Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit260-06-20020305_041200_20020305_085700-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/03/05 |
Start Time | | 2002/03/05 04:12 |
End Time | | 2002/03/05 08:55 |
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 | | 15.61 |
Dipole Tilt, in Y-Z GSE plane, deg | | -17.18 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 169.40000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit260-06-20020305_041200_20020305_085700-constBx0 |
Minimum Dst Value | | -37 |
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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