Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: devi_rn_081222_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 17, 2015 |
Start Time | | 2015/03/17 13:23 |
End Time | | 2015/03/17 15:07 |
Key Words | | 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 | | 4.51 |
Dipole Tilt, in Y-Z GSE plane, deg | | 15.57 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 33 |
F10.7 | | 113.20000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | devi_rn_081222_1 |
Minimum Dst Value | | -86 |
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 Geotail for time period of this run.
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)
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