Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Daniel_daSilva_033023_6 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | November 30, 2015 |
Start Time | | 2015/11/30 11:30 |
End Time | | 2015/12/02 06:00 |
Key Words | | radbelt |
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 | | -20.26 |
Dipole Tilt, in Y-Z GSE plane, deg | | -19.21 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 30 |
F10.7 | | 93.10000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Daniel_daSilva_033023_6 |
Minimum Dst Value | | -42 |
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 THEMIS-B for time period of this run.
![](data: 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)
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