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.
Model values plot for THEMIS-B for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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