Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Nicholas_Bartel_111623_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | March 17, 2015 |
Start Time | | 2015/03/17 00:00 |
End Time | | 2015/03/18 00:00 |
Key Words | | Storm |
Model | | SWMF |
Model Version | | v20180525 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -4.84 |
Dipole Tilt, in Y-Z GSE plane, deg | | 32.74 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 113.20000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Nicholas_Bartel_111623_2 |
Minimum Dst Value | | -234 |
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-C for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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