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: |
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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 |
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View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for THEMIS-C for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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