Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: William_Paterson_022709_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | May 3 1998 |
Start Time | | 1998/05/03 00:00 |
End Time | | 1998/05/06 12:00 |
Key Words | | Storm |
Model | | BATSRUS |
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 | | 13.10 |
Dipole Tilt, in Y-Z GSE plane, deg | | 28.40 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 119.00000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | William_Paterson_022709_1 |
Minimum Dst Value | | -205 |
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.
Diagnostic indices for this run.
Choose variable to plot:
![](data: 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)
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