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.
Satellite data B plot for Wind for time period of this run.
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)
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