Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Kris_Kersten_072810_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 13 1998 |
Start Time | | 1998/11/13 12:00 |
End Time | | 1998/11/13 23:59 |
Key Words | | Nov 1998 |
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 | | -14.80 |
Dipole Tilt, in Y-Z GSE plane, deg | | -25.80 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 133.00000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | Kris_Kersten_072810_1 |
Minimum Dst Value | | -131 |
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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