Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Espen_Fredrick_050723_3 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | March 16, 2015 |
Start Time | | 2015/03/16 04:20 |
End Time | | 2015/03/16 06:08 |
Key Words | | Bad Bz Omni 20150316 |
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 | | -12.56 |
Dipole Tilt, in Y-Z GSE plane, deg | | 25.04 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 30 |
F10.7 | | 116.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Espen_Fredrick_050723_3 |
Minimum Dst Value | | 7 |
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.
![](data: 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)
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