Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Quanqi_shi_011812_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | March 29, 2011 |
Start Time | | 2011/03/29 15:30 |
End Time | | 2011/03/29 17:00 |
Key Words | | shock and wave and flow |
Model | | SWMF |
Model Version | | v8.01 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | 0.00 |
Dipole Tilt, in Y-Z GSE plane, deg | | 0.00 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 33 |
F10.7 | | 115.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Quanqi_shi_011812_2 |
Minimum Dst Value | | 7 |
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-2 for time period of this run.
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)
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