Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Beate_Humberset_050817_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | March 01, 2012 |
Start Time | | 2012/03/01 14:00 |
End Time | | 2012/03/01 17:00 |
Key Words | | Pulsating aurora |
Model | | LFM |
Model Version | | LTR-2_2_0 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | SM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -0.35 |
Dipole Tilt, in Y-Z GSE plane, deg | | 15.33 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 30 |
F10.7 | | 101.60000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Beate_Humberset_050817_1 |
Minimum Dst Value | | -13 |
SW Source | | DSCOVR-realtime |
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-C for time period of this run.
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)
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