Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: KarlM_Laundal_031709_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | May 12 2001 |
Start Time | | 2001/05/12 19:00 |
End Time | | 2001/05/12 23:00 |
Key Words | | Quiet IMF, large dipole tilt, large IMF Bx |
Model | | OpenGGCM |
Model Version | | 3.1 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | 29.00 |
Dipole Tilt, in Y-Z GSE plane, deg | | 22.00 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 24 |
F10.7 | | 141.00000 |
Conductance Model | | Sig-CTIM |
Corotation | | no |
Run Number | | KarlM_Laundal_031709_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 Polar for time period of this run.
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