Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Andreas_Keiling_110714_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 periodic 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 | | 70.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Andreas_Keiling_110714_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 THEMIS-A 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. |