Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Patricia_Reiff_080119_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | December 24, 2016 |
Start Time | | 2016/12/24 14:00 |
End Time | | 2016/12/24 15:40 |
Key Words | | EDR |
Model | | SWMF |
Model Version | | v20180525 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -16.30 |
Dipole Tilt, in Y-Z GSE plane, deg | | -5.38 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 70.70000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Patricia_Reiff_080119_2 |
Minimum Dst Value | | -12 |
SW Source | | ACE-realtime |
Diagnostic Indices | | YES, plot them |
|
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: image/png;base64,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)
| VMR Tools created by Darren De Zeeuw. |