Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Zihan_Wang_031217_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | July 06, 2013 |
Start Time | | 2013/07/06 00:00 |
End Time | | 2013/07/07 00:00 |
Key Words | | SAPS 07-06-2013 |
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 | | 19.68 |
Dipole Tilt, in Y-Z GSE plane, deg | | 3.93 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 138.70000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Zihan_Wang_031217_1 |
Minimum Dst Value | | -82 |
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 Geotail for time period of this run.
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