Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: GEM_CEDAR_091415_3 | |
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 00:00 |
End Time | | 2015/03/19 00:00 |
Key Words | | 2015 March Storm |
Model | | SWMF |
Model Version | | v20130129 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -5.28 |
Dipole Tilt, in Y-Z GSE plane, deg | | 32.73 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 116.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | GEM_CEDAR_091415_3 |
Minimum Dst Value | | -228 |
SW Source | | DSCOVR-realtime |
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 Cluster-4 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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