Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Dennis_Gallagher_033110_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | July 15 2000 |
Start Time | | 2000/07/15 13:02 |
End Time | | 2000/07/15 23:56 |
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 | | 28.60 |
Dipole Tilt, in Y-Z GSE plane, deg | | -20.20 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 220.00000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | Dennis_Gallagher_033110_1 |
Minimum Dst Value | | -289 |
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.
Model values plot for GOES-8 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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