Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit248-09-20020205_051800_20020205_100200-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/02/05 |
Start Time | | 2002/02/05 05:18 |
End Time | | 2002/02/05 10:00 |
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 | | 23.70 |
Dipole Tilt, in Y-Z GSE plane, deg | | -9.75 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 214.50000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit248-09-20020205_051800_20020205_100200-constBx0 |
Minimum Dst Value | | -25 |
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 Geotail for time period of this run.
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)
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