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.
Model values plot for GOES-8 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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