Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Antti_Lakka_070918_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | April 28, 2014 |
Start Time | | 2014/04/28 17:00 |
End Time | | 2014/05/01 17:00 |
Key Words | | ICME |
Model | | SWMF |
Model Version | | v20140611 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | 25.26 |
Dipole Tilt, in Y-Z GSE plane, deg | | 19.35 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 122.50000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Antti_Lakka_070918_2 |
Minimum Dst Value | | -69 |
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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