Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit276-12-20020413_100500_20020413_144900-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/04/13 |
Start Time | | 2002/04/13 10:05 |
End Time | | 2002/04/13 14:47 |
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 | | -13.26 |
Dipole Tilt, in Y-Z GSE plane, deg | | -11.91 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 227.30000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit276-12-20020413_100500_20020413_144900-constBx0 |
Minimum Dst Value | | -32 |
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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