Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Jiaen_Ren_040217_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | April 23, 2012 |
Start Time | | 2012/04/23 00:00 |
End Time | | 2012/04/24 23:00 |
Key Words | | Storm,SED,TOI |
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 | | 0.00 |
Dipole Tilt, in Y-Z GSE plane, deg | | 0.00 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 143.40000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Jiaen_Ren_040217_1 |
Minimum Dst Value | | -13 |
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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)
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