Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Katariina_Nykyri_072817_1c | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | December 25, 2015 |
Start Time | | 2015/12/25 07:15 |
End Time | | 2015/12/25 09:00 |
Key Words | | substorm |
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 | | -31.51 |
Dipole Tilt, in Y-Z GSE plane, deg | | -4.66 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 122.30000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Katariina_Nykyri_072817_1c |
Minimum Dst Value | | -15 |
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 Geotail for time period of this run.
![](data: 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)
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