Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Fabien_Darrouzet_051503_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | March 2 2002 |
Start Time | | 2002/03/02 3:00 |
End Time | | 2002/03/02 4:00 |
Key Words | | Cluster |
Model | | BATSRUS |
Model Version | | v7.42 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -19.00 |
Dipole Tilt, in Y-Z GSE plane, deg | | 27.90 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 150.00000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | Fabien_Darrouzet_051503_1 |
Minimum Dst Value | | -19 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
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View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for Polar for time period of this run.
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)
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