Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Pauline_Dredger_103122_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | January 31, 2013 |
Start Time | | 2013/01/31 12:00 |
End Time | | 2013/02/01 00:00 |
Key Words | | magnetopause |
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 | | -14.71 |
Dipole Tilt, in Y-Z GSE plane, deg | | 6.29 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 99.70000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Pauline_Dredger_103122_1 |
Minimum Dst Value | | 2 |
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 THEMIS-C for time period of this run.
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)
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