Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Lutz_Rastaetter_070605_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | November 20 2003 |
Start Time | | 2003/11/20 15:00 |
End Time | | 2003/11/20 18:00 |
Key Words | | bow shock |
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 | | -9.80 |
Dipole Tilt, in Y-Z GSE plane, deg | | -17.30 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 150.00000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | Lutz_Rastaetter_070605_1 |
Minimum Dst Value | | -329 |
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 GOES-12 for time period of this run.
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)
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