Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: CHIH-PING_WANG_022615_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 13, 2014 |
Start Time | | 2014/02/13 04:00 |
End Time | | 2014/02/13 16:00 |
Key Words | | prolonged N IMF |
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 | | -24.37 |
Dipole Tilt, in Y-Z GSE plane, deg | | 22.32 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 30 |
F10.7 | | 163.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | CHIH-PING_WANG_022615_1 |
Minimum Dst Value | | -2 |
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 Cluster-4 for time period of this run.
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)
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