Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Antti_Lakka_070918_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | July 14, 2012 |
Start Time | | 2012/07/14 07:00 |
End Time | | 2012/07/17 15:00 |
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 | | 13.52 |
Dipole Tilt, in Y-Z GSE plane, deg | | -14.52 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 152.80000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Antti_Lakka_070918_1 |
Minimum Dst Value | | -133 |
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.
Satellite data B plot for Cluster-2 for time period of this run.
![](data: 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)
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