Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Dibyendu_Sur_071221_6 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | March 17, 2013 |
Start Time | | 2013/03/17 00:00 |
End Time | | 2013/03/18 02:00 |
Key Words | | Joule Heating |
Model | | OpenGGCM |
Model Version | | 5.0 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | -4.69 |
Dipole Tilt, in Y-Z GSE plane, deg | | 32.86 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 33 |
F10.7 | | 124.50000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Dibyendu_Sur_071221_6 |
Minimum Dst Value | | -132 |
SW Source | | ACE-realtime |
Diagnostic Indices | | NO |
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View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for Geotail for time period of this run.
![](data: 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)
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