Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit306-04-20020622_025900_20020622_074300-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/06/22 |
Start Time | | 2002/06/22 02:59 |
End Time | | 2002/06/22 07:41 |
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 | | -13.78 |
Dipole Tilt, in Y-Z GSE plane, deg | | -3.63 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 146.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit306-04-20020622_025900_20020622_074300-constBx0 |
Minimum Dst Value | | -1 |
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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