Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Costel_Bunescu_051418_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | January 07, 2016 |
Start Time | | 2016/01/07 01:44 |
End Time | | 2016/01/07 01:52 |
Key Words | | inner magnetosphere ionosphere |
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 | | -29.52 |
Dipole Tilt, in Y-Z GSE plane, deg | | 15.06 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 99.90000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Costel_Bunescu_051418_1 |
Minimum Dst Value | | 0 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
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View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for Cluster-1 for time period of this run.
![](data: 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)
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