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 THEMIS-C for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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