-ray efficiency of 3×10 −4 ,and a distance of 600 pc.…”
Section: The Nebulaesupporting
confidence: 91%
“…This result is in broad agreement with the value estimated by scaling the γ-ray flux of the pulsar (Saz Parkinson (Watters et al 2009). By applying this relation, we have a γ-ray efficiency of 0.04, an X-ray efficiency of 3×10 −4 ,and a distance of 600 pc.…”
Section: The Nebulaesupporting
confidence: 91%
“…Model fits to the observed light curves show that the current sample encompasses a large variety of stellar configurations (αB magnetic obliquity and ζ obs viewing angle, see Figure 2), with low |αB − ζ obs | values when we intercept both the radio and γ-ray beams, and large |αB − ζ obs | values when we intercept only the wide γ-ray beam [54,64,57]. A useful anti-correlation has been found between the phase separation between the two γ-ray peaks (∆) and the phase separation between the radio and first γ-ray peak (alias radio lag δ).…”
mentioning
confidence: 93%
“…There are several applications where this increase in speed will be useful. Some examples include calculation of so-called phase plots (plots of intensity versus observer angle ζ and phase φ; see, e.g., Romani & Yadigaroglu 1995), from which light curves are created by making constant-ζ slices; performing a parameter study for a population of pulsars, which will require spectra and light curves for several observers; and calculation of the geometric factor f Ω used for converting observed energy flux to total gamma-ray luminosity (Watters et al 2009). …”
Section: Resultsmentioning
confidence: 99%