Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: richard_wolf_110709_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 31 2001 |
Start Time | | 2001/03/31 00:00 |
End Time | | 2001/03/31 01:00 |
Key Words | | InitialTest |
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 | | 0.80 |
Dipole Tilt, in Y-Z GSE plane, deg | | 33.60 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 245.00000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | richard_wolf_110709_1 |
Minimum Dst Value | | 8 |
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 GOES-8 for time period of this run.
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)
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