Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Andrew_Marshall_042517_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | January 22, 2017 |
Start Time | | 2017/01/22 06:00 |
End Time | | 2017/01/22 12:00 |
Key Words | | One |
Model | | SWMF |
Model Version | | v20140611 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -29.28 |
Dipole Tilt, in Y-Z GSE plane, deg | | 10.40 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 84.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Andrew_Marshall_042517_1 |
Minimum Dst Value | | -228 |
SW Source | | DSCOVR-realtime |
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-E for time period of this run.
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)
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