Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: devi_rn_081222_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 17, 2015 |
Start Time | | 2015/03/17 23:17 |
End Time | | 2015/03/18 00:25 |
Key Words | | heat |
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 | | -2.30 |
Dipole Tilt, in Y-Z GSE plane, deg | | 33.06 |
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_2 |
Minimum Dst Value | | -228 |
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 THEMIS-A for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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