Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit278-12-20020418_041200_20020418_085600-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/04/18 |
Start Time | | 2002/04/18 04:12 |
End Time | | 2002/04/18 08:54 |
Key Words | | Facsko et al 2016: 1-year run of GUMICS |
Model | | GUMICS |
Model Version | | 4-HC |
Validation Level | | 1 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | -2.08 |
Dipole Tilt, in Y-Z GSE plane, deg | | -15.39 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 189.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit278-12-20020418_041200_20020418_085600-constBx0 |
Minimum Dst Value | | -127 |
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 Polar for time period of this run.
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)
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