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.
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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