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-3 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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