Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Kyle_Murphy_012821_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | March 14, 2015 |
Start Time | | 2015/03/14 00:00 |
End Time | | 2015/03/21 00:00 |
Key Words | | ENA |
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 | | -6.18 |
Dipole Tilt, in Y-Z GSE plane, deg | | 32.67 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 114.30000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Kyle_Murphy_012821_1 |
Minimum Dst Value | | -228 |
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.
Satellite data B plot for THEMIS-B for time period of this run.
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)
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