Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Stefan_Kiehas_041509_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 02 2008 |
Start Time | | 2008/02/02 01:00 |
End Time | | 2008/02/02 03:00 |
Key Words | | substorm |
Model | | BATSRUS |
Model Version | | v8.01 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -24.70 |
Dipole Tilt, in Y-Z GSE plane, deg | | 26.60 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 69.00000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | Stefan_Kiehas_041509_1 |
Minimum Dst Value | | -46 |
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 Polar for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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