Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Espen_Fredrick_050523_9 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | March 16, 2015 |
Start Time | | 2015/03/16 04:20 |
End Time | | 2015/03/16 06:08 |
Key Words | | Bad Bz Omni 20150316 |
Model | | SWMF |
Model Version | | v20180525 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -12.56 |
Dipole Tilt, in Y-Z GSE plane, deg | | 25.04 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 116.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Espen_Fredrick_050523_9 |
Minimum Dst Value | | 7 |
SW Source | | OMNI |
Diagnostic Indices | | YES, plot them |
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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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