Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit259-09-20020303_092500_20020303_141000-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/03/03 |
Start Time | | 2002/03/03 09:25 |
End Time | | 2002/03/03 14:08 |
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 | | 4.94 |
Dipole Tilt, in Y-Z GSE plane, deg | | -12.25 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 179.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit259-09-20020303_092500_20020303_141000-constBx0 |
Minimum Dst Value | | -21 |
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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