Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Andreas_Kelling_110514_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | February 03, 2008 |
Start Time | | 2008/02/03 07:00 |
End Time | | 2008/02/03 12:00 |
Key Words | | 1-hour period substorms |
Model | | SWMF |
Model Version | | v20130129 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -25.81 |
Dipole Tilt, in Y-Z GSE plane, deg | | 11.22 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 0.00000 |
Conductance Model | | constant |
Corotation | | real |
Run Number | | Andreas_Kelling_110514_1 |
Minimum Dst Value | | -37 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | YES, plot them |
|
View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for GOES-12 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
| VMR Tools created by Darren De Zeeuw. |