Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Katariina_Nykyri_040109_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 14 2003 |
Start Time | | 2003/02/14 18:30 |
End Time | | 2003/02/14 20:30 |
Key Words | | diamagnetic cavity |
Model | | BATSRUS with RCM |
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 | | -3.00 |
Dipole Tilt, in Y-Z GSE plane, deg | | 24.00 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 128.00000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | Katariina_Nykyri_040109_1 |
Minimum Dst Value | | -11 |
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.
Diagnostic indices for this run.
Choose variable to plot:
![](data: image/png;base64,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)
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