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 Cluster-1 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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