Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Devi_RN_080322_2 | |
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 13:48 |
End Time | | 2012/03/09 14:08 |
Key Words | | energy |
Model | | OpenGGCM |
Model Version | | 4.0 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | 2.51 |
Dipole Tilt, in Y-Z GSE plane, deg | | 15.77 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 33 |
F10.7 | | 143.50000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Devi_RN_080322_2 |
Minimum Dst Value | | -129 |
SW Source | | OMNI |
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 Wind for time period of this run.
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)
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