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 Wind for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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