Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Dibyendu_Sur_071221_5 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | March 09, 2012 |
Start Time | | 2012/03/09 00:00 |
End Time | | 2012/03/10 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 | | -8.17 |
Dipole Tilt, in Y-Z GSE plane, deg | | 32.63 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 33 |
F10.7 | | 143.50000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Dibyendu_Sur_071221_5 |
Minimum Dst Value | | -143 |
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.
Model values plot for GOES-11 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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