Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Daniel_daSilva_010424_10 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | |
Start Time | | 2013/12/07 15:00 |
End Time | | 2013/12/08 14:00 |
Key Words | | boyd3 |
Model | | SWMF |
Model Version | | v20230424 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -14.03 |
Dipole Tilt, in Y-Z GSE plane, deg | | -10.42 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | -1.00000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Daniel_daSilva_010424_10 |
Minimum Dst Value | | -66 |
SW Source | | OMNI |
Diagnostic Indices | | YES, plot them |
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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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