Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Costel_Bunescu_051418_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 07, 2016 |
Start Time | | 2016/01/07 01:44 |
End Time | | 2016/01/07 01:52 |
Key Words | | inner magnetosphere ionosphere |
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 | | -29.52 |
Dipole Tilt, in Y-Z GSE plane, deg | | 15.06 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 99.90000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Costel_Bunescu_051418_1 |
Minimum Dst Value | | 0 |
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 Cluster-2 for time period of this run.
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)
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