Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Lutz_Rastaetter_051206_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | August 4 2001 |
Start Time | | 2001/08/04 12:00 |
End Time | | 2001/08/04 19:00 |
Key Words | | August 04, 2001 run |
Model | | BATSRUS |
Model Version | | v7.73 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | 22.40 |
Dipole Tilt, in Y-Z GSE plane, deg | | -27.50 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 152.00000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | Lutz_Rastaetter_051206_1 |
Minimum Dst Value | | -12 |
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-10 for time period of this run.
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)
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