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 Wind for time period of this run.
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)
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