Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Susanne_Vennerstroem_091002_1.1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | April 22 1999 |
Start Time | | 1999/04/22 13:00 |
End Time | | 1999/04/22 19:00 |
Key Words | | northward IMF |
Model | | UCLA-GGCM |
Model Version | | 2.1-1 |
Validation Level | | 2 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | 18.50 |
Dipole Tilt, in Y-Z GSE plane, deg | | 10.60 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 33 |
F10.7 | | 150.00000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Susanne_Vennerstroem_091002_1.1 |
Minimum Dst Value | | -5 |
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 GOES-10 for time period of this run.
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)
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