Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Pauline_Dredger_101521_3 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | September 26, 2011 |
Start Time | | 2011/09/26 11:00 |
End Time | | 2011/09/26 23:00 |
Key Words | | storm magnetopause |
Model | | OpenGGCM |
Model Version | | 4.0 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | -0.43 |
Dipole Tilt, in Y-Z GSE plane, deg | | -33.26 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 33 |
F10.7 | | 149.00000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Pauline_Dredger_101521_3 |
Minimum Dst Value | | -100 |
SW Source | | OMNI |
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 Cluster-3 for time period of this run.
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)
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