Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Pauline_Dredger_101321_1 | |
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 | | LFM |
Model Version | | LTR-2_1_5 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | SM |
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 | | 30 |
F10.7 | | 0.00000 |
Conductance Model | | constant |
Corotation | | real |
Run Number | | Pauline_Dredger_101321_1 |
Minimum Dst Value | | -89 |
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-4 for time period of this run.
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)
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