Weekly Report 18Mar2011: Difference between revisions

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===RHESSI Albedo Imaging Test===
===RHESSI Albedo Imaging Test===
For the following test a circular Gaussian map was created with increasing standard deviations. From each of these maps a calibrated eventlist file was created. From these eventlist files Clean images were created.
The Clean images were created with the following parameters:
*Detectors: 1 to 9
*Energy: 15 keV to 25 keV
*Time: 20-Feb-2002 11:09:10 - 11:09:40
*Clean Beam Width: Varied from 1, 1.5, 2
For the original set of runs 
[[File:Gaussian cb1.jpg|center|thumb|500px|The Standard Deviation in the X (Green) and Y (Red) direction of a Clean image versus the Standard Deviation of the original circular Gaussian Map.]]
[[File:Gaussian cb15.jpg|center|thumb|500px|The Standard Deviation in the X (Green) and Y (Red) direction of a Clean image versus the Standard Deviation of the original circular Gaussian Map.]]
[[File:Gaussian cb2.jpg |center|thumb|500px|The Standard Deviation in the X (Green) and Y (Red) direction of a Clean image versus the Standard Deviation of the original circular Gaussian Map.]]

Revision as of 14:49, 22 March 2011

RHESSI Albedo Imaging Test

For the following test a circular Gaussian map was created with increasing standard deviations. From each of these maps a calibrated eventlist file was created. From these eventlist files Clean images were created. The Clean images were created with the following parameters:

  • Detectors: 1 to 9
  • Energy: 15 keV to 25 keV
  • Time: 20-Feb-2002 11:09:10 - 11:09:40
  • Clean Beam Width: Varied from 1, 1.5, 2

For the original set of runs

The Standard Deviation in the X (Green) and Y (Red) direction of a Clean image versus the Standard Deviation of the original circular Gaussian Map.


The Standard Deviation in the X (Green) and Y (Red) direction of a Clean image versus the Standard Deviation of the original circular Gaussian Map.
The Standard Deviation in the X (Green) and Y (Red) direction of a Clean image versus the Standard Deviation of the original circular Gaussian Map.