Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Pauline_Dredger_100522_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | February 04, 2013 |
Start Time | | 2013/02/04 12:00 |
End Time | | 2013/02/05 00:00 |
Key Words | | magnetopause |
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 | | -13.61 |
Dipole Tilt, in Y-Z GSE plane, deg | | 7.50 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 30 |
F10.7 | | 103.70000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Pauline_Dredger_100522_1 |
Minimum Dst Value | | -2 |
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 THEMIS-B for time period of this run.
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)
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