Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Michael_Hesse_052208_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | November 22 1997 |
Start Time | | 1997/11/22 17:01 |
End Time | | 1997/11/22 19:59 |
Key Words | | spiral aurora |
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 | | -9.40 |
Dipole Tilt, in Y-Z GSE plane, deg | | -10.60 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 97.00000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | Michael_Hesse_052208_1 |
Minimum Dst Value | | -54 |
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-9 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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