Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Kristi_Keller_011805_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | September 24 1998 |
Start Time | | 1998/09/24 20:00 |
End Time | | 1998/09/24 22:00 |
Key Words | | Polar Cap Size |
Model | | BATSRUS |
Model Version | | v7.42 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | 6.60 |
Dipole Tilt, in Y-Z GSE plane, deg | | -14.80 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 140.00000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | Kristi_Keller_011805_1 |
Minimum Dst Value | | -38 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
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View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for Geotail for time period of this run.
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)
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