Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Dennis_Gallagher_120610_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | February 13 2001 |
Start Time | | 2001/02/13 00:00 |
End Time | | 2001/02/14 06:10 |
Key Words | | PS Convection Event |
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 | | -18.50 |
Dipole Tilt, in Y-Z GSE plane, deg | | 30.50 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 138.00000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | Dennis_Gallagher_120610_2 |
Minimum Dst Value | | -50 |
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-10 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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