Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Xuanye_Ma_062518_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | December 06, 2014 |
Start Time | | 2014/12/06 09:00 |
End Time | | 2014/12/06 14:28 |
Key Words | | Tail |
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 | | -27.32 |
Dipole Tilt, in Y-Z GSE plane, deg | | -16.53 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 125.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Xuanye_Ma_062518_1 |
Minimum Dst Value | | 6 |
SW Source | | DSCOVR-realtime |
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 Cluster-1 for time period of this run.
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)
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