Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Pauline_Dredger_101321_2 | |
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 07:00 |
End Time | | 2011/09/26 19:00 |
Key Words | | magnetopause conductance |
Model | | SWMF |
Model Version | | v20140611 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -10.54 |
Dipole Tilt, in Y-Z GSE plane, deg | | -29.10 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 0.00000 |
Conductance Model | | constant |
Corotation | | real |
Run Number | | Pauline_Dredger_101321_2 |
Minimum Dst Value | | -89 |
SW Source | | OMNI |
Diagnostic Indices | | YES, plot them |
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View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for Cluster-2 for time period of this run.
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)
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