Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Devi_RN_080322_1 | |
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 11:29 |
End Time | | 2012/03/09 13:13 |
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 | | -3.02 |
Dipole Tilt, in Y-Z GSE plane, deg | | 13.29 |
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_1 |
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 THEMIS-C for time period of this run.
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)
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