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Hard X-ray Albedo: A Spatial Perspective

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Presentation on theme: "Hard X-ray Albedo: A Spatial Perspective"— Presentation transcript:

1 Hard X-ray Albedo: A Spatial Perspective
Gordon Hurford substituting for Ed Schmahl RHESSI Glasgow Workshop

2 Spatial Properties of Albedo Outline
Theory What do we expect Interpretation - What can we learn Observations - How can we measure it Current status Future work

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6 Expected Spatial Properties (1)
Large size compared to primary source Spatial profile: Albedo size scales with primary source height 50% of flux is within ~3.5* h 90% of flux is within ~10 * h Elongated parallel to limb length / width = sec2()

7 Expected Spatial Properties (2)
Albedo patch is displaced away from limb Low surface brightness Albedo flux is independent of primary source height (except at limb) Albedo flux ~1/4 to ~1/2 of primary source Ratio depends on beaming parallel to LOS Spectrally hard relative to primary source

8 What can we learn from albedo?
Is albedo more than just a nuisance ? PRIMARY Source height as a function of time and energy Size of albedo patch is proportional to source height 3-D electron directivity as a function of time and energy Albedo fraction directivity parallel to line of sight Displacement of albedo location (relative to isotropic expectations)  directivity orthogonal to line of sight SECONDARY Isolation of albedo can (crudely) confirm calculation of albedo correction Over-the-limb events provide cases where there is no albedo Albedo fraction in over-the-limb events  source position along LOS

9 Measurement of Albedo Low surface brightness (<~1%)
Difficult / impossible to observe with focusing optics Cannot be mapped by conventional RMC techniques Cannot be seen in conventional displays Albedo size scale >> primary source size scale  Can be isolated using Fourier techniques (eg. RHESSSI)

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11 How Are Amplitudes Measured?
Fit observed modulation profile directly Assume circular sources Statistical issues Schmahl and Hurford 2002 Infer from single detector back projection maps Requires circular sources Schmahl and Hurford 2003 Calculate visibilities from stacked data Handles elongated and multicomponent sources Capability now available

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14 Current Status Profile Fitting and B.P. mapping techniques have been used to calculate amplitudes for circular sources Dependence of amplitudes on spatial frequency has not been consistent with a compact source interpretation. Results are consistent with an compact source + albedo interpretation Initial indications are that the energy dependence of the extended component is consistent with an albedo interpretation.

15 Future Plans Calculate visibilities using new visibility software
Eases requirement of assuming circular symmetry Determines visibility as a function of angle For simple sources systematically evaluate as a function of limb distance, time, energy: Albedo fraction Ellipticity and orientation of albedo component Displacement of albedo component relative to compact source Interpret in terms of electron source height and directivity Make tools available Extend analysis to multicomponent sources


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