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-B for time period of this run.
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)
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